<?xml version="1.0" encoding="utf-8"?>
<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN"  "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
<html xml:lang="pl" lang="pl" xmlns="http://www.w3.org/1999/xhtml"><!--Consolia XBRL Tools v2.11.2.0--><head><title>dom_2023-12-31_pl.xhtml</title><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
/* Part 1: Web Page Layout: Free to modify, except for a few of them which are required by pdf2htmlEX.js, see the comments */
#sidebar { /* Sidebar */
  position:absolute;
  top:0;
  left:0;
  bottom:0;
  width:250px;
  padding:0;
  margin:0px;
  overflow:auto;
}
#page-container { /* PDF container */
  position:absolute; /* required for calculating relative positions of pages in pdf2htmlEX.js */
  top:0;
  left:0px;
  margin:0; 
  padding:0;
  border:0; /* required for lazy page loading in pdf2htmlEX.js (page visibility test) */
}
@media screen {
  /* for sidebar */
  #sidebar.opened + #page-container { left:250px; }
  #page-container {
    /* `bottom' and `right' are required for lazy page loading in pdf2htmlEX.js (page visibility test)
     * alternatively you may set width and height
     */
    bottom:0;
    right:0;
    overflow:auto;
  }
  .loading-indicator {
    display:none;
  }
  .loading-indicator.active {
    display:block;
    position:absolute;
    width:64px;
    height:64px;
    top:50%;
    left:50%;
    margin-top:-32px;
    margin-left:-32px;
  }
  .loading-indicator img {
    position:absolute;
    top:0;
    left:0;
    bottom:0;
    right:0;
  }
}
@media print { 
  @page { margin:0; }
  html { margin:0; }
  body { 
    margin:0; 
    -webkit-print-color-adjust:exact; /* enable printing background images for WebKit */
  }
  #sidebar { display:none; }
  #page-container {
    width:auto;
    height:auto;
    overflow:visible;
    background-color:transparent;
  }
  .d { display:none; }
}
/* Part 2: Page Elements: Modify with caution
 * The followings are base classes, some of which are meant to be override by PDF specific classes
 * So do not increase the specificity (e.g. ".classname" -> "#page-container .classname")
 */
.pf { /* page */
  position:relative;
  background-color:white;
  overflow: hidden;
  margin:0; 
  border:0; /* required by pdf2htmlEX.js for page visibility test */
}
.pc { /* content of a page */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  top:0;
  left:0;
  width:100%;
  height:100%;
  overflow:hidden;
  display:block;
  /* set transform-origin for scaling */
  transform-origin:0% 0%;
  -ms-transform-origin:0% 0%;
  -webkit-transform-origin:0% 0%;
}
.pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
  display:block;
}
.bf { /* images that occupies the whole page */
  position:absolute;
  border:0;
  margin:0;
  top:0;
  bottom:0;
  width:100%;
  height:100%;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
.bi { /* images that cover only a part of the page */
  position:absolute;
  border:0;
  margin:0;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
@media print {
  .pf {
    margin:0;
    box-shadow:none;
    page-break-after:always;
    page-break-inside:avoid;
  }
  @-moz-document url-prefix() {
    /* fix page truncation for FireFox */
    .pf {
      overflow:visible;
      border:1px solid #FFFFFF;
    }
    .pc {overflow:visible;}
  }
}
.c { /* clip box */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  overflow:hidden;
  display:block;
}
.t { /* text line */
  position:absolute;
  white-space:pre;
  font-size:1px;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
  unicode-bidi:bidi-override;/* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
  -moz-font-feature-settings:"liga" 0;/* We don't want Firefox to recognize ligatures */
}
.t:after { /* webkit #35443 */
  content: '';
}
.t:before { /* Workaround Blink(up to 41)/Webkit bug of word-spacing with leading spaces (chromium #404444 and pdf2htmlEX #412) */
  content: '';
  display: inline-block;
}
.t span { /* text blocks within a line */
  /* Blink(up to 41)/Webkit have bug with negative word-spacing and inline-block (pdf2htmlEX #416), so keep normal span inline. */
  position:relative;
  unicode-bidi:bidi-override; /* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
}
._ { /* text shift */
  /* Blink(up to 41)/Webkit have bug with inline element, continuous spaces and word-spacing. Workaround by inline-block. */
  display: inline-block;
  color: transparent;
  z-index: -1;
}
/* selection background should not be opaque, for fallback mode */
::selection{
  background: rgba(127,255,255,0.4);
}
::-moz-selection{
  background: rgba(127,255,255,0.4);
}
.pi { /* info for Javascript */
  display:none;
}
.l { /* annotation links */
}
/* transparent color - WebKit */
.d { /* css drawing */
  position:absolute;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
}
/* for the forms */
.it {
  border: none;
  background-color: rgba(255, 255, 255, 0.0);
}

.ir:hover {
  cursor: pointer;
}

/* Base CSS END */
/*]]>*/</style><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Fancy styles for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
@keyframes fadein { from { opacity:0;} to { opacity:1;} }
@-webkit-keyframes fadein { from { opacity:0;} to { opacity:1;} }
@keyframes swing {
  0%  { transform: rotate(0deg); }
  10% { transform: rotate(0deg); }
  90% { transform: rotate(720deg); }
  100%{ transform: rotate(720deg); }
}
@-webkit-keyframes swing {
  0%  { -webkit-transform: rotate(0deg); }
  10% { -webkit-transform: rotate(0deg); }
  90% { -webkit-transform: rotate(720deg); }
  100%{ -webkit-transform: rotate(720deg); }
}
@media screen { 
  #sidebar {
    background-color:#2f3236;
    /* modified from http://philbit.com/svgpatterns/#crossstripes */
    background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI0IiBoZWlnaHQ9IjQiPgo8cmVjdCB3aWR0aD0iNCIgaGVpZ2h0PSI0IiBmaWxsPSIjNDAzYzNmIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDBMNCA0Wk00IDBMMCA0WiIgc3Ryb2tlLXdpZHRoPSIxIiBzdHJva2U9IiMxZTI5MmQiPjwvcGF0aD4KPC9zdmc+");
  }
  #outline {
    font-family:Georgia,Times,"Times New Roman",serif;
    font-size:13px;
    margin:2em 1em;
  }
  #outline ul {
    padding:0;
  }
  #outline li {
    list-style-type:none;
    margin:1em 0;
  }
  #outline li > ul {
    margin-left: 1em;
  }
  #outline a,
  #outline a:visited,
  #outline a:hover,
  #outline a:active {
    line-height:1.2;
    color:#e8e8e8;
    text-overflow:ellipsis;
    white-space:nowrap;
    text-decoration:none;
    display:block;
    overflow:hidden;
    outline:0;
  }
  #outline a:hover {
    color:rgb(0,204,255);
  }
  .pf {
    margin: 13px auto;
    box-shadow: 1px 1px 3px 1px #333;
    /* Needed by IE to make box-shadow works * https://developer.mozilla.org/en-US/docs/Web/CSS/box-shadow */
    border-collapse: separate;
  }
  .pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
    -webkit-animation: fadein 100ms;
    animation: fadein 100ms; 
  }
  .loading-indicator.active {
    /* 
     * use 0.01s instead of 0s,
     * since YUI Compressor will change 0s to 0,
     * which is not recognized by Firefox
     */
    -webkit-animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
    animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
  }
  .checked {
    background: no-repeat url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABYAAAAWCAYAAADEtGw7AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH3goQDSYgDiGofgAAAslJREFUOMvtlM9LFGEYx7/vvOPM6ywuuyPFihWFBUsdNnA6KLIh+QPx4KWExULdHQ/9A9EfUodYmATDYg/iRewQzklFWxcEBcGgEplDkDtI6sw4PzrIbrOuedBb9MALD7zv+3m+z4/3Bf7bZS2bzQIAcrmcMDExcTeXy10DAFVVAQDksgFUVZ1ljD3yfd+0LOuFpmnvVVW9GHhkZAQcxwkNDQ2FSCQyRMgJxnVdy7KstKZpn7nwha6urqqfTqfPBAJAuVymlNLXoigOhfd5nmeiKL5TVTV+lmIKwAOA7u5u6Lped2BsbOwjY6yf4zgQQkAIAcedaPR9H67r3uYBQFEUFItFtLe332lpaVkUBOHK3t5eRtf1DwAwODiIubk5DA8PM8bYW1EU+wEgCIJqsCAIQAiB7/u253k2BQDDMJBKpa4mEon5eDx+UxAESJL0uK2t7XosFlvSdf0QAEmlUnlRFJ9Waho2Qghc1/U9z3uWz+eX+Wr+lL6SZfleEAQIggA8z6OpqSknimIvYyybSCReMsZ6TislhCAIAti2Dc/zejVNWwCAavN8339j27YbTg0AGGM3WltbP4WhlRWq6Q/btrs1TVsYHx+vNgqKoqBUKn2NRqPFxsbGJzzP05puUlpt0ukyOI6z7zjOwNTU1OLo6CgmJyf/gA3DgKIoWF1d/cIY24/FYgOU0pp0z/Ityzo8Pj5OTk9PbwHA+vp6zWghDC+VSiuRSOQgGo32UErJ38CO42wdHR09LBQK3zKZDDY2NupmFmF4R0cHVlZWlmRZ/iVJUn9FeWWcCCE4ODjYtG27Z2Zm5juAOmgdGAB2d3cBADs7O8uSJN2SZfl+WKlpmpumaT6Yn58vn/fs6XmbhmHMNjc3tzDGFI7jYJrm5vb29sDa2trPC/9aiqJUy5pOp4f6+vqeJ5PJBAB0dnZe/t8NBajx/z37Df5OGX8d13xzAAAAAElFTkSuQmCC);
  }
}
/* Fancy CSS END */

  }
  .checked {
    background: no-repeat url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABYAAAAWCAYAAADEtGw7AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH3goQDSYgDiGofgAAAslJREFUOMvtlM9LFGEYx7/vvOPM6ywuuyPFihWFBUsdNnA6KLIh+QPx4KWExULdHQ/9A9EfUodYmATDYg/iRewQzklFWxcEBcGgEplDkDtI6sw4PzrIbrOuedBb9MALD7zv+3m+z4/3Bf7bZS2bzQIAcrmcMDExcTeXy10DAFVVAQDksgFUVZ1ljD3yfd+0LOuFpmnvVVW9GHhkZAQcxwkNDQ2FSCQyRMgJxnVdy7KstKZpn7nwha6urqqfTqfPBAJAuVymlNLXoigOhfd5nmeiKL5TVTV+lmIKwAOA7u5u6Lped2BsbOwjY6yf4zgQQkAIAcedaPR9H67r3uYBQFEUFItFtLe332lpaVkUBOHK3t5eRtf1DwAwODiIubk5DA8PM8bYW1EU+wEgCIJqsCAIQAiB7/u253k2BQDDMJBKpa4mEon5eDx+UxAESJL0uK2t7XosFlvSdf0QAEmlUnlRFJ9Waho2Qghc1/U9z3uWz+eX+Wr+lL6SZfleEAQIggA8z6OpqSknimIvYyybSCReMsZ6TislhCAIAti2Dc/zejVNWwCAavN8339j27YbTg0AGGM3WltbP4WhlRWq6Q/btrs1TVsYHx+vNgqKoqBUKn2NRqPFxsbGJzzP05puUlpt0ukyOI6z7zjOwNTU1OLo6CgmJyf/gA3DgKIoWF1d/cIY24/FYgOU0pp0z/Ityzo8Pj5OTk9PbwHA+vp6zWghDC+VSiuRSOQgGo32UErJ38CO42wdHR09LBQK3zKZDDY2NupmFmF4R0cHVlZWlmRZ/iVJUn9FeWWcCCE4ODjYtG27Z2Zm5juAOmgdGAB2d3cBADs7O8uSJN2SZfl+WKlpmpumaT6Yn58vn/fs6XmbhmHMNjc3tzDGFI7jYJrm5vb29sDa2trPC/9aiqJUy5pOp4f6+vqeJ5PJBAB0dnZe/t8NBajx/z37Df5OGX8d13xzAAAAAElFTkSuQmCC);
  }
}
/* Fancy CSS END */
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/l8buqlb+4Ipy0ZLP7RhY5IDOaFlvBJhXoBqX0Me0TMe0RERES0eFzX3ffC967U3oood6nOEYnADp037EnU80jvR/Zthj2iJcT5nERERETrzpEDbw7mf9QeWuxleycoBTuEUAhC4IxTCEiJWhapAyiMIvAY9oiWEH++iIiIiNaXfD5XeeNfNoRKulrK/naGiUgUunFGEz0ZoJZB6i0UhiEZ9oiWGOt7REREROuI7/v7Xvje1daRkPKXtp25piMag2WfumWLVKhlMfUWCuNQAVsvEC05/kqFiIiIaB0ZPnZ4IPd0VPPFkhb30OrCF0EoBMz02ZMK1Qym3kKRYY+IeY+IiIiIFle9Xk+98q8bQ0VDBctxPjuEcBia1gp7M9M4xyEZ9oiY94iIiIhocR14fe/l2BdS/jKdz7QQjkE3pUQtw2mcRMx7RERERLQ08vmcOPxYu9UUUMt0SiEQi0rbrhcwtY9hj2gFcL8WIiIiokuflHL/i0++OzRuBd5ynldFok4zlNpf5po9ohWgWN8jIiIiWgfSqame6X+zhb+sZ5USrlcal6UpSJ9hj2gFsL5HREREdIkLguDwi9+9IZIzZLCsJ67XRHLUcguGCZcfA9HyUoDi+j0iIiKiS97U5MTm8vO2Wt6w12hgbBSpdCgW2G0zd59EtMyY94iIiIguZUqpYz99YiBa1ZVctlPCcTA+itQUfN+OItQGjbPKiJj3iIiIiGhxZabTGys/tdQyrtzzPSTHMZmE70HAsBBOwAzxoyBi3iMiIiKiRXXo5R9uiJT1QM6s5lnSBwDfx2QSk0l47swOLQLhBOwoPwoi5j0iIiIiWjy1arUj/dzyFfcCiXQKE+NwGsDJHGi3IdQGwSV8RMx7RERERLRYDr35ynY7rcllyVlKITON0RHUaqf/OUwb4QR0TukkYt4jIiIiokUhpWwc+bFlKrEMdTWlUMxjbATVyjnuOHVO6SRi3iMiIiKixTOVnNipDhrBMrRhEKhVMTKMUrH1f2elQYQSnNJJxLxHRERERItk6GfPd4abQqkl36bFqWNkCPkclDpH2AMAWGGE4tBMfixEzHtEREREtDBSSjv9sr4M5TTPw9goMhlICZw3E+o6Ip2wOKWTaHmx8yURERHRJSg1mdwuxjV/iXusS4mpJKam4Hqz1BEUwnGE2tAoQuF8VcC1aoGpWqziAYulP6NYiXcq1s0/Bcx7RERERJeg4f2v3BD2RLDE9b3MNCbG0XTmMmksFEU4jpIOGaz5y6vOSA5CtB5KCHH8v2ceM08SQggASim0HlJCSiWlkFKtRPhRui40Da2HmBmoAk6MbWaESi1wYCdPKs5zjBPnWOx4Kc530iU4I/MeERERES1jIJl6XQstZdgTAqU8xkZQq87xFbqNcAJmBM3K2g97QsAwoOtC0zTT1ONxPR7X29r0eNzs6tLb2/VEQoRCZjwubBtCCNM02tqUlEGlolzXL5X8VMoZG3MnJtyJCb9aVZ6nguBE9hOLPuAWTYOua4ZhdHRYmzaFtm61tmwxe3u1WEyPRKBpslaT9bo3Pe1OTDhDQ+7EhJfJSN9Xvt8am7i4U+u6FgqZnZ3Css7MXUoF5bJfq6lmUyi1KLXf1gckbNuIxbRYTOj6GU8IGo2gXA4aDREE6lKPfMx7RERERJcax3F6/TGhJNTSRD4h0Ghg+Pwbcp5HOIFQbM3nPQDm4GDnhz4Uueoqe+dOq79fb2834nEtHhe6LsQ84oNfqXjJZP1nPys991z1uefqw8Oy0RC+v4ipr3UopWlaKBTati3+vve133575JprrMFBPXqh9ZSy2XSnpur791eeeab84x/XDx6UzeZFBCRhmrEbb9zwx38c2bXrzLwHKCmDcrn0ox8l//zPvVRqsdJ4aNeu/s9+Nn7rrUZX1znynuPUX3899dd/Xdm7V3nepf2vgVCKm+ISERERXVLePnKo/8X/L6L7S9V5LwgwdBQTEwj8ed37+y4mXkf6CKRcq0UVBWhtbZd/5zvxW245O0gshJfJlJ9/PvfP/1x65hk/l8PxRhoLnUgphBaLxa6/vvuBBxIf+IA9ODjv4yjl5/PlZ5/NPvRQ8emng2pVSDmXgbUGYG3atPtb34pdd92FT1F4/PEj99+vGo0FBl0J2IOD2//u79rf/34tFLrAM7Pf/Ob4//yfzoEDl2p9TwlhXDPI/TmJiIiILjXpkQMhSy5hm/XUJKZS8P2Zm/o5PwwL4Q4Y4SXvELF0DwlEr7yy7aabFjfsATB7ero+/OGdDz2065/+qfO++7SODiXEQoYKAJoW2bNny1/8xa5/+qe+T3/6IsIeACGE2dXV9ZGP7PiHf9jx4IPxG29Uuj7XT17Xrf7+8GWXzXqKzg99qOsjH5GtVY4LeddCdP/ar0Wvu+7CYQ9A5J3vtPr7gTX8bZzLg3mPiIiI6FLjZd4W2hKFPYFCHmNjaDoXV4UJJ2C3zeTENUrv6Fi6g2um2X7HHTv//u+3/OmfhnbtwvHINy+tl4hotPuBB3Z+9av9n/2s2du78LEZ7e1dH/3oZd/4xsDnPododK4Dm/ME1w3/5b+YiYRawHdDAeHdu7vuu8/s6eG/AzPfKF4CIiIioktM2JlakjilAKeBkWFUKxd9hHAckXYIwU/pgpEyHu//7Gd3/N3fxd/3PmEY84rHrbxkdHUN/MEfbP6zP4teffVixn0h7M2bN/7Jn2z98z83OjsXN7dH3vnO7gceOFE8vIivJ4CeX/1Ve8eORa++Mu8RERER0aogpeyS00vSiUFJjA2jUAAufomVYSOSgBnmBzW79ltv3fqXfxm/4w5hmvN6odnR0f/Zzw7+5/9sb9y4FAMzOzt7f/3Xt/7lX+rx+OIeecN/+k/2xZbmFBB917s6P/ShVhAl5j0iIiKiS5Dnum2isQQHFkinkJpG4C/wMCemdNKsotddt/l//a+2m2+ee0lU2Hb3Jz7R+5nPGEs5p1Fra+u4996Nf/zHWNRKmrVtW+/v/A6Mi2kiIITo+fSnzc2bWT5m3iMiIiK6ZLluM6q7kIu65wOAchljY2g2WpltAXEPoTgicX5Qc80wseuvH/yP/zGyZ89cKrYKSNx1V8+nPmVv2iSWMvYIIYzOzq6Pf7znk5+Ui3rY/t/9XXvLFsxzSqcE4rfc0vHzP2/E44J5j3mPiIiI6FLle25I+It90ACjC1i2d3oiMUOIdMIMg23B5hiBEh/8YPdHP2r096vZMo992WVdH/tY9F3vWobMI4SwBgf7f/d3wzt3LuJHafb1Df7BH2CeU1iFafZ++tPmhg0Me8x7RERERJcyGfjC0ha5GUNyHKd0hFtgtVAIRBIIscQ39zBjGF333x9/z3suPHlS6HrHXXe133qr0JbpJl/oemjnzr7PfGZxY2TPJz8Zfcc7WnuTzuk7D3TcdVf8llv0aJSTOc9g8BIQERERXUqUDBbzllcIlAqYnITXXLRDAqE2ROKopC/lD6J+8GDu298Ocjm/XIaUotUMzbbN3l57x47oNdeEd+6ctUfciQgU2rGj4557avv2NY8dE+fJPJErrmi/4w5rPjUu6bp+NttMJoNCAULosZg1OGj09urh8BwHpnd0JO65J/PQQ7W33lqslKl3dvZ/7nNDv//7ynFm/8IDejjc+6lPmf39LO4x7xERERFd4qTbgFq84p7nYXQUtSrUgpbtnXGHfmJKp9u4ZOebNY4enfzbv/XTaQGc/ESEUEIITTNisdh11/V+6lOJu+82EonZk5Wmtd95Z+HJJ5tDQ5DynNErfuON0Xe9a47FPT+fLz3zTPbhh6uvvupnMvB9ANB1vb09es01nR/+cOcv/dJcutgJIayBgc6PfKT21luL90sG0fWxj2W++tXy888rKcVsea/zvvtiN9yghbnr6zlwPicRERERnd/kBPL5cwaMBd3Qa4gkEG6/1K+e5808fH/m4XnCdeE4QTZb+OEPj33mM2N/8ifO2NhcDmZv3Rq7/nqjt1edK/OYfX3Ra6+15taAoXHkyNj/+B/Hfvu3c9/6VnN4WFYqstGQjYasVt3JycL3vz/8+c+//dnPVv/93+eSzfT29vbbbze7uhZxDrEejQ587nNitginAKOjo+fXfs3o7WVxj3mPiIiIaB1o3fUuwp6cAuUSJpMzMzkX9V5aAOE4onFo4hL+HIQAzvcAIIJAViqpBx+c/Iu/cEZH5xCStei119qbN58z9oQvvzy8e7eYQycDZ2ho6gtfSD/4YJDLwffPrAYrBd+XxWLhiSfG//t/rx84MPvADMPevDl2/fVqUa9e4oMfbL/9dhiGumDe6/7Yx6J79mi2zR995j0iIiKidXB7Zy3SrDbfx/gYajVILE6APPUhYVqIdMKMQK7XT6qV+lSzmf7KVwrf+55fLM6agSLveEdo69azd20RQHjXLnvr1llrXEGtVnjqqezDD8tGA6eEz1MPNTMwxym/+GL67/4uqNdnzWZ6PN52002L/E0OhQY+9zm9re0CYc8eGOj5xCeM7m4W95j3iIiIiNbH7Z2mL0KEEgLTaWRyCJYqjgmBcDvC67vxeitcyXo99/DDzZGRWRdemv39oR079LY2dXrs0draQtu3G93ds56xcfhw6emnvelpccGSbeuvgmKx9PzzlRdfnP1bF4lErrpqcYtsQoj2W2/tuOceWJY6T97rfuCB0OWXi3k2b2DeIyIiIqI1e3unG9Jb8IYt9TomxuE6J+/9lyDrhOOIdkBf3zekrdxVe+WV+ptvzl5JM4zQtm1GV9cZscfo6rI2btQjkQu/XPl+4+DB2muvQSkxh4FBqebYWPmZZ9SJVhzne7Jp2ps3m93di9tTUbOsgc99zuzsPGfYC+/Y0XX//UZnJ4t7zHtERERE64VuWE6gL/QokxOoVpd2oAqGhUgHzPD6ndJ5Iln59Xr1zTf9fH6WZwphbdhgnJV/rL4+s7t71p05g1KpceSIm0zOPR7JYrH+s5952ewsA9N1PZGwNm5Ui31xou9+d+dHPiJCobOP3PupT4W2bxe6zp965j0iIiKi9cK27aqyL74qJwRKRaRT8L2ZLLJ0OUcgnEA4wQ8NCmgcOhSUy7M+0+ju1mKxM0N+V5c+h6YObibjDA9Lz5vjpyoA5fvNVKo523YyQgjNts+5l8xC44pp9v/O79gDA62rNJNCgciePR333qu3t7O4x7xHREREtI6YllWUMQhAqYt5+D4mxtBoLHXYawnFEEmgteRQrZ3H3FPc3A/YHBkJKpVZj6knEkY0itNfa8TjWjQ662v9fN5Np+f7Zv1qtTk+Pns4NE2zv18u4HKdT/iKK7ruvx+RyCl7x4reT3/a3rx5js0GF+UzWosP5j0iIiKiS40QomB0K+0iX4xsFvnCojfcOx/DQrQTdgxqnX9qgJfP++WyavU9v0Dei8W0SASnF7X0aFQLhWY9i6xWg1JpvmOTjuPPNp8TgDCMudQYL4Jmmr2/9VuhrVshhAIk0HbjjR0f/KAei7G4N/vV4yUgIiIiusQ0Y1uVuKjbPM9FcgKOMxO/lr4AIYBIHJE4PzTAdVWzqWZL2sI0hWmemvcEIGxbWNZckpucbUuYsynPk3NZzKlpejS6RPErtGVL76/9mojFWvGv/7d/2xocXHhxj3mPiIiIiNae6MAu5c+/YCYE0mmUS1DLWGxTsGOIdsAw1nuJT7puUKvNvhPm2SUtIbRwWJtD3lNKqflXbpXnBXPIe6Ll4r4FStXefNPNZtV5vnvCMLo/8Yno7t1K19tvvz1+221aOIzznK05NuYMD0vH4T8FzHtEREREl6CBrbvLnqnmu/zOcZCagusCy7Fy7wTdQLQTofh6z3uQEr5/MWFbCKFpS1vsWvpfAUx/7WuTf/VXOH/ctQcHez/1Kau3t++3fsvs7T3f+5XNZvKv/qrw1FPBUm8wy7xHRERERCuib2BwPOhT89qmXgikUyivwC2yAMJxRBPgSqz1TNXr6b//+/rhw+erQApd7/roR3f87d+233nnBRq7l559tvD000GhsKxlauq1NJgAACAASURBVOY9IiIiIlo2pmkW2nZLMZ/A12ggnYa/3MW9FiuCaAdMG7xDX7eEYTjZ7NQXvqA873xRzezpSdx1l5FInK+455fL2Ycemukewa1cmPeIiIiILlXtO66buW2e067tAtNprNz8N01HpANhTulc14FPCCD78MOVV189b4lP0/RI5AIzV4s/+EFp796L2JPmkqWY94iIiIguRdsv3zPR7FDa3EocjoPpNIIlb7B+3lv91pTOTgjByLeOEx/g5/Opv/5r6Thq/rMxvWw2+/WvuxMTnMl5KuY9IiIioktQPN4+Gbky0Iw53GULZDOoVqGwgkvoTBvRDlhh5r11nfcAFJ58svTMM5itD+HZ8o89Vvn3f1eOw3mczHtEREREl/qtsxCJK97XdMXs8cl1MZ2C5y1Dt70LPDQN4QQiCX506z3yBZVK6m/+xi+X51Xia46OZh5+2EuneQ2Z94iIiIjWhcuuvOZtv19eeJt+IZDPoVRd+bKaQjiGWCd0nSW+9a743HOFJ59Unjf3l2QfeaT25pvKdVncY94jIiIiWhcikUip/2b/wvd7QYB0aqW25TyDYSHWATvGvLeuCUDW66m//Vsvk5ljd/j6wYO5f/3XIJvl1WPeIyIiIlpHdl53R9JpD4R23lvrcgml8irZ30IIhBOIdqzjRnxKca+RVuSrvvZa7pFHlOvOfs18P/PQQ/XDh1UQsLjHvEdERES0jvT1D4zFrvM1/Tyr5hSm03BXRXEPABTsMGJdMKx1WeLTNBjGRXaNm2NQXCN5UgCy2Uw/+GBzbEwFwYWfXH3ttcITTwSlEn/emfeIiIiI1hdd1zddf0+mGZHnTBGNBvJ5qGAV3ZsaiCYQaYfEym4fM1vDwrkG2Hk8hGlq4TB0fd6HlTJoNOQcSmEQApo27zer6yISWeD7ne9rBVA7fDjzjW/IZvMCr5LN5vQ//mNjaKg183O+n5FaBw/mPSIiIqJL2eZtO94OXetq5jlu/fM51J2VbcNw5qCON+LT1mEjPtPUwmExW95TnqfO6lWgXFfNoYGBZttaOHwRA9Oj0dmzUxAEjiMX73oo309/7Wu111+X59+4pfj004Uf/CCo1fiTfj4GLwERERHRJR0izE3vuXfqxz/bbBZ0dcrduO8jm4H0V92AbcS6YEXg1NbRQj4F6ImEHovNmveCWi1oNHDKRiYSCBoN6TiznkWPRvW2tvmOTQ+FjO7u2Z8XBIs7qVIAzdHR0f/237rvvz+8fbs4fbKr8rzGsWOZhx5yR0YgJVfuMe8RERERrVObt+14/rWb+utPhXFK3qtWUCmvwtVcmoZoArFOOOusZmNt2KDHYmK29XtBuRzU62cUZf1KZS41Lj2RMHt65p33olFrw4ZZnyZ935ueXty8p6QsP/+8MzKit7VB0059y0rKoFRyk0l4HsMe8x4RERHROr7hM4zLbvrQ2997/XJ7ypAB0JrMmV1FO7Wczo6irQvFKQT+OirxhXfu1OPxWZ/mZbNBpXJm3stm51JbM3t67M2bNV1HMKdFm63Fe61Xzf5k13XHxxf38xKAct3m0NCFn0MXwPV7RERERJe+wY2bSpvvrvrmTDnP85DPz8wJXH1bTOgGIgmE4+toCZ9mWdGrrzY6OmZ9pjs15ReLZ4bA6Wk/l5u1Wmt0dIQvu8zo6Zn7Kjs9Fovs3m319s4S9oIgKJebyeSiXxkx24OY94iIiIjWOyHElTe+f7+4oqmZEAKVMqr1VRunBBCJo60LAusi8kkgcsUV0T17Zl1cJ33fHRsL8vkzco6fzbqTk8FsS/iEZYWvuCJy1VVzH5vZ3x+/+WbNtmcZmOc1k0l3aooBjHmPiIiIiFZAItGRuPaXJ914IDQU8vD91TxaK4RYJ6zwpZ/3FCAsq/O++8I7d866WYtfKDhDQ0G5fEY8DsplZ2TELxRmjf3h3bsTt92mJxJyLgOLRtuuv77t5ptn7QooHadx8GBQrzPvrbavF/MeERER0Xqx68qrx7tvr7pClYqrqu3e2TQdkQSinZd+2IMQnR/8YOeHPmR0dc36fOfo0cbIiHRdcXrek0HQOHq0OT4+6xHMzs6Ou+/uvPtuYZrqwgMzzbZrrun95Cetvr5ZDyur1crLL6+JZu7rDfMeERER0XphmuYV7/3QweamZsNd/aMNxRDvgqFfmiU+BUhARCKdH/7w4B/+YeSKKzTTnOUlQVB97bXmyMg5Y1Xj8GHn6NFZu/AJXQ+/4x39v/3b3ffeq8XjEjOt7U8dVWtg7bfcMvhHfxS/6aZZq47S95uTk9VXXuGP2CrE/TmJiIiI1pHevr4DnZf7ZhiqstrvU01EOxGOo1JYk9tyKClnstNZf6UJYXR0hK+8MnHnnR333BO96io9Epn1gG4qVXnlFS+VOkeKA5oTE9U33mi/4w57cPDCx9Ejkbaf+zm9rS3yrneVnn22cfBgkM8rz4NSmmnq7e32zp3x97634+67Y9deq8disw5MVquVvXudxd6ck5j3iIiIiGjeNLekDQ6gutqX8AmBcBxt3agW1+S2LfaWLb333++l0+KU3ujQNC0Ws3p7Qzt2hC+7LLxrl9HdrRlzuiev7N1be+MN6TjiXHlPNpuVn/60sX+/PTAw63I7PRqNvutd9pYtiTvvdMfHvenpoFqFUnosZnR1WZs2hbZsMfv75zIwJaU3PV14/HHleZw6yLxHRERERCupWql0NkfNvh6U+jA5BSlXc+3MDqGtC/kknPraW4YUvuyyDX/4h7LROG36pRBaKKTHYnoiodm20Ob6tprJZOGpp5zzd6ITQGPfvtLzz0evvtqcrX0CAM0wrN5eq6dHXXutbDZb9T1hmsK2Z51ZeqqgWi0/91z55ZdZ3GPeIyIiIqIVlhwb7tKKuqlj8xY0HOTyUGrVRj5NQySBaAec+tq71Ho0Gt65c1EOJT2v8NRT5eefl9WqOH/e80ulwg9+0Hb99R0f+ICYW80QQgjD0I2LDAXS953h4emHHgrKZRb3VukPES8BERER0fqRGT0YNXwhgWgMW7aitTprFc+WDEUQ74ZhYD3v/Fh96aXsI484IyOzPrP21lu5xx5rHDu2PAPzc7nsI4+wuMe8R0RERESrgpw+YmhStNJTRwe2bEYotJojn24i1oVI+/rNe7UDB1Jf/nLlpZdUs3nhWCUAVasVnnoq961vuefa1mWRw16pVHjyycxDDym23VvFOJ+TiIiIaL1wHCfuJE1LzoQnoaG3D00Xo6PwXCiswomdQiAUQ1s3KvlV0d1tmYdQP3Ik9cUv5p980i8WxdzO3kwmp7/xDb29vftjH7N6epZoYEGlUnz66ckvfMEZHT3fwNQ8r5ha9s9I4VL+PUKruwbzHhEREdF6kc9lu2ReV6dsy6kbGNwA10NyHEGwOiOfZaOtC3YUjeo6mpympKy98Ubqy1/OPfqol07P55WqfuhQ6ktfUkr1/PIvWwMDiz62VmUv+YUvVF9/nT9WqxzzHhEREdF6MZ0c2Wy44oyKhmVh0yb4HlIpyGAVDlvTEUmgrRNOdXUksaWvM/rFYum556a//vXij37k53KYTwwXgAqC2r59U//v/wWFQvev/Epo507NWJzbfhkEXiqVffTR6a98pfrGGwgCzuRk3iMiIiKiVaGSHrN0Jc5OK+EwNm+B7yOTWZ0dGuww4j0opOC5K1/iCyoVKAWlZm1zdzEHr9fr+/cXnnoq9+ST9TfflLXaRZyjFfkaBw+mHnzQGR7uvPfe9ptuMhc2t1MpFVQq1VdfzX3nO7nvfa959CgAhj3mPSIiIiJaLWRxQtMkzlnDi8WwZSukRDYHteoin24g2oloAsXpFR6JAJzh4dq+fbFrrhG6vliHVUHg5XL1gwcrP/1p6YUXqq+84k1PQ0qxgHFCqebYWOaRR2r791duv739ttui73yn2ds7r/Z6AKTvB4VCbf/+8vPPF59+uvr660GpNK+BzeVCSd9ftIsJKClnX+4pxFIkduY9IiIiIloZocaUYZx/xmZ7O7ZuhVTI51db5BNAOIr2XlRykMFKDk0Abio1/qd/2nHXXdbAgNHVZXR06NGoFolooZAWCkHXhaaJWYOElNL3g0rFy+Xc8fHG0FBt377aW281DhzwslkEARajeiYAWa1WX37ZOXq09JOfxK65JrpnT3jXLnvzZrO7W4vFzj3PUyklZVCv+9lsc2KiceRIbf/+6uuv1/fv9zOZ+Q1MSj+fr77+ur1p0wWe5ZdKtbfeWsQNeWpvvlk/eNCu1S4wsNq+fV4+ry71KqVQSvHfPiIiIqJLXqPRGP7K7+2yU4aU53+WQr6AkZFVGPmUQiGFkTdRLa7wlE4FCE2zNm40uruNzk6jvV2LRIz2dj0W02MxLRLRIxHNtoVlaaYJTdNCIWha61oqKWWzKR0nqFb9fN5Np91Uyp2cbI6NuamUcpwTOW3RxwxAhEJWX5+9ZYu9ebM9OGj295utsBoKtfqzqyCQjiNrNa9Y9Kanm8lkc2KiOTrqTk7Kev3iBiYikfabbzb7+i4wNlmpFH74Q1mrLcp7V4DZ09N2ww1GZ+cF8l5zfLz65ptBsXip5j0lhLFnkHmPiIiIaF2Ymkx63/nPG82SduHbPwUU8hgZQSG/2tbyOXUkD2HyGMTqa8wgTFOYpjAMzbZFKKSZprAsYZpC04Rtn5b3XFc5TlCvy0olqNdVs3nyIMs1ZqFpIhTSYjGjrU1rpdMTea/ZlPV6UKkE1apqNNTx3w6IhZ1UzO1KikV9p2LBz7kE8h7ncxIRERGtC+VCrku4syclAXR2ztwFr7LIZ4UQ70YuCae+8ru2nHFVlOcpzwPOsTpSXfC1YkXGLKWs12W97k9PqwuOTSz2hbqIJyzFSbFuNpth3iMiIiJaF+qVYr8uxRz7S3d0zjxxNU3s1DREEmjrglNfdZdXrLVcIdZZ7Fm3mPeIiIiI1gWnUtA0QM75BR2dACAE8vnV0pdPwA6jvQfFFHyPQYWIeY+IiIiIAABerahhPuveBNDRCSGgaTi+Y+QKZywFXUesE9FOFNIrP6WTaDVTgGLeIyIiIlonZLMKYN5b3ic6oGnQNGQy8H2s9O71QiAUQ6IX5ewKN2ZY4I04zr9fiJjbS079bzHbKsHz/a06z4nmeNhzvhazvUSd61xnn3rWwV/g1Bd++QIv3Ty+rqvgy8a8R0RERLQ++A1xMftaKsTj2LIFuo50Gp634pHPMBHvQiSOSmFt5j1NszdtMnt7tbY2zbY1y9IMQ3peUKm46bQ7Ph5Uq1DqjMghLMsaHLQ2bjTa2zXbhlLS86TrykqlOTzsTU+bfX2hLVu0UEgFQXNiwh0fx/EO5q2X25s3W4ODQtOCet0ZHfXTaQBaOGxt2GBv3Ki3tWmW1do+VLqun8+7Y2NeJgNdN3t7wzt3Cl2X9bozPOxlMueLW8IwrA0b7E2bjI4OYZqy0fByOWdkxJ+ePiNhGr29oS1b9LY2LRQSut46ddBo+Llcc3zcS6XUKWHM2rgxtHWrMAzpOLX9+2WlcvZ3MHTZZVZfnzAMv1hsHDmi6vUTAzM6OuwtW8zeXj0aFZomPU96nmw0vGSyOT4uHUdYVmjbNrO3V+i6l802R0aCavXEaEUoFNq61errU0q5yWRzfNzs7Q1t2SIu0LZeSjebdYaGlOOs+FeUeY+IiIhoXdA8R7voRlxtbTORL5VCs7mykU8TCLch0YtaEUqtscinALOzc+Azn4nu2WMkElooJGxbM03peUGx2JyYqLz2WumZZ+oHDshG40Tk0BOJxK23Jt7//sjllxudnXoopADlutJx/GJx+utfzz32WPw97+l94AGru1v5fuEHP0h//etuMnni4tgbN/Z+4hOJW28Vuu5MTEx//ev5J5+0+vo67ryz/Y47wjt2GB0dM3mv2VSO44yNZb/1rewjj+ixWMcdd/T/xm8Iw/Cmp6cffjj7r/96jrCnaWZPT+K229pvuy28c6fZ06OZZlCvu1NTtQMHik8/XX7hBVmvz5TUbLv/k59sv/VWI5HQIpFWEwvl+7LRcFOpxtGjpeeeKz37rF8otL6vPR/9aOcHPqCFQkG9nv7a17KPPaYajZPZCght3brh938/euWVwjSdiYnxP/uzxsGDSikBRK66qusXfiF23XX2xo16LCZ0Xbquct2gVqu+9trUl75UP3TIHhzs+/Vfj99wg9B1Z3w8/dWvlp57TrluK23aAwO9DzzQfvPNkDL//e9nv/nNxG239XziE5plna9arqSsvPrq1IMPNo4eZd4jIiIiouWxsG02o1Fs3gzDwNQU6o2VTVqmPdOYoV5dc58BjK6urnvvjV511TmfkLjrrviNN0598YulF15QtRoApeuJO+7Y+Ed/FLv+ej0UOvsl9YMH808/rXd0RK++OrJzZytvFF980UkmteN5LLRjR+c998Tf8x4A2htvaJGIFo93fuADGz//+fAVV2i6fsYxw7t2OUNDmUce0aLR6J49iTvvBOCm07X9+zNn5T0IYfb19X/qU72f/GRk926hnVxZqZRK/PzPt7/3vVNf/GLm4YeV6wLQbLv7ox9tDeYcYcn3O+66a+rv/z795S/75bIA2m+5pf222zTbBqDH49U33mgcOXKiMSB0vfvDH+75D//B6u0FEM5k0l/+cv3IEeX79saNA7/7uz0f+5jZ1XXqqFqsgYH8E0/UDh2y+vvb3/ve9ve9D0Bbs9mqfzaOHWtdOqOrq+3aaxO33QbAy2ZLzz4bfsc7Eu9/vxAX+gEQhpF7/PH60aMr2CpSMe8RERERrSMLvPFUCqEQNm2CaSI5iWoFasVuZTUNkXa096y9vNdKRzgeFaTv+/m8bDS0UMhIJIRlWd3dXffeKwzDy+err7+OIDC7u7vvuy927bV6KASl/GpVNhonLr7yfS+fl57XGBpyJyZaec/asMEeHDz5seu6vWGDNTjYCmBuMll/++3Qtm1dv/RLrdipfD+o1+UpRTM3k/HyeXXOr8FZXystGu28++7BP/iD1kmVlLLRkK6rhUJ6OKyHQm3veY/e1uYMDZVeeEEAEEIcT5hKKXdyUjabAIz2dqOzUxhG9KqrNn3+886xY7knn1S+f+pJ2667rvODH5ycmJDVaqv+Ftm1q/sjHzESieORWp4YWPvtt3fec4/V0wNAum5Qqajjc1wBNCcm/PqZnT002+74+Z+vvPRSc2pK1mrnuABS+qWSl8lohgFA2LYWDgtNg1LSdWWrQ71SXj4fnHI9VxDzHhERERHNmWliYACGgWQSxdLMvfXyF/oU7BASvchPoems4cYMfi6XfughZ2hIi8ViV13Vfttt9uCgZhgdd95Zeu45Z2jIzedDW7eGtm3TIxEAbjabf/LJ2oEDJ1ON55VfeklWKu74uJtMqiAQum729lobN+q23cpRejRqbdpkdnUBkM1mc2LCSybbbrghvHv3TPJJJnNPPeW8/faJgQXlcuXVV+f0OwQhrMHB3gceaIU92WzWDhwoPfusXy7bg4OJO+4Ib9+uGUZ4166+3/iN0ssvt7rSnxQEqa9+1RkdFUKYfX3d990Xu/pqoWn24GDPxz9e+Ld/k6cktFYe6/3VXy08/XRt3z4VBMKyej72scjll2uWdWasBmLXXWd0dLRCYOWll4o/+YlfKp3MeyMjzvDw2W8qtGVL5y/+YvXNN6uvvXZmvhVCel7pJz+BUpplQYjYu9+duO02PRZTStUPHy7+27/5pRKUahw50hwbY94jIiIiorXGMNDXB8vCxASyeQQrs2mnriOaQLwb0xNrOe8VCpl//ufKq69CCHvr1k2f/3zv/febXV16LBa/8cbcU0+5+bzR0aGFw63nN44dm/qHfyg/88zZh/Kmp52xsaBeN9rajHg8tGmT3t4eTE8LwOzstDdubB3ELxad4WG/VDJiMb2trfXa+qFDyf/zf+oHD4qzItOshGlGtm9vu/56AEpKN5VK/u//nf32t6XjmD09/cPDm//rf9VDIc2y2t/3Pruvz5mYOD0yqtyjj5ZefVUAwjTdiYmd//f/aqGQECK2Z48eDp9dZIu9853d993njIx4pVL8yis7f/EX9fb2cwxMCLOjo5UDlZS5J56YevBBL5eb9U0JXW+/+ebE7bc7w8NePn/a32makrL4/PPlvXuFEBCi/zd/s+2GG/RYDErV9u1L/s3fNMfHBaCCAFKuhpYhbFtCREREtD4IbdGW3GkaurqwbRsG+mDbwIIni14UO4KOPpgm1Br+UITQNCGEUKoxPJx7/PFmMqmUAhC+7DKzo6MVP04sFQvK5aBeP2f/gKBabQwNeZkMAM2y7I0bzb6+1t+a/f32pk2tBWze9HRjeLhVBjyxpE3WakGhcJHvIBQK79xptLcDUJ5XP3Ik++ijfrmsXLc5OZl55BF3crL1nTG7u8M7d6pz5SvR2orT80rPP99a4wdAb2vTbBtnLZMThtH78Y9Hdu/WI5Gej388vGOHdoGtMo+nyqBUksePPCurt7fzF34h+q534ayVja2jwfeV5ynXPXWCKKRUntd6nCjArvzvZ/hPHxEREdF6IPWQ8tRiLrqLx7F1KywbqdSK7OCiG4h1oq0T+fQaLvGdmtmao6NBpQKlIITZ3n727ixGZ2fbtdfq0eiJ9ytdtzk05KVSSilnbMydmgpv3w7AGhy0Bgdrb70FwBoYsDdsQGux3NSUMzJyxmHNnp74e9/r5vMnDhvUas3hYTeTmT37W9aJYCk9rzk2FlQq2vFc5BeLzWQyvH27EELo+olnnoxOgPR9CQhACBG+7DJhzCQU6ThnLN5TUkrH0UKhyK5dPR/5iNnX1/kLv6C3tclmE0oJyzp7U5YTuTq8a1f7LbcEx3c9BeCmUs7IiDp9lV1rGxihaW3XXtt51131Q4fUBeM6xGr/6jHvEREREa0PZli5i3pApRCJYNNGWCYmU6hUoORyBi8BhCLo6EMpCxmsjQ9BnVUKVaf0Upe+r4Lj70TTIIQ6/SXhXbs2/N7vyVrtxGX2a7XUl7+c+da34DjN0dHmxISSUmiaNTBgDw5CCBiGPTDQClrK85oTE83xcZw+jMiVV27+4z9udSBocZLJ9Ne+lnnssTMGfI7/1TRxYu2cUsp15alzCJU6Ua+DEMK2z3hHECJ61VUqFBKA2dU1+JnPtCZzAqgfO+Y3GqddLilLL7wQv+EGPR7v/pVfid90U2jrVs0wyq+9ZrS3h7ZuFbZ9zossNK3rvvvab7lFBcGJ91j48Y8nv/SlxtDQqc9vTkwIwzB7eoy2ts677y69/LKbTKpTinXqXMc/4wNdVV825j0iIiKidUELt2HRd7NUCpaFwUHYNpJTKBZmenwvV+ozTMS7EW1HKb8u1imZ7e3m6WvVVBCUX3xRC4el47ipVHNsTDYaejRqdnXZmzbpkYgIh+0tW8xEAkBQLjsjI14ud+ZhOzvNzs5T/8SanKy88goee2z+KVzM/ienJ7ENn/ucX6kAsDdsCG/fPjPvtFTKffvbZ29xmfmnfxKGEb/ppvD27a1Kpl8qpb/61Y577rE3bpyZXXyOb78W3rYN27ad+mdesTizm8spqq+95pdKiTvuCG3aFLniiq73v7/wox+t4Fa0i/Azwn/7iIiIiNYDM5JQamlymK6jtxe2jUkLmexMQ/ZlIQRCMXQOoFJc5uLiyghqNS+Xk45z4k+k4zSTydbKNL9SaQwPe/m8Ho1qkUho0ya9q0uLRu2NG1vblrjpdGNoSLruGQ33gmrVnZ4+rVfB5GQzmbzIXwHM6xPUtLZ3v/uMIzSnprLf/W72O9/B6Zt5CsNwRkbS//iPkd27tf7+VjIsPvts/oc/TNx224WCpVJuJuOXy6cuq2u8/XZQPfNXIF4ul3/ySb2tzerr0ywrcccdUEqPx5n3iIiIiGhVC8c7AwklhFiiNNbeDsuCHUIqjVp9meKXgmmivRvRNlRKaz/vzbYezBkenn70UWd4+OQOLrVa9fXXVb0uACllY2SkmUyGNm3SDMMaHLQGBrRIxNqwoXXY5uTkOTsQ1A8fTn/9616pdHKaaLE4l34MrSh16nTHWdaznbWLiVLKy+VaTRqU5/mlkjs1Vfzxj1P/+I9uJiPOKhULXc898UTnXXe133qrFgr5+Xz6a1+b2RLm/KdWQZD//vdLe/dKxzlx6WoHDrhnZVqh69VDh4wf/jC2Z094587Q9u2dliXO1eaeeY+IiIiIVpFYe2cz0JUJsXTFt3AYmzchHEZyEqUyguWY26kJRNrQ0Y9qefm3jFnc6Ao9HtdsuxVIpOue0XoOQHNiIvv445WXXz71bZ4aipyxsebEhFJKCGEPDoY2bRK23dqsRfq+Ozl5ZjuE1qtGR9Pf+EYznT7fYU/NZ2f+ge8HlcqJsKTH45qun1iFKCzrZHFMyrPraSoIpr/5TXdiAoBsNJzx8dqBA43DhyHlOQcgDMMtFif++q9rBw7o0agzPFz88Y+V686SM5Uqv/BC6hvfCCqVM97jmcfXNBUEuR/+MP5zP2cNDOjRaGjr1jX9g8+8R0RERLQutHd21ZSt0FjaHSUMA/19CNlITiGXm5nbucQhzLTQ0YtcErXqav8UztzvRCkppVQKgGbbbddea/b0tKKLOzXlV6sKUKdELGGa2llbUJ56QG9qqjk2JptNPRQye3rC27YJ0zS7uwEElUpjZMTLZERrGOrkZq3CMMRZK99O7CJzMuMJIUxTnvJ5KkA0m82xMem6mmUJywrv3BnesaN25EhrtJF3vCO0bVvrnQaNhjM2Js74/imV/spXSq+80kp3rfKfdvYYTj0jUNq7t7x376mX5ZwX+dQXCtPEuXbvPHsHGgDO0FDuiSeie/a0XXONONcFV+e6+LNu5bIiXzbmPSIiIqL1kfcSHVMipkRpyW9IhUBHB2wb4TDSx+d2YglTn6YhEkeiD7XqivR+Cdvd0gAAIABJREFUX8ClMk170yavUtFMM7xzZ89HP2r19wNQUlZ/9rNWO4SZtgQAAGtgIPLOd7rlMk5s4xkEXi4ni8VWLPTLZWdkxM/n9cFBPZFou+EGoet6NArAzWSckRHpOKKVMz1PHl8dZ/b2tl1/vYhETkQ75bp+Pu+XSioIZLM5c53D4dCuXdGrrz6xgFB5nl8o1I8edcbHIzt2aIYR3rVr4LOfTT/yiKzXrf7+gd/8TaurC4Dy/caxY/W33z7353fiPxcx7SglXXdmrqmmhXfvjl51lZfNnniCrNW8TAbH390Zry3+5Cfxn/u58NatZ+xkM5eItaq+gcx7REREROuCZVkVq9fHlKH85ThfJILNGxEJYTKFUgm+v6Q3wqaNzn7kptCor6W8Z3Z3D/7Wb3m5nB6LRa+6yt68Wbft/5+9OwuW674PO/87p9e7L1gu9h3ERpCUZFISaUm0LNtSUjO2bE/ZsWZePa6aGj/mOZWnvM7UpFKZSTSViuWkEsVlj6RyJFuLJVESKckixQUkQGIltou7b72fMw99sZDiApBY7vL5VBcLRPVt9DndqDpf/P/n/4+I+vnz0z/4Qevq1SSicflya2qqu0N6z4EDO/7szzZ87nM3GixvtSa+8Y2pb30rX1hIIrJ2u3b+fOPy5cq2bYWenuGnn46I7nbkzUuXamfPLn8IWdaamGheudJd4rLv2LHd//yfL506deP+uvb09NS3vjXxjW9kS0uNixc7S0uF3t5CX9/Ib/5mYWCgfX2Fz/bMzMTXvz7/wgtTf/u31T/907RcLg4NbfvTPx166qnmtWs9u3b1HjnSzaf27OzEV7/anp29b8uo5t39DBcXiwMDSaGw6Q/+oGffvtbU1I2mrZ8+feUrX1k6deod969vjo9PfOMb/R/5yMhnPnNjS8BVp9Bb1nsAAOtFa3BXZ+7F+3W5nUexGFu2RE9PXLocE5NRb9y7G+wKafQNxehYXDyzmob4SkNDG/7JP3nLaet0GpcuXfkP/2H2mWeyWi2JqJ87N//Tnw489lhpbCwtlwc++tG3LWjZnpub+/GPm9dvjau9/nrt5Mn+Rx5JS6Xyxo3d38zq9drrr9dPn77xU7UzZ2Z/9KO+hx8uDg4WBwYGn3hi8Iknbn5VJiY6i4uT3/hGZ3Fx4Ze/nP/5z4c++cmkWCxv3LjxljfcmphoT09Pfec7V7/ylb5HHhl8/PFCT0+ht3fw8cdvHlGWtaenp//u767+5/9883O5o23Kb+fJN55zy5Nn/uEfRn/nd0qjo2m5XNm6tbJ1660/sXTy5OwPf7h06tQ7v17E/E9/OvWtb/UeOlTdseNO/+gHq1uwxUJUdw/pPQCA9aJn0572dJLHPVui8x0NDUW1Gn19cflqLCzcu53Ry5UYHYuJy9Gor+jeyxqNxsWLpY0b00olKZWiUOhOsMwbjfbsbP3ChYmvfW38P/2n1ptvdo8iW1q6+l/+S2nDhuHPfra8aVPa09O9oyzP87zdzmq19vT0jQmfSUT9zJmpb3+75+DBnv3702q1+wqLL700/e1vNy9dunFmGhcuXPurvyqPjQ09+WRxdPTGLud5nuetVnNioj01FRGRZYuvvHLx3/ybSJKeffsKAwPd0cLlp01Otqano92ef/75s//yX27/sz/rf/TR0oYNaU9PJEl0Op2FheaVK7M//OGb//pfN65eTW8U4NRUa3Iyz/OsXu/csr3EO6ZLe26uNTWVlst5u91pNN5hzZgs68zPtyYns56e9vR01mzmeZ5EzD377JW/+Ius0+k9cKA4OBjFYnI9qrNms3n1amdpKSLyRqM1Pd2cmIiI9sxMd3OLJKKzuDj1t3/bd/To6G//dlou51nWfOtmGJHnWa3WmpzsrvLSnp/P2+0V8jXLI/oGo3dTSe8BAKwXY7sOLL1cGijXk/u8pkSlEju2R19vXLwcU9PRbC6nyV1VSKN/JEY3x+XzsWK3x04imlevXv7yl3uPHCmNjhYGBtJKpVsLrYmJpVOnZp99dvGll/Jb9hlPIhZfeunsv/pXw8880//YY5WxsbRSiYis3c4WFhrj49Pf/W5nbi6uj+p0lpau/fVft6emhj/96fKmTRHRuHRp+rvfnX3mmW6NLJ+cLJt79tnm+PjI00/3PfxwadOmtFiMiKzV6szP186dm/ne97pP7MzNXfvrv66fOTP8mc/07NtXHBqKiLzdbs/P18+dm/ne95KIvF6f/u53aydPDj/9dP8jj1S2bo1CIWs06mfPzv/sZ7Pf/35rbu7GSi1ZvX71L/9y4Re/yPO8MzfXOH8+uZ4o72jy619vXLyYFouder1++nR38c+3PLnTmfzGN2rnzxcqlebUVP3Che7E1KzRuPzlLy++/PLQk0/2HDhQ6OvrpnKnVmvPzCy88ELtzJkkonHx4sRf//XSiRORZbPPPNOemEiu34a39Morl7/85dqpU8WBgazVmn322ebly7cuObPwwguX//2/L2/cmDWbcz/7WXtmJlkxS7Zs3BqtNEvy1bxbPAAAt29xcfGN//C/HyldLN2zQbb3sbQUl6/E1WuxtLR8q9hdrb5OJyYuxanno9lc2UN83d0OCoWkWIw0TZIkz7K82cyyLN5lI4TuJXuSpkmplBQKEZFnWXQ6ebvdHct6hycXCt2FK/NWq9tI7/iyeUSapkm5nKTp8mZ63Zd96zqc3f9NS6XuzWx5nuedTrRaN552Y2nKNEmSSiWSJLIsazTyu7oKywc+22mpFMVikiSR53n3AK+f7ff2tvMQK362cPdNlsvx0c8kl458zPgeAMB60dfXN9Ozt9W5UooH1Hu9vbFndwz0x8XLMTMbrdbdvdmuUIiB0RjZHFfeXNEX5en1PM07nfxXf/+dLB9OlmW3rCeZvEt+3Ji1eCPzknd/2e7yLbdOU/zVl73xClmrFddX9Xzb0248J8/z/PqrJSugjtJfeed39Mbee7++FZt8gxuiZ/B9vlQAAKw1hS1HmlnxQc7vKhRi8+Y4eCB2bIve3kjSu7tnWaUaG7dHuRyrZQ5bcsvj7j7/Xrzs7TztTo/o/p/nZO3+Bb8+Dhybdyynnt4DAFhHth48Pt8qZw98IcH+vti7Jw7sjQ0jUSzdvFC9Gzk5MBLDG8M9S6xbvb0xunn575T5nAAA68iOXXtfKGzdnMwXsge9kGCxGGNj0dcXly/H+GTU6ndrW/ZyJTZui+lr0W75wFlf8ogkiQ1botyzvI6p8T0AgHWkXC4vbXi4mRfzBz6prXs12t8fe/fG/r0xestA34d7FAsxuCGGN0bm82adxV4eUSzF5h03/1/vAQCsL2NHPj7fquQrZ8JjsRhbxuLQwdi5LXp6I+7CHX2VamzaHqWSWZ2sO0MjMTAcN/61Q+8BAKwvew4cvphsbyUr7L6evt7YszsO7o+No1H6sHf0FQsxNBoj7uJj3eh+1QuFGNsZaeHm7+s9AID1pVqt1rc/sRSVFddCxWKMbYpDB2P3zujvj7TwYQb6ytXYvD1KRcnHOtLbF6Njb/lbo/cAANadPY99arLVl63Mdel7e2LP7jh0MDZvjHI5Ivlg1VcsxuBoDG+6u9s9wEq0/A1PYtO2KFff+hfB2QEAWG927t7z/b6jW1s/7ssaK/H9pUlsGIn+3rh6LS5diYXFyDofYGf2ck9s3h5T16LT9pmz9nuvWonNO97+zxvG9wAA1qPh45+bbVeziMjzFfqolGPn9jj6UOzYGj3VD7Aze7EQQxtiZJOFOlkHkhjeFH2Db/9tvQcAsB4dfuRj59J9jSit3LfYTbuBgTiwLx46EBtGoli8070ZKtXYujPKFupk7ep+t4vF2LYrkuTtfwX0HgDAelQul4tHfns268lXfgkVCrF5Uxx+KPbsjv6+iDtYx6WQxuBobNgcmbv4WMOSGBqJ4Y3xq2PZeg8AYJ06+mtPnU92NJJVsqBDTzX27opjh2PbWFTKkdzuOi7lSoztMMTH2tT9VqeF2PrWbRhusF4LAMA61dfXlx/6wtRrb27NZ5NklbzpocHo741rI3HxcszORbu9fMH77u+/kMbASGzaEhcvSD7WYO8lEQMDsWHLO//zh/E9AID167GnfvNcsq+WllfTmy4UY8vmePhw7N8T/X2RFJYve99duRKbd0S5bOEW1lrsRURSiM3bo1R55+foPQCA9atSqfQ89nuTnf5sFb712L0zjh+NnVujUol4r9U7u0N8m7fai481qKc3xna86zdb7wEArGuPPPHU6d7H5pOePJLV9+4H+uOh/fHw4RjbEMXizc3Zf+VRLsWWHVGt6D3WiBuDe1t2RLX3XZao1XsAAOtcmqa7P/1HFzsbO92l3PPV9kiS2DAaRw/F4QMxPBhp4daL3ZuHmUTfUGzZfvNCGdaAnmps2RHvPlM5t14LAMB6t2f/wR/s+Nzkpf+2OZ9NVuMB5HkUi7F1SwwPx5VrcfFKLNUisrct5VIqxdiOGL8UtbrPnDWhEJu3Rm//e/0bhvE9AADio5/7/TfSA0tJeVXO6ryhpxp7d8ZjR2P39qiWl1Pv+qVwmkTvYGzZ5S4+Vr3ud7hSjq073+fbrPcAAIi+vr6RJ790sbOhkySr/mD6++LQ/nj0WGzbHKVbbuqLKBVjbHv09es9Vr80Nm2J/qH3fRYAAEQcOf6RKzs+P5EPrJEWGhqKo4fi4aOxaSTS5dU7kzx6+mP7rghDfKxa3T33qpXYvud2qhAAACIi4uNf+KNT5Yfn0+oaaaE0jU2jcfxYPHwoRoYiSSKPYhKbt8XQkN5jNSvE5q0xOHQbfwmcKwAAuiqVyr7f+dPT7W3NtLC6b+S7VbEQW8bisYfj8MEY7E+SpFKN7XsiMcTHKtQd3KtUYtvu6///Ho+Iwr/4F//CWQMAoGtwaOhKNtp888XhZClZSwdWKMTwQGzaEOVy0miU0/bCTCzVfOCswt4rxNbtsWP3+/6LRTI9tNV+DAAAvMVjn/jUD8bPV9/86taYSSJfO6Ng3QUN9+5Mtm4qX7i8o3Z18of17Po4ZuKDZzV8hSOiWrmd2FtmPicAAG/35D/945MDvz4Vffkam/KYR+R5VCqFg3s3fP74Q78+1FNdvmy2SQOrIvbSYoxti4Hh2/0pvQcAwNsVCoXHf//PXik9unbWbnn7tXNeGurd87ldT3wmPXgoKtXIVB+rQW81tu++g6+p3gMA4B309fUd/t0/fyUO19Lymj3IwYHqvo17D8XjT8X+A1GuLFcfrExJIca2Re/AHfyI3gMA4J1t2jy27Qt//kq+v56W1ujVcyHZvi0pFXv74sCxeOJTsf9gVKrRCeHHytIdz+vri+27I7mTMegkzw1ZAwDwrk6deHn+2//HsfSNSt5ZcxfReWRZnDkXr1/ICxEReRKNxbh8MS6cjaWlSKzjworpvUIpHjocu/bfbu/lkbyx86PG9wAAeC8HDh/tffp/ey3f3UoLa+3YkiTSJLZtjf5qkkWSR5JFtSd2H4gnnoqHDkdfX2TG+lgBsRcRgwOxZXsk2fvtuffWh94DAOC9myg5dOyR5JP/6yvZnmZaXHuHFz2V2LVj+f8ikog0otoTex6Kx5+Mo8djYGC5+syL40EplWPH7ihX7vgH9R4AAO+ffMcee7zymT9/KdvXWGvJl0SSxNjGGB2OTryt+io9sWNvPPFkPPxoDA9HqD7uuzwikhgZjc1b7+zOveUvs/v3AAC4HVmWnTrx0uw//D8Px2u9eWNNdU+ex+R0PP9y/Mq1cR4ReWRJdJoxOREXz8Xktehcb0J393Efeq/SE8cfjQ1jd9Z73fv39B4AAHeQfOfPvHHp7/7t8eylgay2po6t3YnX3ogLV6LwztfckUeeRNaJmcl483yMX41WR/Vxz2MvKcSO7XH0kUjTO/1Z67UAAHAn0jTdtXf/7n/657+oPjmV9K2pYyuksXNr9Jbfcdwy6a7tElEsxOimePgj8fiTsXdfVKuRRXRM8uSe6euJnXvuOPZufnWN7wEAcEfyPJ+anHjxm39xePo7W5K5tdM6eRZn34yTZ29njYssjyyP2kJcvRKX34yFhciN9XF3v48RhVLs2x/7Hvogy66YzwkAwAe3MD//i+/+zY6zf72nMJGskUvKPOrNeP7lmFm4zevrPI9OHs1GTI7HpYsxPRWd3CRP7k7sRcToaDzy0ejp+WCvkLyxQ+8BAPBB1Wq1l3/2TPGF/3Q4OVfNW2viKjuP8Wvxwqt3+kNZRKcV01Nx+VJMXot6U/XxYXuvUo1DR2Lbzg+yLKfeAwDgLmg2m6dPnpj80Vcebv1yKGprYW5nuxOvnIqL43Hn28tnWbSzWJyP8Stx9YpJnnzw2EsLsXVrHD0epeIHfhG9BwDAh++jdvva+NXX/uGvDkx8Z0c6teqTL89jbiF+8XLUmx9ss+osi04ejVpMTMTVyzEzFa3McB93EHsR0dcfjzwSwxs++HdG7wEAcLcSKV+Yn3/5uX/oPfFXhwrnKll7dVdfnse5i/HamUg/1Gt08ug0Y2Y2xq/ExLVYqkUekao+3q/3iuXYuyf2PxRp8mFeJ3ljx0f0HgAAd0etVjv7+qsTP/lvx2o/H00XV3fyNRrxwqsxPRcfev+yThadTiwtxsREjF+JudloG+7j3WMvktgwGscfi97eD/lSeg8AgLuq3W5PXrv22k++ueXCN/cVrhSzzqq97s5jYipeOBFZfleyrDvJs1WPmZkYvxpTk1GrG+7jHXqv0hOHD8e2HR/2i6H3AAC4Jxbm59949Zfzv/ja0cYLo+liZKvzMLJOvHo6zl35AAu3vEdFZnm027G4GFMTcW08ZmejnUUY7qO74V4xtm+Lw0c/+DItb+m9nXoPAIB7oNlsToxfff25v9/85rf2F66U8s6qnN65sBS/eDkW6x9+VufbWzKLThbNRszOxbXxmJyIWi0yw33rO/YiYmgoHn4khobuwtdA7wEAcC+vX/N8fm7u7KlXZl7474eW/nEsnV19A315Hhevxsun7lGEdYf7Wu2oLcbUVExMxMx0tNoRhvvWZe9VKrH/QOzee3f+eUHvAQBwz7VaramJiTde+FH11DcPJaf7kuYqq75WO156La5M3cVZnb+qO9zXasb8fExOxtREzC9Y1mV9xV5aiC2b4+jDUancrdfUewAA3BeLi4sXz5+59Px3doz/cE/x2ipbx2VmNv7xlZvjbvdSJ4t2Oxr1mJ2NyYmYno6lWuS56lv7vTc4FEeOxoYNd+2D1nsAANw/nU5ndnbm/MlX5l7++wOL/7gtnY08Xx039eV5nLkQr5+/D7134w/s5NFqRm0pZmdiYiJmZ6PeiNxw3xqNvUol9u6NvfujcPdqL4/k1J5f03sAANw/zWZzanLi7Ms/z09951Dz1dHiQnRWx/uOF16Nybn7vKDK8rIuzVhciOmpmJyKublotW3ksKZiL01j8+Y4dix6eu7ei3YiGxn4+aNf1HsAANxvS0tL45cvXnjlp73n/uGh7I2BQmMVVN/kdDz/arQ7EQ+gtDpZtDvRbMTCfExNx9R0LMzffC/Cb1X33sBAHDkSmzbdpc8xj8giNg5lh/f9ZORpvQcAwIO4zM3zhfn5KxcvXD7x3ODFZw7mZ/sKzeis4EvTPItT5+L0xQcYWHlElkWrHY16zM/H9HRMT8XiUrQ6VnZZrbFXLsfevbF3XxTTu/FyXVs3xb4d2eDATwrmcwIA8OBkWTY/P3fp/JnxV58bufLj/XGhL22u3LG+eiOePxHTCw98MmWeRyeLVjvqtViYj+mZmJkWfqsv9tJCjG2KI0ejt+duvFweUUxj57bYtSV6qlkh/Umq9wAAeNC6S7lcvnB24rXnRq48u1x9K3PbhvHJ+OVr0ckiVkRULYdfK+q1mO+G32wsLkT7+htMfb1WauxFxOBgHDkcGz/8TM7uHM6eSuzdFls2RaUcEXoPAIAVV31XLpy9duoXA1eeO5CdHUzrka2wi9Usi9fOxLnLK20QLc+j04lmd8RvIWZnYno2FheidX2wVPittN6rVGP/3ti950PP5OyO7A0NxL7tMTocpeLyV1XvAQCw0mRZNjc3e+XCufHXX6hefG5f5/TGwsLyFe0KsVSLF16NmcWVuURmd8Sv2YpGPRYWYnY2ZmZjYSFarcjCbM+VEntpIbZtjcOHoqf64V4oIpIkNm+IPdtioC8KhZt/lfQeAAArtvoW5ufHL1+8euaV/PxPd9dObCvMFJJ8pSzocnUiXnr9Qa3Vefst0OlEqx31RiwtxtxczMzG/Hw0msuDpnZ0eFCfS0SMjMSRwzE68iE+gu4/glRLsWMstm2Onmokb3mxrJD+pPC43gMAYOVaXFycGL9y9ezJ2pmfbZl/eXdypZq0H/ytfVknTp6Lc5dXcu/d2gVZJ1qdaDZiaSnm5mN2Lubno1Zzm9+D+Th6euPgvtix84Purt4tvSRiqD92bYuNQ1Euv8OXVO8BALAqNBqNyYlrVy+cnj374sC1F/a2z44WlyLiQYZfrR4vvBazC6si+W42QBatdjRbUa/F4kLMzsfcfCwuRLO9XBBme97r2CsWY+eOOLg/KpUPEXvFQoxtiJ1jMdAfhXeudb0HAMBq0m63Z2emxy+/OXnutbj0/Lbaye0xVSm0I3tAd/dduRYvn452e3Ul33I15NHuRLMdjXosLcbcfMzNx8JC1Bs3Fx8Vfnc99tI0Nm2IQw/F8NCHiL3+ntixJTaPRk/lbXM49R4AAKv8ojnPl5aWJsavXLt4ZuHCKwOTL+/unNuYLERy34f7Op04dT7OXY7IV28bdfdwb7ai2YxaLRYWYn4h5udjqRbN65tiuNPvrpzniBgciIcOxpaxSJM7//k8opTGhpHYvjmGB2+sw6n3AABYg9rt9sz01LUrF6fefKNz8cVNi6d2xtX+tBmR37/wq9XjxZMxPR+xFpIoy6PdjlY76vWoLcX8QswvxsJ81OvR6pjw+eHObUS1Gnt3x949USrceeklEf29sW1TbBqN3mqk73/Hpd4DAGAtqNVqE+NXJy6dn7t4snTtxLb66W3JVLmQRZ7fj3me45PxyumoN9dOCSWR59fv9GtGrRa1pZhfjIWFWFyMev3mIqna7/Zjr1iIbVvj4IHo773z2CsVYtNobN0YwwNRKt3uH6r3AABYO5fUWTY/Nzcxfnnq8vnFi6/1Tr+2o3luczpbTPN7u31fpxOnL8TpS5Hna61+koiILI+sszzhs16PxcVYWIyFxViqRUP73V6yRRIbR+LQQzEycttLod7YW2+oL7Zuio0j0VO5nWE9vQcAwFrW6XRmpqeuXbk0c+V8/fLJvrnXtzfPb07nikm+nC93Xa0er5yOiZkbjbRmozqPTiearWg0o1GLpdr19luKRnN5oZcQfr+ivz8O7ottW99tKc1fKb3uBM6eamweic0bYrAvioU7/rAK6U+K9lsHAGCN6t7gN3Hl0vSVc40rr/fOnt7WOj+WzJTS/O5P9ZyciZffiFpjneROHpFn0cmi2YpGIxr1WFyKxVosdsf9GtHq3Gy/9Zx/WUS1HHt2xd49USnd5pmNKBdjdCi2bIjhgahUPtgZ1HsAAKyX8Juempy8ennm6oX6lVPV2TNjjYtj6VRv2r5ri7tkWZy7HG+8GZ3OOuyb5d0dWtFsRqMeS7VYqMXS0vKcz1br5jleV/m3fNvelnhof/T33V7pFQsxNBBjIzE6dJvrsug9AACIuD7Vc3L8ysz4xdrVM8Xp0xsaF7Zm14aSeqTJhx30azbjxNm4OrkGb+S7w/brZNFsR7MZjUbUa7G0FIv1qNWiXo9GM9qdm09ew/m3fNveaDx0IDaOvudhdkuvkMRgX2wajQ3D0VeNYvHD1qbeAwBgvTZJ3l3cZXr80uL4+Zg617/05lj7ysaYrRSzyD/ooN/sfLx8OuYXl1PGeY7Ismi3o9GKZjOajajVYqkWS/Wo16Nej2bz5oova6kAb+y2d2BfbN0SxfT9Sq+/LzYOxYbhGOi9/RU49R4AALyPWq02PTkxNX55/trFxsT50vyF0calsWxiJFlM0uTOJnzmeVwcj1Pno9mSfG/LuDyPyKPTiVYnGs3lmZ+1etTqUe/+txGt1vKiL/kqb788oqcae3bFnl3vctveraW3YShGB2OgLyrlu/ge9B4AANxyfZxlc3Ozk+NXZq5dXpq4lE2d7Vm8NNoeH8unB7oTPrtF996Xz+12nDofb45HJ9N779Z+cWPFl04029FqLq/7UqtFvRG1RtTq0WhGqxmdzttze+VHYBZRLsaOrbF/X/T3vFPpRUQhjYHeGB2K0aEY6I1yKZK7fFh6DwAA3lmz2Zyempwavzw/NV6beDOZudDTuLaheXljzA0k9SSN5RGrd7yUXliKE2djcjYil3y3lX/5ckq329HuXJ/82YxGI2r1qDej0Yx6PZqtaLeik739rK+oAswjkjTGNsZD+2Jk+JY3dmMTyFIxBnpjdDBGB6O/L8qle/Tu9R4AALy/paWlmanJ6YnxhcnL9anLyeybPfUrI62pjfnUQNTTQpIk3S3db8m/a9Px6tlYqi/nCB8gnPLIsmi1lx/NZjSa0WxEvRn1RjQa0WhGqxXt9juMAT6oCOxumzc8FAf3xdim67vt3dhPr1KOwd4YHoyRgejriXLpXr2PJCKSrJQ+Gx/VewAAcLtqtdr01OT0+JWF6fHG9OV85lKlOTHYvDbamRmJ+XKaJUkekUSnE+cuxxuXot2WfHdLd7f37hTQZitazWi1otmMeiOareVd4FutaLWj3Yosuzmi9pYOupefRh7R3xv79sTObVEq3Ji6mURPNYb6YmQwBvui9y6svfkudZtE5HmWtPNkPqrTheELw0/oPQAA+CAajcbszPT0xPj85Hh9drw9fam4dK23NTncnhqOhaHGTHr6fHLxWrSzW67IuXuFky/v/dDuRKcH8YCIAAAgAElEQVSzXHqt63NBm61otaLZHRtsRbsV7U5knbcMBuZvzb9f/cWd5WhEtRJ7dsSeXdFTikgiyqXo643hvhjqj4HeqFY+zH56twRrsjwJNs/zSJpZuphXF9PqfDKwWBxslIbb1dG0f2N5ePOGbXv1HgAAfFjtdntxYWF6amJu6trS9LXGzNVYGC9Pvzn26k92TL5eri+9/bYz+XfPIjDLlkcC2+1oZ8tzPtut5fBbzsLrj04n2p3I2tHuRJ4vP7J3T613+988olSM7WOxf28MDhWipxoDvTHYH4N90VeNUvG2lmO5Of749pfPsqSdJ80oNfLSQtqzlPbWk55Gob9VHuyUB5O+kVL/aLl3qHdopG9weHB4pK+vv1wuR4TeAwCAu6xery/Mz81MXrv66gtjz/373UtnSouLUW9FoxWtZjQ7kb31nrN7PdFwfRdgV5ZFJ4ssW94TotOOdhbtdnTa0W5Hux2t9vLdgO3rY4adTnSy6HQiyyLPopNHnt3MwltDqlCILVvS/YerIzuqyXLm9US1HIX0rZNKr9/kmXcX88nzSPI870ShtfwotpJCK0rNpNyISjOttgqVdqGaFXqyYl9eHUgr/cW+oVK1r9zT1zMw1D8w1Nvf39PTW6lU3vkE6D0AALh34ffs1/7jofNf3dyeTpuNqLei0V1ushn11vJtZ91hphv7jn/IaYXcZgfe0l/Lw3rZ8ueQdaJz/V7BbvLl13/Rjca8m46dyLKIYqFZ7Z3eti85frR/c2+hmka5dH2plrfq/llJIUuKEUmeFLJCKZI0T8t5WoxSNSmUklI1LVfTUiUtVoqVnnK1p1ztLVd7qr191Wq1p7evXC4XCoU7OFC9BwAA98618asn/uZfP7b4o8FYWm6LLIv29VVHGs1otKLeiEYrGrfmn/mfKyAIb/kI8lsH95LIi8W8XM56qvlA/+tDD0089vs7PvaptFDotFvvUVhJkhRLpUKhGElSKBRLpXKSJpVqNU3SQrGYpmmxWCwWi8nd24tP7wEAwL116sTLM3//fz7cebUnb15fJCS5mRFZHu12tDrRup5/3THARjua7Wi1otWJrPOWG8uMAd4316dfRhKRJlEqRU8l+irR1xP9PdHXc6G6/Y0d/+TYZ/9w0+axlditeg8AAO61n37/7/r/8csH8gulvPMuF+bXR5S6UwbbnWi1o9leLsDlDQfay4tOttvLy5LkCvAeN16SRKkYlXL0VKK3Er090VeNnnKUS1EsXIvBV0Y+s/+zX9qxa/fKPJSiTxMAAO61Rz7+6WcnLvaf++r2mErjnUZcbgzDJGkU0ygWo6e6/Pvd+8ba7eXtBZbzrxnNVjQ7y79581azEIEfPPAiIo0opFEqRrkU1XL0VKKnEr3V6KlEpRTFYqRp91a8meh9rfcjWz/+P67Y2AvjewAAcH9MTU2++Df/9vj0d0Zi8QP2V3cM8MbSIu1OtDrL+wwsP7r7DHSi1b65xGSWvaVnbv2z12cH3no2uoGXpFEsRLkY5XJUitFTiWoleipRLUelFIXC8vort5TTYlReqjzc8/EvPfzRj6cfclc9vQcAAGvA2dOvX/rb/+uRxvP90bgb1/LXi61bgHke7Sw67eWJoK3rt/9153+2rvdh1ol2tnxDYB5vH2t8723mVl3U/eqv04hIolCIYiFKxSgXo1yKSimq5eVHuRSlUhTSSJOIJN4pl5pJ4ZX0YOuxP37kE0+/20YIeg8AANadX/7sx51n/t3h7FRP3ro3F/ixvOtcfn0uaHeI79ZdxpcHALsReH2ocPmZ3Q3Ls8jf+49Y2YF3430mSaRpFNIoFqNYiFIhSoUol6Jcjkpp+VEuRbEQhcJ7BN6t2kl6KnZOHfqDRz/1+f6BgRX+fdN7AABw/2RZ9uzff23kla/szy+969ot9yoCY7kDu2u93NhNvDvut5x/10cCu/uO38jFTnZLCt7Ycfz9iuvDx+F7v2a36LqPNF1Ou0J6ffgujWIxysUolW75b2H5HrxCenONnNtOojxJzuRjb+7+H45/9vdGRkZX/vfNei0AAHD/pGn62Kd++7m5a33n/2ZbTBbivoy+5G8tpzSNNKJYuKUD35qC3a7rDv11g/DGrzvXI7BbgJ3rg4HLP5hHfn3h0DxbHmO88eK3P9SUXt9wMEkiiUjSSCIKaUSyPNMyTd5ad9cbrztLs1hYHtDrPrlQeHvxLh/xHZ/8S/nI+S2/cfiTn18VsRfG9wAA4P6bmpz45df/3dHJ726KuWSlXZDfutn327Yd7w7rRUQnizyLLG6O+N06AJjlN28p7GQ3fzC7zSNNopAsv43uKFyaRpIs/7pQiML10by0m3PpzVG+d3zPd+m0XE2GXh35zL6n/3jnnr2r5Zum9wAA4AE4f/b0uW/+38cXnxvOl1blAbxlbPDd3ciN/A6mTUaa3Pafkt+fIdLJGHh56Mkdn/ln+w4eXkWfUupvGgAA3H+79uzb9OQfv1Y+sphUVuUB5HHLjXzv/rjZh8n1eZi38biDP+V+HOtM9J7o+8jmT/z+3gOHVtenpPcAAODBOHz8sdJH//BkYV8tKTkbK1QS80n1RPX40OO/f/DIw0myynao0HsAAPDAPPrxT9eP/O7pdEcjsZLiSrQYlROlI9WPfPHwIx8rFAqr7v3rPQAAeGAKhcJHPv35qT1fuBCbWknBCVlR6knp1eLB5NEvHvnoJ0qlVTkGq/cAAOBBqlarj3329y5u/dzlGO1E4oSsEI2k9FphX/vY7x37tV+vVqur9Cj0HgAAPGADg4NHf/MPT2/41NVkOJN8K0AzKZ5Kdi0d+eLDH3+6t7d39R6I/RgAAGBFuPTmhVPf/H+PTv9gY8wn4Sr9QRVS0kwKp2L3zOEvHn/qtweHhlb10RjfAwCAFWHbjp27n/5nrw782nT05kb5HpBmFE7FrrURe3oPAABWkD37D2759P98ou8js9Ej+e6/dpKejm0zh9ZI7Ok9AABYWQ4eOTby5J+80vPofFSdjfupmRRPx7ZrB3/32FO/tTZiLyLs8gEAACvL0Uc/9lKn88qP2scaLw7kdSfkfsReWnw93zn10O8e/9Tnh4dH1sxxWa8FAABWol/+9Ee1Z79yrPFif95wNu557MXOmSP/0/GnfmtgcHAtHZreAwCAlZp8P/tx7Sd/caz+Yn9IvnulkZReT3fNHv7940/99hqLPb0HAAArO/l++qPaj//iWPMlyXcv1NPSyWTv4rE/fPgTv7H2Yk/vAQDAik++535Ue+4rx+ov9kUzybOIiMTSnXfBYlo5me5vP/ZHx5749KreVF3vAQDAak6+n/146cdfOdJ4aTCv2Yr9bmRQspBUTpQOF37tT45+9BPV6ppdClXvAQDAKnDil7+Y+sF/PFr7xXC+aHTvQ5pNel+pPjLw5JcOHf9oqVRay2Gr9wAAYFU4+cpLV7//H4/O/3QkWUxdxn9QU0n/y/1PjH36SwcOH0vTNb4hud4DAIBV4/Sp19783l8+NPvjTTFbcCV/h7JIriWDr45+eu9nv7Rrz771cMh6DwAAVpNLb144+e2/3Hft+1tjqpR3nJDb1EoKl2LDme2/c+Q3/nBsy9Z1ctR6DwAAVpmpyYkXv/3VbW9+c1d2tZK3nZD3VU9LZ/NtEw998dinPj8yMrp+DlzvAQDA6rO4sPCL73196PWv7e+c682aTsh7WEiqp4r724/90dHHP9XX17eujl3vAQDAqtRqtZ7/8XeTX/zXw83X+vJ6kuR2anhr60SeJ9Np34m+j40+9aWDR48Xi8V1dw70HgAArF4vP/+zmWf+8vDS88OxYAWXt/RwUrgWQyc3ffahz/3Jth0712nz6j0AAFjVzp85ffp7/2Xf5A+2xFQ5cztfRMRSWj6XbJs8+MWHP/2F4eGRdXse9B4AAKx6szMzv/ze10bf+Mbe7HxP3k7W8czOLJK5tPfVyrG+T/4vDx3/SKVSWc9fDL0HAABrQbvdfvG5HzZ/+p8PNU8MRG19zu1spsWJfPDkxqcPfu5L23fu8q3QewAAsHacPf362e//170Tz2zJpyp5a/0ceB6xmFZPp7sXH/6D45/8XP/AgC+D3gMAgLVmfm7uxWe+1fvq/3egfaY3Guk6uOBvJYWZvPfE8JPbn/7Snv0PFQoFXwO9BwAAa9bJV1688sx/3T/73KZ8trx292TPIllKK+eSbTNH/uDRT33BsJ7eAwCAdWF2ZualH32r/9Wv7e+c7ckbhchjzVz8JxGRNNLiZD54avSp3b/xJzt37zWsp/cAAGB9OfP6yfM/+OruiR9ticlKp5Uka+Gg2mm6GNVTxYfiY3/08BOfqlarPmi9BwAA61GtVjvxjz9p/Py/Hay/MhSLxTxbvRs2ZElSSysXYsv4ni8c/80vjoyM+nz1HgAArHdTkxOv/OjvBk5+fV92ridaxayzykovknqhPJkNvrHp6f2f/aPtO3elaepj1XsAAMCyy5cunvzh1zee//ae/GIlWsUsWxWl1yiUJrOBN0Y+ue3X/3DvwcPFYtFHqfcAAIB3cOHsmdM/+sbYxe/uzK9UknYhW6EzPDuRNAulqc7A6yOf2PLUHxw4fMyiLHoPAAB4H3meX7745qkf//fR89/Znb3ZE81i1lkhi7nkEZ00bSaly50NF8ae2vXk7+458JDZm3oPAAC4M9PTU6/+9PvJq3+/t/bqcGGxmLfTTv6glvHMkqSdFlqd9FTxwNzezx765O+Mbd3qM9J7AADAB1ev18+cPHH1+e9sGn9uV3axUmgXOp00uxF++d2f73njpfPI06STpu28cDnbcGHko8OP/dbhRx+vVCo+F70HAADcNXOzs6+/9I/zJ36weeqF7dnVaqldyDpJlifZ3Rz0yyOJJLI0yZKk3U4uJ5svDh6rHPr0gcc+Pjq6waeg9wAAgHtofm7u7MmXp079vDr+4ralM5uSmUIhSZMsySPpZJHH7edfHklEHkmSp0meJHkenSyZzAcuVXYubDw+8tDj+448OjA46JzrPQAA4L7qdDpTkxOXz70xffbl9NqpoaWLo61rg7HYmzaTNCKLJCLJs27YxXLaRUTkadqNjSxPanlpIeudLG2Y6duVbdg3vOfYlt0Hxra4N0/vAQAAK0aWZXNzs5PjV2Ynrixeu5hdO11dvDRUGy8nreF8djhqC3llPN2QJel0eazeuzXdvK9v047BDZs3btk2ODhkmU29BwAAwIelrQEAAPQeAAAAeg8AAAC9BwAAgN4DAABA7wEAAOg9AAAA9B4AAAB6DwAAAL0HAACA3gMAAEDvAQAA6D0AAAD0HgAAAHoPAAAAvQcAAIDeAwAAQO8BAADoPQAAAPQeAAAAeg8AAAC9BwAAgN4DAABA7wEAAOg9AAAA9B4AAAB6DwAAAL0HAACA3gMAAEDvAQAA6D0AAAD0HgAAAHoPAAAAvQcAAIDeAwAAQO8BAADoPQAAAPQeAAAAeg8AAAC9BwAAgN4DAABA7wEAAOg9AAAA9B4AAAB6DwAAAL0HAACA3gMAANB7AAAA6D0AAAD0HgAAAHoPAAAAvQcAAIDeAwAA0HsAAADoPQAAAPQeAAAAeg8AAAC9BwAAgN4DAADQewAAAOg9AAAA9B4AAAB6DwAAAL0HAACA3gMAANB7AAAA6D0AAAD0HgAAAHoPAAAAvQcAAIDeAwAA0HsAAADoPQAAAPQeAAAAeg8AAAC9BwAAgN4DAADQewAAAOg9AAAA9B4AAAB6DwAAAL0HAACA3gMAANB7AAAA6D0AAAD0HgAAAHoPAAAAvQcAAKD3AAAA0HsAAADoPQAAAPQeAAAAeg8AAAC9BwAAoPcAAADQewAAAOg9AAAA9B4AAAB6DwAAAL0HAACg9wAAANB7AAAA6D0AAAD0HgAAAHoPAAAAvQcAAKD3AAAA0HsAAADoPQAAAPQeAAAAeg8AAAC9BwAAoPcAAADQewAAAOg9AAAA9B4AAAB6DwAAAL0HAACg9wAAANB7AAAA6D0AAAD0HgAAAHoPAAAAvQcAAKD3AAAA0HsAAADoPQAAAPQeAAAAeg8AAAC9BwAAoPcAAADQewAAAOg9AAAA9B4AAAB6DwAAQO8BAACg9wAAANB7AAAA6D0AAAD0HgAAAHoPAABA7wEAAKD3AAAA0HsAAADoPQAAAPQeAAAAeg8AAEDvAQAAoPcAAADQewAAAOg9AAAA9B4AAAB6DwAAQO8BAACg9wAAANB7AAAA6D0AAAD0HgAAAHoPAABA7wEAAKD3AAAA0HsAAADoPQAAAPQeAAAAeg8AAEDvAQAAoPcAAADQewAAAOg9AAAA9B4AAAB6DwAAQO8BAACg9wAAANB7AAAA6D0AAAD0HgAAgN4DAABA7wEAAKD3AAAA0HsAAADoPQAAAPQeAACA3gMAAEDvAQAAoPcAAADQewAAAOg9AAAA9B4AAIDeAwAAQO8BAACg9wAAANB7AAAA6D0AAAD0HgAAgN4DAABA7wEAAKD3AAAA0HsAAADoPQAAAPQeAACA3gMAAEDvAQAAoPcAAADQewAAAOg9AAAA9B4AAIDeAwAAQO8BAACg9wAAANB7AAAA6D0AAAD0HgAAgN4DAABA7wEAAKD3AAAA0HsAAADoPQAAAL0HAACA3gMAAEDvAQAAoPcAAADQewAAAOg9AAAAvQcAAIDeAwAAQO8BAACg9wAAANB7AAAA6D0AAAC9BwAAgN4DAABA7wEAAKD3AAAA0HsAAADoPQAAAL0HAACA3gMAAEDvAQAAoPcAAADQewAAAOg9AAAAvQcAAIDeAwAAQO8BAACg9wAAANB7AAAA6D0AAAC9BwAAgN4DAABA7wEAAKD3AAAA0HsAAADoPQAAAL0HAACA3gMAAEDvAQAAoPcAAADQewAAAOg9AAAAvQcAAIDeAwAAQO8BAACg9wAAANB7AAAAeg8AAAC9BwAAgN4DAABA7wEAAKD3AAAA0HsAAAB6DwAAAL0HAACA3gMAAEDvAQAAoPcAAADQewAAAHoPAAAAvQcAAIDeAwAAQO8BAACg9wAAANB7AAAAeg8AAAC9BwAAgN4DAABA7wEAAKD3AAAA0HsAAAB6DwAAAL0HAACA3gMAAEDvAQAAoPcAAADQewAAAHoPAAAAvQcAAIDeAwAAQO8BAACg9wAAANB7AAAAeg8AAAC9BwAAgN4DAABA7wEAAKD3AAAA9B4AAAB6DwAAAL0HAACA3gMAAEDvAQAAoPcAAAD0HgAAAHoPAAAAvQcAAIDeAwAAQO8BAACg9wAAAPQeAAAAeg8AAAC9BwAAgN4DAABA7wEAAKD3AAAA9B4AAAB6DwAAAL0HAACA3gMAAEDvAQAAoPcAAAD0HgAAAHoPAAAAvQcAAIDeAwAAQO8BAACg9wAAAPQeAAAAeg8AAAC9BwAAgN4DAABA7wEAAKD3AAAA9B4AAAB6DwAAAL0HAACA3gMAAEDvAQAA6D0AAAD0HgAAAHoPAAAAvQcAAIDeAwAAQO8BAADoPQAAAPQeAAAAeg8AAAC9BwAAgN4DAABA7wEAAOg9AAAA9B4AAAB6DwAAAL0HAACA3gMAAEDvAQAA6D0AAAD0HgAAAHoPAAAAvQcAAIDeAwCA/5+9e/tyJDnyO29m7hEAMiurqu89GlIcUaPZXb1Iu2fPnv3/3/ZltbpxpCMNRc40m+zu6rpnJoAIN9sHjwgEbplZxSLV3fx+Ds9hdSZuCQQA/4W7mwEg7wEAAAAAeQ8AAAAAQN4DAAAAAJD3AAAAAADkPQAAAAAAeQ8AAAAAQN4DAAAAAPIeAAAAAIC8BwAAAAAg7wEAAAAAyHsAAAAAAPIeAAAAAIC8BwAAAADkPQAAAAAAeQ8AAAAAQN4DAAAAAJD3AAAAAADkPQAAAAAAeQ8AAAAAyHsAAAAAAPIeAAAAAIC8BwAAAAAg7wEAAAAAyHsAAAAAQN4DAAAAAJD3AAAAAADkPQAAAAAAeQ8AAAAAQN4DAAAAAJD3AAAAAIC8BwAAAAAg7wEAAAAAyHsAAAAAAPIeAAAAAIC8BwAAAAAg7wEAAAAAeQ8AAAAAQN4DAAAAAJD3AAAAAADkPQAAAAAAeQ8AAAAAQN4DAAAAAPIeAAAAAIC8BwAAAAAg7wEAAAAAyHsAAAAAAPIeAAAAAIC8BwAAAADkPQAAAAAAeQ8AAAAAQN4DAAAAAJD3AAAAAADkPQAAAAAAeQ8AAAAAyHsAAAAAAPIeAAAAAIC8BwAAAAAg7wEAAAAAyHsAAAAAAPIeAAAAAJD3AAAAAADkPQAAAAAAeQ8AAAAAQN4DAAAAAJD3AAAAAIC8BwAAAAAg7wEAAAAAyHsAAAAAAPIeAAAAAIC8BwAAAAAg7wEAAAAAeQ8AAAAAQN4DAAAAAJD3AAAAAADkPQAAAAAAeQ8AAAAAQN4DAAAAAPIeAAAAAIC8BwAAAAAg7wEAAAAAyHsAAAAAAPIeAAAAAIC8BwAAAADkPQAAAAAAeQ8AAAAAQN4DAAAAAJD3AAAAAADkPQAAAAAAeQ8AAAAAyHsAAAAAAPIeAAAAAIC8BwAAAAAg7wEAAAAAyHsAAAAAAPIeAAAAAJD3AAAAAADkPQAAAAAAeQ8AAAAAQN4DAAAAAJD3AAAAAADkPQAAAAAg7wEAAAAAyHsAAAAAAPIeAAAAAIC8BwAAAAAg7wEAAAAAeQ8AAAAAQN4DAAAAAJD3AAAAAADkPQAAAAAAeQ8AAAAAQN4DAAAAAPIeAAAAAIC8BwAAAAAg7wEAAAAAyHsAAAAAAPIeAAAAAIC8BwAAAADkPQAAAAAAeQ8AAAAAQN4DAAAAAJD3AAAAAADkPQAAAAAAeQ8AAAAAyHsAAAAAAPIeAAAAAIC8BwAAAAAg7wEAAAAAyHsAAAAAAPIeAAAAAJD3AAAAAADkPQAAAAAAeQ8AAAAAQN4DAAAAAJD3AAAAAADkPQAAAAAg7wEAAAAAyHsAAAAAAPIeAAAAAIC8BwAAAAAg7wEAAAAAyHsAAAAAQN4DAAAAAJD3AAAAAADkPQAAAAAAeQ8AAAAAQN4DAAAAAJD3AAAAAIC8BwAAAAAg7wEAAAAAyHsAAAAAAPIeAAAAAIC8BwAAAADkPQAAAAAAeQ8AAAAAQN4DAAAAAJD3AAAAAADkPQAAAAAAeQ8AAAAAyHsAAAAAAPIeAAAAAIC8BwAAAAAg7wEAAAAAyHsAAAAAAPIeAAAAAJD3AAAAAADkPQAAAAAAeQ8AAAAAQN4DAAAAAJD3AAAAAADkPQAAAAAg7wEAAAAAyHsAAAAAAPIeAAAAAIC8BwAAAAAg7wEAAAAAyHsAAAAAQN4DAAAAAJD3AAAAAADkPQAAAAAAeQ8AAAAAQN4DAAAAAJD3AAAAAIC8BwAAAAAg7wEAAAAAyHsAAAAAAPIeAAAAAIC8BwAAAAAg7wEAAAAAeQ8AAAAAQN4DAAAAAJD3AAAAAADkPQAAAAAAeQ8AAAAAyHsAAAAAAPIeAAAAAIC8BwAAAAAg7wEAAAAAyHsAAAAAAPIeAAAAAJD3AAAAAADkPQAAAAAAeQ8AAAAAQN4DAAAAAJD3AAAAAADkPQAAAAAg7wEAAAAAyHsAAAAAAPIeAAAAAIC8BwAAAAAg7wEAAAAAyHsAAAAAQN4DAAAAAJD3AAAAAADkPQAAAAAAeQ8AAAAAQN4DAAAAAJD3AAAAAIC8BwAAAAAg7wEAAAAAyHsAAAAAAPIeAAAAAOD9ZJ4CAAAAAPhpiAh3d/eUkpkxvwcAAAAAP03kPQAAAAAg7wEAAAAAyHsAAAAAAPIeAAAAAIC8BwAAAAAg7wEAAAAAeQ8AAAAAQN4DAAAAAJD3AAAAAADkPQAAAAAAeQ8AAAAAQN4DAAAAAPIeAAAAAIC8BwAAAAAg7wEAAAAAyHsAAAAAAPIeAAAAAIC8BwAAAADkPQAAAAAAeQ8AAAAAQN4DAAAAAPw5ZZ4CAAB+cvz8r/TEz+Lcr/zkxU+Ls3cREnHf7ejdj/D4d3H/he96pHrfncWDbufg79L3erXiA73qGu/5AE4cPfqBHk886AD8c78vdHrmVWaPMR72hlHxD/JH1Hv/MC89n3l/kSLGz0HV+X9Ov60/Ie8BAPATHAbcP3aNh4wY43x01DMxRU/disfhpfXMNf+Ygave/6xMQeTM06DvEstCTwRZffccd5wb34/9iY+ed348J/PeuTvVe4LRhwg7Iep7iV8thr9X73jP6OFjDP1AzxBJDX985Kthb++gVZ0SYESQ9wAA+EnSD3QZe8frnvy56u7neuf19WGJ7USGe5cnx9/nOdTjX+uDI+ZdP7R3zldx/gHrhzh0Pkj8FFW5/xn6I4/lP/aR1uSncf65O5X3hJyGH4XNZrNYLMh7AAD85MQDw57eNxbW81d+h2ihu8lAvS/v3f14PPT+8bbGPYEtdpHvMI7E/l94z991T5qLM8/iiZkk/RDTRSEh+gEm+TRCP9ga04dG1XjXG3qvwK/HT7uKSNjeReLobRDz91WIBssw8WPQ933TNOQ9AAB+euxPfTt7W+DuHaqH3R1T3iHG7t+Zvlva1XvvUA/i033R8gF/QPxZX/mIH9aReMfj0Yc/TXe/AvHQ4BQnUnw9oPbXZ8beIwo5sexXP8xbjMCHP/1bkPWcAADgRzR2ebex8rmL28ns9+6Db73revphs/dfyimKU2t2P8x044M2iMb56i3x/gcK8D+LqpL3AADA/WlpNtA9/PH9NSrjTzJGvjcD3Dkr9A6PJ+L0rfnd9/rghasfbPHkB6rP+aGqkZx8PPp+L/QHWj8ZdzyGeOCBpX/GQ/hdTz0Ah2FPqM8JAMBf8FjggUnn4OLvXr5RP1B5RZGD6bI4H+H0HZ+J98shoR/iz9IPNFqPH1V+iIfeseqH+cNC9XgVqZ4N7/ZBD5Y/ad4j7OEu5D0AAHCO64MGqQ+ZaXufRn6nguMHqT/5wUbZP7CB9o8nP6wJlJMAACAASURBVLzbPfh7/WnHdXKGDoV64uUjMoG8BwAA/sLoB4oQ8dD5mbj3hj5IYcTdkD9O3se54HCyZeEH6Acg95eEeejz7B/odf8wfdvvWBeq73gE3dVCQx94OLnYfD2njucPtL7ses+tvFPtVuCHgP57AAD8xaW3d4tboSe7zonI/vhbj24gDm439IF3eRe7e3/ae8wgxqlQd/Yx+Ym7/GMH/nGy/uP7pSL/QOseNT5MkZkP1kc+wu5qOfhQ5fzjUT0sx3J8jPgs4lOEBz+WvCfM7wEAgDvD17nxtP25HsD755/3uis9f9GTE3/6TvcZJ24h9D27zx/fvn2Q+T37wU1fpTt3071Dkn2nq8XsJZu/domPCvxIUK8FAICfam6L+Zf9g9PU0VjhZBKZViDWaZB4wND7AasV41wgeu/B/cm5rjsqx+z/Xe+d9+K+jHkc+eKDBVnV9zpcjrm+9/O+d8v6gQqtvNtfcTY9u2rIvB3H7mDZq9xZ/yt0yM8xzu0Oq4DDY3x/1fVywxstRHR80x0ffkcvTswuc2456fFlpnuc7l1E9Uw/wOlmH3Jf+Kki7wEA8FNMfKcHjnFmtBfnrnbvfrkYS2nsah/qfqvqh82C+XjB437quhfhzq98PMxlsRtzP3iAG7MHrQc3Fw9+qu/PZYeXj/ti1XGsPpE+432mno7/rvdfF7p/NfXzs8DvlDj8Aa9g3PXDMZ65iYuIHd1cDIFIVTRESgkzE42I4aIew+9CJOo2ySF9uZdiKalqhOtYEkYi/phYNcWzOHopxow3/NvdVe3cWzs+ZMlWkPcAAMAPOvLFAy5/cJn7F22qPjSm3P1zVdEz9WFmN19kqkiievoGpwek891+B1lwdiPvPiCextAqOiWJ6QYPn4+jCdDjZn5xem5R3zUn6QM7Zdw3d2enK9O811EX73hgnD0E0jv9USfztKahs6DuHQ9j+R6dTmCIWY1ObsMvNOuUr0oynV5xVa1hb4pb4S4fYg5tHtWmjKej3b2bqdrZnoIRwoQeeY+nAACAn2LYuzfvPSxOHCzI282YyW72bViLGQcTY7NRZpxb17c37o57o8VsgeCZ1tk+pCfdDeP1+A7nk5L75VLi+LEdzZlMjyHUDouYHi0rjDhYtKoy7+Cu+3nv5CtyvKA03iv3PJSGvMfU6InH9dByoSrnEvLwNIvovTcVp45v3f+Po+NwePHnE8uq9dBVEQmTCNnlK48IKSppeOHGaKf1xIHOJgTvf4B7f3vEwZOtZ06vDEs3Z5N8evJiBzN7RD7yHgAA+OnQo3mtmC0YrBt+9pcQnpmk0zgcZ+/NVukQnfbuYshaOm+dUPzcJjg9kWL0XK4JUzmxT2mvOqhHiQgR0/F29HSJUZ+Pg/2+YfZ+8tJd8gu9K/Ac3OLBiF8P12bG4W3pYSae9jnu3d/s+bp3VB/H+fHoOv7e+VFPpakzvz+eodXTCTNUjivRHNVRjYOf6HG3Ro/dssc4eEHGvGe7a9Ul0KYiMVwza6TkWicbZ3Nu9f/PHG0PSqjD3OAsoI7bAIdlpqb7i3pV3b3+ts5G7vLfLOyd3L9HCCTvAQAATAN/lxOBRvdmTg5n0WbZ8nD53HHg01PRRc8EOrtj1jKmxGOyPy95PLmYZ+sDVe5cdRhH9zWNnFNoHp+noZbjbM9g/clunWoMiSROPhm6F2LG29FwqZHS3Y9zwsEYvo8o4vedC1AzO5fBdHh2NI0vqupeBt/95K6zDNOpgHRwF7Zb97rbF1dTznRt0wd1NozzPzs3MZvF0sk/eC9yan3yPUJEU32uIiJcdb6f1URnU9rTG8aHmzF7wK7Vd5w6jXB3F1UTVTM1m00U78W8+R6/43RHzCPvAQCAH7eYxq5Hg2M9MZV3dvDn4Sr90aB+f33kmRVoNbnEOPGRdD/Z6K6E6HysPey603Ppc7cnb1clP/b/MYteHhEuUctrDEUVQ0TcLTztXatWgolZ/f36oyGkhYS4RMQ4qRMhddanXtijZjkfhtnhPt3U+KOIGG/keGntNDc13OPwv/r4a5Dwac5mlvf2puq68PsXUOrhcH/+n/WfjUjWKZXtBb9p75jq4Ss+j4LDbJXuosgQkuzwButMrM5+Mu6dExsnuZKUpHsTVnvRRed/lo63VefEVG1YbqkibUijwx3VeeJ6OOvsgNSxRUZEqKhL3RsXIhZeREN1SvJD+Iv57j8dfuezVaAPT3wR55JeaNTVzKoh9UHM9vHFqZfyrpk9kPcAAMCPPe8djCenEGXzHWT33o7HQfEJjb01mOp7axx1vIzIbItRUrOjehsHK01FYn996N7wd8g8Kj7LRfXCHrOYJNL3UopESF+kL1GKlOLu4e7uw6q8rst914iIu0RIeE1TNV4NNzhdvF43IoqHx3g7ESJy67EesuSg/solhngW0pXSlzJdxqepl5i/Or6X9/zgBvefpzHvnSrhqGr3lNgppRyue9zbNKYiYhppl+707n/Mb+dgBklVzE5cy4Z4piKSc04piYiNlzGb/jEkv5VtF9bvbmcoUqKquguHZmamovX/U7KUUs4pZ0tJUhJVWZksVMzEklge/2F7SdWsLgUWs2HVZ4QkTapWOo/wbNprhHh9DAdrY2O8rZAzOwr3p7Tt+E1xeCWNCC9hpmqWksXekt6p98NBh4Zd/J1ONzy85QN+MupRQd4DAOCn+UW//++juiZ+9jqzIV8e98vt3dqsD7WOM3zzfX5j3pNhJqyEdrPtUuHidcncrKLHtuv74uPVx7k1l5CIcdZsvS2bvv5oKKBfJ8F8+rdI33tfIlxK8d69L+GlZrTdyLb4hZeVjJNmPk7QjaFqt6Z0mCf0Gr0kIjx8GlJfm95aGv7SOn03RMHwYUGgRGSfRtUR+x3pprnN+VrNaRZxmEIcluzZVKhj6ny4G/MP+7girNzXPyPiaLXsYd4rUY7Lh0wR7txPptKk09TfMIs6Pz0wO1kwXH12O6rTwVoTi9dfNaVvZLsbvg7PhojuUuIUjubjXBvi4RA7l6lbJDdTS6bJLCWzGh2njBamni3arE1S0xL95tFF+9HVxWefPo2iEeomblI7IGw3281ms16vF8vlom3rTZhqyjmmJbl1Zed4LwcNMf3EAH3/fbqLoXsnSvTo3wevckRMC3fdnSD3l4y8BwDATzLszTeE6bwiyIlG0IeDxWmsmTzS/Ifj1qYhrUntRTYmpTGouEedChv+o7jUKDeth3QXd3HZrVfs+tL3pc4fDnnSpzmuqNlpu/VtH7LbCDcMqqe8JyHFo9QqisXdvR9n52I2n1a8cx+LHA73NW3F0rELxa5w4rBW04e0FDHsqbtJuk5jC+x6/z5Mp8zy3rT0dAjGofOXI0RE/WyPtV1rvjCrZST3e8qNt1LbiHuKBx4e83R+mASKuh8Whhlj4dFPdkFiViFnCCnhdm4eOWI2N7V/umEs9TrdcnLJYfuh6EQzyaEf3n4jg1kWldY22YqamiYx05R0zGGqXuePLUoyX2Rpc5hvtuvXnzy9/OsvP1ldXkUp4n3Omhc5m3rI9Xrz6uWr5y+eX11dXVxcylA9xZqmmeb3zEytzjoOM5djRRg13Yu+Mk4qDqtUdS9Xe9SefsPz5OOBZXa2Puc0s3dX+MdPWj0MyHsAAPwU8940XD9oNxC7yu/HA8XYL1pYinReg5/sQpqLF3Ef1iD2vdcVgu4aEaWUvnhfSt/3pQwza5si27IbfEREcfHZwsaQXZPvaZPebk3jmJ0sUi2NONtlN0QDrxNfY7j1ulbThz11s0RgItJr6a3Ms9O0L3Faj+ceMm74C9UYYlF9YDrtNcxTDB4elcXur1ERLe5lqNo/r8G4X4U/pjRzGAVjXoRkrAUSsVc1Zyy4KnaqeulDxoQH/8xip+aMzh1qux2YqseZcB5IDw61EylXZzlkFkZSWJ5FFN89CdMJDFPT4zy7Fwu3RaWUXe3L/bZ1NUNaFJMuR2msj+76+s13r95cmTVffFGidF62bbZHubVW3eXtzfrb759/9dVXH3300aOrR3U/Z817083aTEppl/tUF1nz/nrX+qvpMvUnaWjmLiJhZrWETF+Ku6tI0+R60fpmma+qPVjbeS7dUcflp533hPk9AAB+ml/zQ2GSmBYETnNr08YwLzXFDUrxUtxLKcOEWnSl6byZxg0eMcQ8j2HnW0ipayJDamapY04f1z26h0hsxbqpZdk45RBDf4Oh5GYZq59M019TvZNp216EaOx16Yvd2tGh8oaHDLVSxgzmorKfH9yKpO04Iq7TlTHe6TjjkkyzjWG3NluLWRGXmj+1dZ0PrF1m6zBFoy4Z3cWQWuxRd3N3QxXO2ezVVONlNocpw7rH+ZI+Pe75F1pCH1Kx5Z7kZ652/lL3poLpAkU9bHe+Qe/t+Ti1vdivz1nE+l2pz3Gidn+NaIj4cQPH3ZJXFxHRtmb1GEL7cBDWkKpSTDxZE7EtZe0SErmXHNZKbtMylU2WCEnJRXt3Cem9dH2/3m56L1FffQ+P+hbZnVmxMesPmw/HKjHJXYf9sbunblivatOMn9XWCyKyXC4//vjjtm1vb25/89vfvnjxPCI+++yzZdtk01JKSqlt2+Vy2TRNXcyZUso5LxaLeYeGczsw8VNF3gOAH+ho/QHNsQ8aT5/4bci0OG26mTg/zHunByQPKPN41EcrTl1M3+f50Xjw1XV+78OIcBxDh97/tx+VmT8VruL+5+f4V/rwl2HXdcB3df+HWiPjzrBpEqV3KUVCxEtdVOnD3rNatiQiPEopXiJEa/0RL+7hpcQ4KRcidR3mOOMiQzQaw42Oe+Hcw8de1ns730SG9nS9qtv8D6+9xMYBd8yPMI0Ij2ll3pAAxyWHPttit8sEw1pKFREpEXXcH7P3Ruy1GVTRPtSm+poh8xIYU7t2nY4WHR7kMJc0q3Vf44xMg3uVwxr9u8c+ja6HKLc7bObzfXtdtGM3D6aiulekQ4/fAkXLA97Ldx6ZOkTJO9rI3dthTk90VDy614N2Hvc8vlM73VQO9rIdb2Y77lM4nBdw1bBh2lElhgW15qIRlkStLtotvr25ae3x5TLl4blVi6Qu4qGqUfq+22zXN+ub6yaZe+n6LkJyzvVdNXuA4/FUk7xHSJTtJrzknMzSUFhl6O6uKlo3rtYSo/Uz6+rqqmmaR48evXz18u///ld/+MMfUrJf/OIXScv69u3333//9OlHn3z88ZOnT3POyZKIpJwWi/by8nJXI2isdpNzNsvDlKPaeJJjt/o0JRvr4cz/jPmErui421bHGVeV2VrUsfLs4dbFqR/oyW2Iu06DpZYyGjd5Hlam1dn1da8Np+4dfadOgkwfH+P3wkH4PdX5JZKInf5s3p3DObqhvYJWOv88eufzMXd8QexP3h405CDvAcCPJO+d/laI/UvH0U0cfj9N41p9t/srpyoL2P6j2TWhvvNbS09HGX3H58fPxuAHpabhn0Wj7D86Pag3OawSVBG1M0+SupaQcjRm0eOXSmbL+Y4naPz8cMPHnxQXdykhpUjppe+lL148vOxK9q+7tO7UPaa6lDWVlX6Kcz72c5v1/LZ8sAVK3bTu39vtMJse6jB+c3WvuUl3I5vYG/mbaC/D8zyM22QsG+i7ypRmavOKlB5TCNq1gdPZEHH4X51Fi+LiIlGkxFDnQ2uvbBn+Cosw1SSiLm2ETTVYVMJ2oWEIbNGPL9N40kTdPGaRU9Ql6nyajxVTpvk9HxcN+l7LhHEYOs1y7ldeOW6b9k47rCLyQ95I987qFHtAX4d3Xf73vqea6oXSicH33m3oqVvUw/dgpxIS2SKNnRzdpbj2xdRFi1i4quRGV42Ubrtdv/jDo3/59LNLafu1FjdX61VL5NpsonT95mZ7e/3mpXbrt6X0N7c3JWKxWEx1XMdkYjoe3n1X+r64+83tG/f+4uKybduU0viuVLOkIeFeShGRlNJyuSx9efrkySefPG0ae/36xX/9r7969uzZarW8uGhfv/7mH3/73//Df/gP/8vf/a9/+7f/6rPPPp+OHDNbLttHV5fjjsfQWuYz5cVi2bbLtlnk3KSURDTbosltzrlpmsWiXawWOWdLFlFkt+I0DXWD1ENMxepCbBOrRX6SJJ2dWYmQUEmS6hz20O4ixF11111FD5LaqBPpPNw0SaThBF1969VnJqfpo3H3JtrteKzFZk2kH+oMj5PBOpyKqhkyVGPv7XniC7F+5SzqR0HE4Se61ocRvt+x5uDwU5ki8QcyFWU9eFdONYSHKriMqQDgJ0GPBjv6gMR1vgv24bed3XkW/jjgqYj+Of5ivWOIGLH/5Xpcd16O5j/PfVXP/6hTI9R0/naOL69Tchs3xdWhoZSxMEn9QZmvtHQvdTdacXdxES/DPrreo7hI3eRW59Mi9Z5lbNI9rkKshVJi+uFDxutxut/6/vjqHrsljfONRXtJOCTCdzNfx0dj3RmlZskk9pqP70eAkzPjs9fCQ8RdfTg84kEJJE71zMNP8fNTdOixMJQcivC2yYtFWw+DUrzvt8tYiIpHefHyxddff/31119fXKxyzre3N33pI0STlVKmDXVWeymMk3he6my6rze3EWW5fNs0Tc55uLBaTk3dpBcRdSvger3ebrYXq9VyuXz79u1XX331m9/8pmmajz562i7atmkuVheffvL506cfrVYXNTqO51P89na93W4t1S1+pS4WTSmbJbMsYbUXhgzFRIdNhrlJi8XCTIuXzWbTe9/1Xd/1uUlN2y4Wi2bRLlcXV1dXl48eLRaLWgy1lj5atk2TG1VtUpM0pVTXhHtxN0uptovX4dPPxl2nMU0U7r0uySQPKwVC6vmaGonHC3g9UebeD5OjZsMm3uIiYtlEskhxr0/v2DNmV9jHdC+kTfPuB/tQd9tjZx8HsZ/v7Id5fJP3AOAHPvy447fTOdET62DO39B+g975Qp27xr16Yh1L3HEv9uA/60TNhlPX1FOJafaPkP0S5SeuFNNzNZaP0NA4XO96MDe1u+E4ynu77mm7lmh7C/XmayxL39ez9T5cLEoRL1GXUNbRYfF58zev3d6Ke+0gV8tOjuUwNVw8tHYVd99Lp324789b7p6vOJvJZ0U1pljmEidOBMRsImvK0QdFEefjpYiIuqzx6NaGTgQxu/vYnQUfFyXrGANVh0w4LH07juIxK8g/zs9piE7VPiXC1UMjIh6yoHfXHCJ2S0yHe5svL7uvGMZsAuEd5uzomv0hxbkfHHacD4/S915Kzmm5XC6XS1Xtuu76elOKXTz+yKyJ0Jubm1evXl1fv+26raq8fPlytVq1iza62VvDLKLerE3b80RNkq5sISJN06aUUkoStYqS5ZRrjRYRyTnnlEQ159y2bdu233///atXr0opV1dXy+WylKKqy+Xqk08+ubq6att2yq0iGuGleNd1ZnXFpY+d+kzVJDRinOkKCfGhfKxIStYu2uL97e3ty1ev1pvbzXa93W7VRJOmlEJluVp9+ulnP//5zz/66CNLyYtvNpu3b6+zWZtzSnnZrpaL5cXy0XJxsWiXbbtcLS+a3EaIWZIQL9I0KeWhCFNdyLo71ENFkqnFbuGl6SxT1em02VvMIzS81kCdeoGaDFN5LqHhtSyqhcw+ncN2n2DTEvMT3016x5fZmdNn/9N2SM73Z5L3AODHGflkKmtw33j1no0CJ6ehjkJgyJ157+H3eGpThMapAbbI3i6Q/ek8LcO1pjmmWVuv2aOw4Wt6tzhzr0V1iOq4UkwPlqNOI4jZ9r+D5Yq7ehIx5bTD/02F/m9utre3a5GhOoh71Poo8zqWLnb8PMd8K1p9IYa6gtMwaBxETo/ID9ff1h5g0/olOdV/z6eYtpu5i90BMAsew0zclMHqOXPfPVFy0BB8rL6/Oy+u46IoP4jPqrUMZcz3vYx/X/jYCsJnu/h02D0YdQxnQxHLYVK6FueoKzeHHuihPtY1uevNM67MlF3MjoPKI/Gg9/FsSuHesxt3l1J8QDj8i6vAcbRdKh7wiTfrH6nHZzNCxLfbjXfb5XJ5cXm5Wl3knG5ub56/eN138uTT1VO7UM1936/XazON8O22e/v27ePHVx9/9FRE6pSdat0TN7ZjkKkLSNRMZTV3qU6niLReZ7i8FHeJqDfx9OnTpmnW63XXdZ9//vnjx49Xq9XNzU3xWC5XH3/88cXFZc651ssNMVUxy2al63x8rmwo8+rh4iqmasnyuESzc+nrRl1XLWo327cvXj3//e9///b6zXpzW7zbbLe3m5vr6zcvX71Ssy++/OLf/pt/+/Of/zw3zc3NzfMXz7/6p682N7fq3rary8tHj6+efPzRZ598/NkXn3/xV5//7OOPPl0tL71Izk2NfMvlqmZUy5aSJUkxlP4VjaSSolasGScDxzXXu3o29XW0lMbF6xF1dXjKulsHbnVGcTiFpfVjZXYsxLkvxoOvxPHLYuweOZZV2k0Pjue/Dnpt6O5kYvwR3/tn3gIHh/3BT8h7AICHfe18mNkFPx357v/OCzndqXg+qaR7/4jpWrrrAL33jb13/V0Mmerezx7MsGvOpRSplRjcJcbaJ10vXR8h0365+g8ZSjaMdU3qXNYYhdS99jDI7slrub+pGON+W+u60qpuPile58RMtJ63Fp9W2+4KnITZYao+eFrNpjnJvW4NMi/jfvQy+eyU+LuMU0wfEP9NNaY1mT67ZR1bVUd4lNg7HoZyEbP0atPrPu4DrBtr5vNxrizP/EsXxwfteMbITWO9uTXvv/zi8yePHy/atmns1atXX//+92aLv958Kh4usb653m7WF8tViJfSmcrl5cVHH32UspVSvBRRNbNx31jUXb6629gqY+uP8V2qs04k7qqWLcnYMN3d37x58+L58+s3b5Ztm0xVIlsKtZybq6urtl1M01/h4uEpJTWrydOsFqIJ99J3w9rxlKa3vERysfqB5dvSvfz++XffffPNt3/45ts/vHn7ertd18k9NU1Zl4+SqrrcfvP9P952L/tSttvter1++/bt9cvX25utqnlItvZi9eiTjz//qy//+pf//F9++tmXF6tHpXeVlKxp20XbtjllUVksF03TmKklyzk1TW7zZapToLlNOSfLTdPknFJKqjJ9xHnMqsGoWLKpGOp+BBobadZ9dvVv13cMWmcuNi2ct70KN39EhvugyHsA8IMciWicKmPyZ/vaODHp94HuO0TK4U3u9UDbX4QZ8xyy319ap9qJMlulOd2yzv89nsYdenlPlyux6wMu0yY3jz52hTNqAZHeo5Rwj76PcTYuauMCd/eSiqddv7hZo3AZTgDX8ce0/WOYl6v/mKbaYmyoLLvKOvP6MTpLzLWVXF1WaFOhuTEv+kHH6v1xzzQrOD29IbM1ibs/fjeMith7VPsvakx77vZKSMZeI+69Wghj373d7ampqcawqkymmpjTq6uhPv60bjfaJeehC/ywOndaXxrz3gYh8wXPh8M8nVWbUZWjsj/zZbDTYbpbe7YrFBjTKtKh+M3RM//uizpx/qPq6Ag/nuu48+Mo5rM7dX1vzXteto3KF59//vjRo5yzarx+/frZ98+urj6uC7Bvb29evnx5/fbt5eWle5/M2jYvFu1yuTCTrpMyNPmz3bT53groeZfJYSnjrlnC+PDGt5i7S7fdvH79+sWL5zc314tF2zZNMvNSSl9EZLm8aNtFSnlMlDVvqo5LOaeTJyZqVpdI6DC7OK7nDC01sHTd9rvnf/jd7//xm2//8PL1y7fXb/qybRpr2qZdNJablIuo9H794vW315uXXddtNpu+7yJivbndbLalL5t1F27LxcV2uxGJNje3683F6pG7hqtJatvl1I3QkolqRGma3DRN2zZtvhTJ2822bZdt2zZN0+S2aduL1TI3qckp5ZRSiohNt1bVlFPbtimnbNnMmrbNqUk5mdpU9HT4MI7Z+37/o2C3FF/mHSyms4Fx6mNB558f+5P/81l9n93VH1OnOvY+lM9/zk+HE3kPAH6YZ56PC1DqfLR5+hvif/oAUu99HD77zrPT149T830xr5gvMcsSNl+2N9yI7Voqz7PKUNFk9zW56WTTT0VT6hrL4sX7voa7EJHttuu6vkTtS1e30snQv25MdjmtTJfz1DrmTB0HCzoWYd/LIbJf/d7MahX1XZu8We/pXaE/m0p727BMKA7+1v6wzOPhEFmPa0KGT0/UfrQ+eE1mdcWH6bUQkZjvq6lDVtvNplnEbE/giZc5TMJUd6HM9sr6x66BhmmIjt38fGhGMT2rNhtuTc+bzwZG+4FtrFMx24wouwSn45xmPVpDZwP1IdTZGC6P3q56su6LyF2b/e6IMQ9+B95zxYdloR96Y7a7H9/5TY+zMv2zGfRxE299NxYVNwkVX7T5y88+u7y8FJG+L2/evHn96vXV1cdm1vfds2ffffvtt69fv7q6uhKxnNPl5UXbZInSdy4RyaZdnsMbS8f3Tu3DV88uTWWlhmbratMbJIZaRxEhpS/r25tXL168fPHi5ua6bZuLi5WZ3d7ebrtbUX90ucpNk3JT34nuLtqPDRW0lK6PomXo/56anIYPJR3KxCQNDdeiKVnS/nr77Ptv//Dt189fPHNxj21orzmnNjSVEqX3rUtIn69vYts3If72+m3XdTlnTald2mZTdBumslg2FxeLts3bvru+ufaiKk3tmqI361qqVETW69vb29v15naxaHPOZmrabLf98+cvV8uLtl3knM3SYrF88uTJarVcrRari+Xl5YV7/+zZd2J6cbn6+ONP2kW7aJeLxeLJ06dXjx6vVqsmtyk1ZkMRTVWxpNMK+VOrrMcTW+PrFdPpnN2JL5X9VvW7o26sQnr0ptutqg3V94p7x2sr9OQbfGqxWH9I3gOAH2zkm///8G2jP5rNOXH+P8+VkNGjfHvH4Fmn58XH//TprdWKQQAAIABJREFUq3roji21J7jH0IbOfSiOEkM78Vj3selnuS2ieLh7Xwuk1Bv0KGOJkPHGazjLpmLDoME8Dv4kHRch6m5N6dA+fGxiN/uT6yvrU+XJgwlNmZ1kFnHx8clxmSYt50+Lis1LyZ0L3+PE4ntONam+y1mGsxveZhEqatsLG7pSWy1zPqyfHSYFXUQ8IsJC1EV9Svgn7uJcDRWZRt4RDz1forM9oofpED8O91X1HQ6E4rFNJstle3m5zGZ912+3t9fXN13fLy9WbZP77fa7b7+9vb5WkTan4qGyuFguL1crM3N32TvdtDdMr0ffUKDy8HAdwo8PnzXDTr5QaRetmXzzzde///3vXr9+/bOf/cxMb26uv/rdP0VsF4smXEopTXNblxXUsxBmtQlEP9ag6ep5JTOLkL4v200RUdXU5Cbam0ibkEjJ3r59fX19vem2fek9vOvdw5so9e247fvttncJlz7Mc5fV5Ha97ft+KdFIUkkqEdKHmGp+8uSTzz7/Z0+uPs1pKZFLr2bZJIVosshJzaz0Kqt8dfXEvVxfX//+2z8ULxLiHlePLq4eX6xWqxDJTbN61F5eLi8uVqvVcnWxiMjFnvzmN7/+9//5t//0T/+03XZPHj/5u7/7u1/+8l9++eU/e/z48WeffrFarrabzdu31+Fx9ehR0zQ5N03K0+zicrFsmlw/d8ZlDbtNecNpr92akt1X8VDqdzynlEwt6Z/xu/VByHsA8GOMgXr357++23eDPuh+9eFfPHG2kfhh3Zd5e+6DVt0H9TD3lti5iPs48eThIR51dWW4h5cQkVKi72u5tiheG7SF9168jKUaZeuxdQ+fvq7Vd03JZ+dihwdg8xU0oqox1fA0PdgYWHtLTSuIakHLcXNgXY8aIbOm3vtNMsbZyoi9PCS76Tg9/MU4DpG9Gj5DBKoZc/bM27zV227aaZYu50nweKuTjpkp9it+ip7YEKMyddrabZOcVu/WWT0zGRe+SV3daSnVmcwydqWo3bjq6EqiRFhMnfNmrZfnEWwq36e2e0ihu3XAtXF87BWqGUt9Hv5Vh/WNZpuGdi/GtBb41DbHE4sP5cOt7fxLWCP6TjOPR0+vTv3t46jP2rBsWFyieNnmFMs2L2tPgr7frDe36/W226aUkmnfdc+++67ruiZnMy0lktnl5WXTNLVGk049vjX2VkNPp2kiJMaTQPUoDZuWdajs+ndHRCnFFk0p3ffPnz1/8f369rYvW9/0Nzdvb2+v68r029ubUoqqlbI3oV3znppElO126+5mVts/9L1vNyVCU8qLdiGLtdumL50lvb25Xm82ffFSouu3m60XF0tu1qWkfXTF67vUvMSmdF7KdturqGpSaUSzqkV0Esls+cUXP//bv/3Xnzz9QqXxYt5FSm3Spn7AmqmZ3dzeiJSLi8Wz77//6quvnj17sdm+bdv85V/91S9/+S+++PzLy0dXxYuotm27XC3apknZUlb3rlnl//br//L1H7769//x323W28ePH7+9ef39i2e/+MW/+MUv/uby8jI39vL189/97uv1zbrmvSY3TW6SpRr5lqvVom3NrGma3NSCqclS/e1wcCRLKeWkqbain88Qxvgh6TFUvtqdoDt6V548/fmArRPv3BSG+T0A+NE4XxZTHxDX7v2GeFhXdI0zdVYi3ik6DpNOx1llr27Krov8WCDR590OZKibEiKlSClReun7vu/6vu/73kvxiOi60m372rgppiqLsTesd1Xfjznj1E2KaXXiUChlahQ8tLKNWYJKSdT2A5+OVfjGwZ7HfGXm3rM1VGSRXWoMGcu8HK0KDJWjlDFMPe0aFOwX34yhIuj8h36wNTTixCrD3b4m1aOWGLrfj2H+sGza0BdxlP32O6erhqqYaEpqpuJDpbuUJGerVenrgy+lbNzVa1FTL9NCOFVRM9Fdd+sQETHT6UUZfzg9477b4ye72ds4SIqz/hQqNj109xj7MZyKXPsZmX16HyLj/VEtqncL7Vx2ZZt2U+h1atmnU0kafZRtNm/bpm2zmbp76bv1er3ebNz7iNhut8+fPxeJ1WoZEV23NdPFslUVL0WizOa+D/s8Rvjwbg0d+7dNAW/caKY6rYAupWw2m6ZNfd+/fv3q9vZmvb59/fqliHRdd3Gxcu8saddv+74vJbbbbjrqxh7unpKGeM17IlIruLhL6UU15ZxL6aPf9LLe9tsI32xuttuulptarzebtfSlnjXr2oVokpSsbdvV4sIjNtvt9fWtmS4WTduurL9wTarJfWuac778+c/+1f/+b/7vn/313yRtxZO7ZmuTNaaWUqqfe71vU5LLy+Y//ae/b/Lq+u36xatvnzy5/D/+z//rX//r/+1nf/2zq6snXd/Vj3lL6t5vtrebze1me9tuFymnEiU1aWmrUPnd779+9ebN67dvH11diUm7aDbd5ptv/vDtN9/lnE3VVGukq7VPc6595vPFxWp1sVquLlar5WKxyG2bs1kyEblcXS4Xyya3bdOmlFQtRCN0XI6gJlL66PsYzl7trX2P6Uj02fqUc8HvIb2LHnLks38PAH7YQ5y7xjfx4M3dx/sAH3z/e1zE3zExnvhVnCoUeTATUstgegyhri/Rl9IXL6XurfNw711LP/T2Le7hMazYHIqlTHUY8qyKo0wj9F3Zeg3V+QYOHYNa6Kyb+NQdQsVUxNRi3hBOJKR49GN5k701Y1NB0mnC8MwTVWuCqh4H9f0gabJXxibOPtt68B+7oKV7RQE/zGh8lj/PLZDU/QdTB7SmYioqkpPllLz0darVVJJJTppzHmKUe5bIEV3XbdZ9Jx79tK5Syti3cDbAGs+YmEaExB3DpTh3ZiROHuFK8/WfhuPmpaHiqi7Sq3g2WbY5mZpoTo27r9fr69ubvu8lyvWbtybSNm3pey+eLC8Xy6ZJ42T59H4Pm87U7I6qYc9enXYe1wWXWsNpGqaP7dr14nIZ4e791dXlL3/5N6X0jx8/rhU7+74PKfXu6sfgeAZHxt96ShpeipfaQb4uVx/WsY/r3kVks+6LeGoW227TbWS7ib43kXbZXrWtFPfim4vlommTeyle+q1tk6pa2abtrVxcrtp82dhl57nbRrc1L4t2cfHk6vPPv/jnn3/+z68uP+46iaLJTCXV7a/TN11OOcTfvO1//Zuv/ts//Oblq2vV9vGTz/7qy58vF1fbTbzo3xb34qX0fWpTX7avX736L//1V7/57a+/+e6bX/3qP3/99e9yXq77zXrdud9uN67yVbL/t0nLLz7//Nn3z379P/7xxffPc86l7713UR2q99Y6WTpUt1GzlKzGQTUzU02qoher1Wq1Wi6WFxeXq9WqbReLxWq5XF1ePLp6/OTR1dXlxUVOOaWcs+WczFItqyVnpu8+dDm0s8h7APCDDHuzyoZHv5oql6jeP/qMO08NHpWN3p3z3qvuOKuVEvspRGMvmupdo+S6Py1s/EfdYhdlKGgpdYNW15XtttRuS30fXfFSvJTSDwVT6sjfwrPMq3HMinOOT4vZWLF7t3pvqjJSn2EtRzl2THByUAJl2nQje93+xn10IT4UCzk8P6vj2O54ruvolYrDLoh6UL10WAoZR0/4/k80ScyK/x1O3Q0rFA9Ktpya3xueqKjBeOp2tb+wVUL3gt/ekycRLirzTS1au2OpqEoySWqq0aSUkhWRIhERyTQnabI1eSg+UVRaS6rWJDNNqn2MmzFVzERjtsVx79mZLbWU+aTOMLVX+w7Ou2WNC4x1Vll0LAi76/a+K/sp8YASLLOn9UyB0x9SELq79N+fP5a946XONVqYCmlMm14j9jq4iIqr9OFdsmibtFo0phoRKeWu6zeb9bgqfPvmzRuztMx5fbvebjc5p+ViIRqlFFPzseDTfKX3rOyv1J11EmJJx6JDLpp0FkRV69tHc2pL6et04mLRqMp0HqSUUj87h04wxUvxmiNLKTXv5Wx93/V9V0ox01J8u932fXEX07Td9n1f9yxb77btihcpnXnJSRZtjjav1MKj32zysl2lbF3fRek1TMpCzSxSVs+yMr+IfhG9ubsXWbTNcnEpsnj1cv3VP3377Js363WJXtumcR/edKWUYVJeve+7m/X63/27//jf/+HXNzfXy0VzcfH2f/yP33337cuUcl9KXfRRvGiSrt+8ffvq7//Lr377j795+fL58xfPN5uubRc5q5dQyX1vr17d/MM//FY8PXn85HZ9+903312/vU7JvK95d/gEmb2bdThlOEwGh4jUAjaqumjTom0Wi8VyuVoulk27aJvFYrm8uHj05OlHjx8/eXT5aLlYLBbLRdteXl4uV8tFk1UlmeWcFou2bZucsubGUmMp5WRpaCk4LCyZ1h1MdaVPvgEj4u6cePCRQt4DgB9u6BuD39FSx5htcLtnRBRHeWE+5pwvPNM7vj2OF1vKvBR1TGtO7ejR7DWY7UP6EnUGry/S9dJ13vfe96WUKCVKyO3t+vZ27RJjGvRZ227xuthP26R7dzqV2x7PF9eSkTb/26e2SLOilwctsHW6pXkPujh7EnZenG1cvqOzkBcybUkLm+5Lz041RZx7BVWnvvF7m+zGCoCxf+1h2erQINDdZ+ODaWfR0bUOhwsxFSaJiLrGzPfXZk61dGK3C3HcIzXskioeaqFDYR2vh1pSSUmSSd0KoyZNSqYiLl5cJJKlJlub1VJdQNt76VSbJqcmtapJwkp/W9yjhFqqi27DhnKbdQXywWrOcW1t1MnFkJiPwEXFdOqZUcvA6GznoYwle2a95vdaWYwNH8flrVOdz3muPv9Cf4iPjKN+6z+d1aT31ljZX4p7+hNsaFnpu+i//8lnEiYe3nu/zslXi7xaLk17L8XMNtvtertpFo2Hb25vX79+/fjxVds2L1686PtuuVo2Tdv3XXjZH6NbPWB0rw+Hqlqdl1PROu0WEaZWt/TVi5lZKUVEUjL3oiptm1Nq6/LC+tbu+3p1qfvQ+r7c3qzH8oySkg0958JL6btu27atmY4zkJpSct/2fe8uObVdiefPvl8sskhOulw2km0p5qJRvDNdtLlVlSKbNomZNbrQUDW3i0sR8U3aeo6SJcSsX11dLJrlmzfbf////er3v3tRetmuS7gt2mXpva7J3m43xXtVdy+bze3rNy9evXp1ffO277eLdvXs2Ztf/8NXqtqXsu26cT2kbPtNXzqP7cuXL7bbdbvIOS8uVgv3slwsVFOyLKLu8ezZm6+/+n/qrsUoxYuLSJMaUw33rusiIluqeU/Npv4YrsObOjVNyklVTTembmOVlwgpvYeoWFouV4vFsmmbi8XF5ery8vLys88++/jjj64eXZrZYtE+fnT50UcfPXny5PLyslldLlYXy+XycrVcNHk43RShInVtaz2pZHa6APd87veBp2PIewDwg3eur7U+7PR2xOkR0K7+vs56c9uZhzCVLNfDfV8iPs+dPrQ3KGXsUT5U23CPWHd+25XwKB6l1F520bt7H6XW4Ih6LQsJ9zrjZ7sJMx3K2bmrzwJH/aWNZ+/3+6rvLjNr6zBO78XZP/nU5MDd2Xp/LnEvketRWD53R3pUa2d6eENxGD96LWPvLmbJ5PSk3V1J4HDN524J2vTqy6yZnYaMGxdj16xgfoZBa9DVeZf23f2ampkkEzPJWXIy1ZyzhocNs7NTb/syTMjVFZvuEj4rYVPqLOSwPGv3soXUgj7jJPBUuWWcwRYz1RAP9al2S137qSdXI8t7VE3AD+izdDYvEofrOUVEzCS8v3776vHT9mKZTSUnK5G8H6Scttvt+nadc3aP29v127dvl8tFk9t54Mwp18m26WM4WU5mEdJ121I8XMxMwkvpVa1GOx+yoqqqR9Swp6p930+dHkOir2fI6hSU1uwRXddJiA/Bz8YiR6XmvUnXdap1mbT1fVmv1zULmWm7eiy66bbfbzdbEfcwkdYs1YSs1kSTs2VV0WY5zEFJilCVSDokJu+Th7qEmrlb34mp/6df/X3Sf2jzwot6Ea9hTySp9X3n4WZRa2x56bpu61FS0vVt9+LFtUSYmai6RNd1IZFy6su2eAn1kCLiXb8R3Qz7HmstJ5cIjaFdTd/32/Xt2kyz5ZzyNjqJCI/a/2brRUTMVMSLFxdXMx/qbpbU9zXvZd1EdH0p4+bh2j7D1FJz3abcJDN3ySlfrFYXFxeLtk1my3axXC6Xy8Vq0S4Wi8Vi0Vw8uri6evLkyWeffPr0yeOL5WrRLpbLxaJdfPLR06tHj5bLRe31arbbg6dHJbMefuCT9wDgh3kuW88PKXUsgx8+Ljk5PMmnsr8nTQ7bGwxhRMcBzzCaD90rDzKrh6muaRwk21AXPyRcdqsxh7kkdRcv0Rfp65Rd78WHtZi3vd92ZSy/EUPNzIhwi2lJnZro0LvchyKI87IuXrsCD3+7itpY3G68nI3fhsPJ+3GGJjRi2CY3nNy3U03f5TCZ6EEvo9OvWJzIe3s1VMaYFBLjel09vu/ztVVjXsZ07zK7HZDzu4pzue5cApwVZZlNV+6PhmsqHwrQDYXr1Gzo3l4vVMZidSomKknFVbyW/PHdRtD6qiXTlDQlabKmZKo5XMNDtNbJ8RhLIqSkYsOEt0qYiqlaLbXhRbWG+DEQqg5zOWOfDpkmHkM0dJyC1OnoGQ7piF33LbNZQZfZIs7xAPOxZsx8fm8/6h887Tp/X1HK5U/y4Xm2+d7ecRy781RjQxQdVmwX79Y3bxafffrocmXqpuqifV82m82268zszeu3b16+6PvS930p/WazXa1WuWnGefS9naq7d6JPC8Ft9+gi+r5vmnbo4jCtRTAzjxJupvOe3TEc4HVZe50DDJFwrzvbYnaxcYFCDHubRTSl7F4ipJYbUYlSOvcwS4vFYvXoaVeur99s+9KpRso6xZraPbQUHdvIjx8yUbw+vNCh6HAUrz1iwrabddK+bZY312+6bUnDu1vFwyyZWjLtSx9ezESkiEVKw5kbSync+q2vtxurlUCTbbvOxS3Vz38XE8uhah5FwnVqbagqVhtoas3DubHFok0pZ0samsxMNCJyyqom47S/iPRRRCXlLKYRUaIXM1UJj/CbrrvdrNfR98Xri1TbxmhNni5SvHj0so7r2+v6DfdXX375af5UdbXt+uK+2Xb9m+v29Zvb21sv3nXdo4uLRbtomybnPOxEj0fj2YehK2M9EyHzRn/DF3ecO/7JewDwYzgP7cfNoqbpq6F/W915NA5UdK8ewLRXzNIsGuwHCjusMnhQSG7anuSibrvveC9SXEovfS+leF/cS3Rd33VlyHse/a7f3VBc0d23Ets61BqWL9WRtMpQ/NCG77DYLxepOk1BusSwDK+O40Ms6jVj+g4MHcKej6P8Xa6KsXtxhIhrDItR53el4wKv0L2teDpLynuFG0UibLZyda8PwW7tZoQONRwO853Ovqp1b03mfIWmH+/YmFac6rTDMmrieuea9bP7090SxDioNRDTs1evldSSmar6Xnv7YdmjTrsNh1hWIsrw86jNyiWZ5mw5WU6akiSziPHefex5aGJqqtpr1jCPGK5oVsyK9MX7XSmgWq9Ho858DLG0zum5h4dMx4WMc30xS9RDS4Vxt9X4LvBZ2HvvnDZNL/MJ96eLefecSQsTKcNUbkSoxXiOaDp9EN5v1m9Xy3/25MkjFRfXcN9uu5vb9e1mLabPnz9/9s3vr69vxiXimlKu033jya+xlfrubR59X/quDGHEUj223L3vS5PrpFyuqcPM1FKYqPuspUQM51tUVC3nOh84rp2IELGIOg2odVOcquWcSimllAipzcpvb29L6evnYv2he8k5PX78dPXoo7fX/vLltXtJWXPWiBB1Myne9WXYARh1wq2+n7zmwWSaQtU9Su/auCUxzdttp5KuLkLNUpO2603pPGm+XF0ul8umSSLSd9sIV5WIXsxzrp+lYWZptSq93ayzhKil3GSXKN733lsytQjx3jcertaoDu/rpCmlnFNrOn6VSLdcLj7++OPc5P+fvTftjuRIskNt8YjMRGIvkEUWi+yF3Rx292g0mtHTaP7/+yQ9Tetpjnp6YW9k7Qv2XCLczex9MPeIyEwAVSyyKfa89INDooBEZGSEh7tds2v3WtJm3uzs7NRVpaoIEIjrui5thKCgyDwajbkKhhZTTCoppRjjYn4+n13O5/M2tqKGSN0mzMxVVYVQZ0M/oPls3jaNiv7ghz/8/LPPP3rwoBBF4cXpWTI7Ojw8Pj7e290d1TUBSoyXl5eB0ERSSiGEENjxnl9tx33+T9+mmMIG5/PmNWeL97ZjO7ZjO/56wxvKVLoBZOjqEB5VdhDKNuRW1qFDjq6hD3A1V/AAoI3axKz9pqJJRMUkmcvii3iyOftO6dD03NCMzFANiz7Lqruey2KAa+d7ohStb8HaPFcdItrctUdDbUjrTedMwXofJERA55vmSMxUCe7UpVir/nXtcutVuI4XirDyy+FfW/6d3azKtlaGLYqRdgtmWD/CJtt0pdkDb3CavrUMMmiY1Bt0PgGAgBCZMDCFionIRLs/FjRnPGHWv88A3LLKq5br5VbSrsM59N8r91LNckAJLpyXLTA0JwmY0P+KRLNuEBKxwzPN2Q7mKgQOTEiaVFKKKZllqmpP0dThJ8Qh0c8fgrXi3nb8u0msrU1t1aQamWF/f3qwvwegpihJ2qZJKamqgi3btlm2zLyzMx2PxyGE6XQ6mUw9RWQKYsLMREE0uVg/E8cUVVTVqiowsYGBJUJECAAkqaswO3nSevs2AzNjJmYeVJJRTUW9q5cI0QhC4JKSSCrq3uEZ1IkhAAeq65qQECklBTCikNK8rscf3P/w4tquruZtK0dHB7t7U9EoqTXUqgpmSTSZicNRAFTLIp/uZcBcm5kkjTFBSECKSIEqooCAJrAzmd5///69w5OdyY4qzK9nMbbMOBmPJ5PxZDJiRuKOsgEGwDYCYxHhquKqYmaXs1G0KO3zF0//17/+z9niWiRxQC/BqSoiMYbAFQCqmCSdTMODB/d/8fO/HY/HTdO8ev5yb3daV7UmjW0kxMl4nN1bAcTU63tJ0rxprq4u58vFYrmkRoh2kEzNKLCoImLKqUwLdahH9agejycTQooxJolJkhnsHey/f//+gwcPi7GrQlW3KnvT3el0Wo/HdVUxUkRcLBaO/52+qyqc63uU7zHmldC3fsZExABDzicOv+8m9xbvbcd2bMd2fG8B3U2AI0O6Dr6UX3VuA9gpy5shqCeIBxhkBfgJAIBI9i5XVcmddZrrcpJdzmI0t2JS/63bIoi5kHcuWiChEYAVc6GidWGYdc/A1FBVOrRXqixUalSeXh9Yo3Uwq4hNFgxjVK4BZZCIXuDETtGkoFVb69/LmXeFVZs67/4rXFBExA07gQ71bUb9OJT4g6zSsRlc4nqQuVadsFxqsKyLYpuS3beQ1IqaX399VkmDBhtKHjd8BltDgLhRPSmCJMzopbmqYmYGx3tmAJbQIpp6vjx3+aiBEXrfpRIYIxIZETD7FzrkG34IdTYWinVCmgoqJqI+QQmNCQOhUp5RLptupqJ52lSB6pqrqmJkDZoSc6QkJpmXquhYr/vwmDslDXp1lp7VaSt8PbvhPnaiNXeV8dZw4xZGfsdr61ofZmewSQAiySxNxtX+3s7uztjNFq1rpQNMMWnbqurOZDqqR5PJTl1XdV2P6pGqIRIzgBpSto50MSdEZAoIxgCElJV+EYiJ2St1RhTQQM1E1STT05kY3EwhH4ZUk4nLWwIgMQdQU7UkSbUzdWEnOSQVSZrEUlJVsSgpiSRDtNhKynW/ajKZHh2/9/TFV+cXl9Pd3XvvvX94sBelWS7nqmk0qrxNLgQKIRCRmiURNTUFDnUVAnOlojGltklKrUKUpKN6TMSSJFD48P6H//AP//jggwc7453ZfPH08ZPZ9XVVhZOTe0eHh7u7O8wEoDHGbGYOAEIIzBwoMBIZQlVXSJg0vT57Vf1O/vjVpBqbaHIbT1NQVTC3ekE1NDGraGda7+6Pj+7tHR4cqNrudDSua2Y2sdRGNAghOBQzRHW2OuF8udCrNF8aJeXKKkC0KqWamFEpl9oUDA1VuWKumSrigABg0YCAGFWAq1CNRtVoBAAqaqq7+5JUxqMRVyFTOhANwDsDtfRdq6i3PiMaIKhCh/d8CRKQztDjxgHFomaL97ZjO7ZjO76vAQmuxYK4VrjxbiAbqA922Kgr+KmCFGVnZ0Q6V06zkgqYQYzQRnNhlZgkSooxxZiim/eqiAhA8C3DYCj2SDkAITJwiyICGyid576ObJhuBklN1/QwO4RTNCU7iUfs/gfdh3TcqoQQqGDKHvwarLx2UI2hAcqxgeO5mWLvkoC4AsmGxbUSx6/7iPe4yG7W1VkxJlhxtrgRBmy+NfZFS+vmg92IFrtWQ0KzoYCk3SC/qgO/8tvxRr6ZREWVpRA1CYEZmTEwhoDFEtvfXREx4dB73JlMRuSVPf8rCAyBIQTgAIGRqdNFBwBARiMEMfEMhFkSkkQxictVgAIjBOZ8vQiZ2dV4RLN+XcVUM9XMzEHZKuYqcBMlRgFwSzFLWnw9bCDC2T9oJfyybpZ2l2fdR9427soN0O7/T+ju+2DnsHFCZIXkXR75nGkggJhaMNnfm+7v7kzGFbSNucAmYhUqJFoulyG1iLS/f8BcmcHu7n4I7NqYVVVVdcUWnGSJyLkrLCkR1zUTBfdC8JWTiEKoRJaqEkJFFAAhxpgFWgy4qhAxxYWIKRgzJbEURVSYQ11Xo7pOKaWmnS/cSx29tGhGqta0bUqtmaakMbaL5dwJn4Ts6zsA7kz3jo7fm+4enJ7/6/nFxYcfPfjwww/29qZJ2uvZRYxNXQcDCYGm00k9qhAgpdSmpKYAFELFFJA4pRTb2LQxWRvjcjlfVlVUiUrdAAAgAElEQVQgJAu8N9374Y9+8F/+6f967+QkULi8uKwYzs/Ox+Pxx588fO/kZHc6BbCmWV5dXdV1xYEBTGIipPF4ElNyoDqZjoFwvpg9enJ5fvFatalqrICTtAAAjAHYxFJMMUZVRKTAIcny6vr80ZM/AX60u7O7uzfWJKotmFUVmVrTztWZqU4TRTDFpp3Pl5fXi4umbZIKMiCjAYpaTKKmAdFAgQydiktmJMu40KRNk8QECIBARBbNcr5ceP+xGdR1HTAbcqQYVUQ5tDG2betcWWamQgwdtFUXMnlRSY6ShjawmQk8KPQBgOcptnhvO7ZjO7bjezvshirOja/A9YKDU94y0EIwAxOQFpJAjBpjatsUk6QoItq0qY2psx/T4gOUG6eQjIJpj8qyR66jqB5KogIUJYEhyCm64eZKHcNTXtHRtBWOpA4tsHFoQ0dgBozAvbfe6rXRwdXpGvcUVgwNbdMF9+5L/3XuV744Omj26/Hemw6B1uO9G1wwcOUTDgHhLVPk1h/e/DJcV4PZ9G/U0uiXqUnqZV8zcuIaApH51+CmEWfpHfIOKg4YAtUVhUBMSGhEhgQmOhAmHSqdOnsMQMEcpWVWJzIhBPKJQoWf6yUIAAOQlFpQJWIkJsTAlESF0JzrS72doaqqF1g8JCa2W8xItuOvcxAAZWLDbc+gSiA4Pt6fTGpylQ5wWji5ZuP1fGbzWZxdmdn5+bmqTqfTyc64qkJKabIzGY1qJJjP5zGm0ahmZhGdzxeEGEI1Go3atk0iCDAaVVXg2NpstmiaRuGSkIkZDIiJiZGwbWY5K0OIAimnciiEYGpXl7NHl08BLIQwHk329w4M4Oz07Pr6om1bMxiNq73d3Xv3jtWkaRaz2TURETGiZ+uYORwdHtf16NmzF4vlcu/g4JNPHi6Ws9liFipykr5YEo2KODIORG6cQqBgQATMSpjMRCEpRIOoGg2gGtVVCAiQouwf7VUj/uMfv/jD739XV/XRwZFYqkaVu3KqaZIkIss2tq0QVb7ESBsJjQjEm9ACAmhKMl/Mvnr05eMnX6mmNjUiUUwwJzsJFIuSDRExE6um09PTxWJxdXn10YcP3jt5zx92EwUqySImwwEtg/pOOTNLIqKSorUOdEuWwMTUF2QyIAAyREBGClBZ8AaC4fJZPFucUUvIOWfaKagiIhMT0bvsQOZ01hW852OL97ZjO7ZjO76XUM9tDgbBuhU3ORsI28OA+OiRd1a8FLeTVcn6meDmBzFajBJjamMSUVfOTEmSSinWufxz3oQ6nUZY1/svdR8zdG38Tq0Nilcb9DKj5q7BAN7MN0RFK9I0g3aVgtU6wZWsnu+nQ7nFoz+zvryXTwJ7ZuBGnI69lmSyteBvKAV6i1bmjR55BTRkeo4B3mBVaHfY3hffcsMBrFpF8UPf75vpgvlKqg11I6H3w1sNDgYngDdWYrp6J662LOKg0OUcKjNDy57nRMpkRqXmB2CFgIRoSOB4jxkDE7NztVzZxsxDu4FZYF/6zcxczPVZNyhDBO7kfCw3CwICombFDFNJURSRmANzYGbsGylL6c41DAvey2Xcjs85qBmv3nbsfe1heM4bJaUVx8vt+C7GTaXFrN/Yk8mzpq8XUcgbTUOgw4P98ah2bf/salCUdkVkMZ+119fj8YSZS3k8LymLxXKxWKiKz8nr67lTGpirpo3X1wtV3dnZqUcjRLy6nEuKLtK/vz8Rs8AhhIqZvcIjIufn56JydHw0Ho8DBwMjAiKu6+rq6vrJkyePHz1LqT04OPjxj3/y4MFDMzg7vXz9+uz87BwJP3rw4KMPjz777GeqqWmXy8U8VIE5AGAVKuaaOexMpi9fvf7X//V/I9GHHz346OOHv//9767ns93dsYICmRGoCYC12rCiISkJVUCASEYoZiJJRWOyqChQZEVCCKAWY6rqCtBevHy+mC/qqk4xEnE9rgMSgPeEa9um2AogAzIASxJEBpCmaZGJiABpNl8slouLq8urq6v5bN60MaZomowKCRvE03mEjBiICIEMqI1pNjsdVePpZPreyfuITAhiye0qHMxbJ2XqyR4OXnE1IBFrk8RW2tjGFMWUGJF8l+4UnVRNCBEIiQkMRDR7CCEQMyj61uj2MFbeFwrYExFEJCbnJgzcPmEDNa7PcMS7jDe3eG87tmM7tuN7ivhyVxGgYRb11uKO3VEiXRXSfxKTxRba1tpW2pRiSimlNloTfSNREU1JXJi79Nd5lByI64KhqIvKs3CLOkMPuEA5xyyadxTX+ZaClHJ5qguioENBRb/FdAjzHDCav2VGM2alo+EGvEcISIjaeYYP6oTe02e2hts2IVrWhgFwfs1wvxykRb9OaF74k52+Zk+SxC7StzssNjrAZnCDyqpfwc7IfGAukKmexYg9n7sKrOE928B7G5ExYtdFuOJdXdRmimNhru269iiogQyM/gyBEI0YGJzjS4jZWz17JBJ4XtsxHpP/BnpgNZCUH6ikGBGSUUlLOCpz5QLq/lhBs54EgutJiDgbVErJ2vVhXa1HVFWlvEaz8uhAjXQoXGODW1kyMIMi5DpvE7CfEkNonZ3et0vcd4z0AJyaYB3Aw1W8h4iGQGhQV9XBwf64rrylT9qU2igpAYBjmBjjfL6oqvro6Hg6nYjoaDQKISSNr169Ojs7m8/nn3zyyc7OztOnT2ez2Wg0+vTTn56dnb1+ffrs2bO/+dnnJ/fvM4XfPP3V61evjo+Pf/6LXzz8+CEz1/WoClWoKkQUkfl89pvf/nbZtD/8wY+Pj4/H47ELt1R1NRqPHz16dHU9f/nq9Ory4oMP9O/+7uDTT38KAF/87g/nZxdfffWImd9/7/7Jyfv/8e/+Uxubtm0AtKqqEAIAVFUduCYK19eLV6/O/vf//rcfff7zj3/8o93pVCzNFtejCRsqBAMGdxdv0xJbceWUUAUiRjQRSSlFTa22yUTRKIxJg6oycTbcUW3b9kquYtvGNr5+/fr4+N7udMe7GEVMBdompWR1Pa6qESLG1kbVBCDNF/MKCJBU4Oz04uzifDa/VgHmajFvAJWZXcDEstoNIgamyvsLVJGrEUKIjbSNNI0gBGImU5M2xghmgStAyk3CpoaIGJiFeURcG7RqrSSIMTVN26aICEhey+vXYdWUkkIAQg6BoqiZiiYzQ8KqrlOr2cldTEVLMdHfVl0NCIjcB6Jsm51ZbN7bur8qWy7dNuc7uv4W723HdmzHdvyVgD+XNVRNSVOSJJIEUlJv705JY9QmSYqaUvbvUTRTFCDRPn1oCmo4qBNl1ztJRXSR3Hzd2ZvYAQ4FLdvaalSLA3yE2V9s4GHeF/xKS5abtW1CHwclNKwdFYCiw8a3YrVA2JtnrepPIg7qeyvapAPTooz3FAU65symgOW3Fn52m7Xd+Yo1mLqpHdiFrfn3pTtON+U9O2P50kK5hjHwbRqriAjJhidD+QYbeQqdiza4dVjORVkRjcjZaUxADERIQOhahe4rZQja6fNAcfrq9HDMC9TSyc3fdIYA3gVlmOU8mcmbf1Td+JEkiZIHcdmVoQdpajkXoi6sTpg1X0htnTg77OnbLkp/pUhw0Mt74wOYy8iu50EAiGSqSdyPm0aj0dHR4dXL5y6D8fOff/7pp582TVt8NuyXv/zl2dn5bDb7+OOPT07ee/To8YsXr05OTv7Df/jbR4+fXF3Pnj1/8ff/8I8/+fSnk8nkj7//w/X1bG9v//79+z/5yU9VBYCIODATUYzp4vqK6I9mcTrdOzw8Go8nKUVRIcIQgsO2tm1FtSyPBADelUfERFzQLKloSokI2zbFKEQYozClqho/f/78q68evXjx8u/+ae/9+++/evVKQTkwBSpEQwNQtdS0DVKNVHOoiCEwmGmSmKSNqU0pJreISIY2Yg5JxNSY+eL8HA2ODo4I0ciWbeOXtAp14EAUQqhU5pJ0PKqJajBDlLZtCHRST4HzRlOHyez66X//H//y9Nnjs4tTREZiAJOUtwzmCoHAKHmzuCEiYwBkquudut4JYUJYafa7r5gQzIhYVcEMgZicNkAqEFttG1EFono8CnEpapZSMtNgHOqAhIGDa7eIpiZKldJoNB6PJoisAg23VIZqcqtDYgbUvLNnHk6uIVOWP4V+Dytb7N1ZoqGl0OZvt3hvO7ZjO77u0JuahejbCIHW9Pdvq83c+lssp/HmMLZX9uh+or2cIq74WlsmJPY1nxLxWkd3zI5flE26Om2Lob2alb/oPM1XXNgGPzKFZNgiuXeAKCbBlCRGaWNKMcWUkoAqdHKaMWlK4v8s7mKdHIFXP9CMBqWJvoLWe/jBoDd8XaHRdL180dsUU5GWXK+L2Xr/V7Hag3zR1vVL9MZ7i51ruYG5g4KBmRbGaX/6g7/zOk7ZJvsZSgBgVOiyaEOpkzV8tk5itWENBzewHPazZw1QDSQyb5nEeFNhYl3xpZ+1tnLO3WwcGMT116D0QWKvBdO9a2fci9nAGTPGy4roSIaUTYv9Ymfdd/BuPSQCT60jITGwd+6BMQJQ7k9hJuDsmUFoSBkrlhjGBiwl623Qs7FhR5ZyrpVHcIIkbIqEzEgsRAYEBmoGVUCuSFWTYEooREr+sIAp5hqiawuhGmJhfXaAtsBWzR2wxSMSh7wqg1vd1W8QPgUs/aloAAg0IGV//WLyW66nt1sFfpcaKt+W9Ogbz/nuT1qq90JgBgIIiAwI5nVoA9LE0AScJ5mFajkdYcWgqm2Tlo20CZBqAGYKO5NJ4BqgQqzv3Xvv4ccPr68XBqqqKaXJZAeRmibuTvcPD+8hhLYRUz46fP/yclnXO22b6mq0v7c/Go2qKhDjaFzt7Ex2d6cpiZfAzYyZETnw0j9bCFyFUFVsVpqgFcEIlEzILIixGAERuiQuFuM2t8dUUwFN4C9BIjCUZBqkquHlq5fPnj8DtPvvndx/796zJ18FhvE4UDAyNTVkRQQ0UlXf1YgDAHbZxpQsJUyCIqhGJkZgGLwIb8QcVWbLZVUvwKCuheuR+wMiBWJGwpQEAJiImd0vhwhUQAGYCJEMQUxfn50+evzkq0ePzi/O2rgMVWAmABMRV34uKT8v7gMAMjsnhIihlbRsmkXTBGJCRCQOhR+OhJkhYZ1HYqiq0Wi8aJqcLiIAVDUx06S2bBZcsV9yE9+UwMiZCeAtxt55kE0/sVDSvWmiLLtmJpKSJPWub0QF81K04Zon7rDc17uuvvHp2OK97diO7XgHvCcrMA/oWzu2Fc/ku6KfFQOxAf1rw3bUbn4DGMRZXZSGJmDSVb2ctmaZj2hmxq7N6Pr+HkWrATIQQnGrYwQxE7HK30GVB0ojpSmNFTD1sW2JMn2dVzAFjTAzvEJOCVKCtoVlA8ulLpdt28bk0oRmHAJzleFrUWcxckWTLoT2bqnexAEwcyOH2pWlJOZY1MBs/WpaTw7pOH9d+6DltDn1eDkH0D3Vzf9cjBQYoN/G+nh/cN+HUocdZc6d1F1P00AAxK2JvE9sJUFfPqBmvwVb2w0HMxjJip71Kl4sHYxdV+KGG/0Q7ikOTDIyvh/iPYRewOWuehre0GW3Bvs82b6yx3eWGOWe5mKV5ZhABzqROoAsftlyyc7EVAGBuKpDCMQACpgAhQBcLs6FHqhTUM3ta+qBGjkyBDFQv2lMQGjMhqxIMrwX3TzS7gHpHfAKY5SQDExRHYy6YDooUgpBgJUZmY1IHKB5Lryumdhi1CaK678YkxolgSQqYqpmyACMZoaqWAQ8Cs7MjUCIBCjmp2Y0LFP307ajQA9WlwJaB34pRSS/M6Dv6t4dt/qNk+NtMlmA34H25426o9+rMWSyrTxf0JK3GxMisQKDstekWdvKrkZwJunVyGRvJDVrSunycjFfSjKuJhOzYAZMhFAjTIgmAEGStW1iRjVZLGaqQkRmIAKmHHgyqveqME0xmFQBRzvjPcYqNim1KQTcP5weHu8jWdMsVYEpAGDbtlVViUi7XKhEsGQSU2wSY2qjW7JLqxaBNNQ0noMKjARqRSZU4ABESIiMHHKpEIzQgiXDumYM4E6ZyFVdvz59eXr26t7J0ccfffDBvaP/NzWTmuJORSShNgTAgIgBkQEqJg5VTVyLQorSNKqCSUISSoKexWOiAMSIbueDgaiulfl8MV8um/FoPN7dSwaKpGhApKaL5ZwIqhACm0irqkyAgcyglVRRpWCNtF/88Ytf/+7Xi3Yp5v5+oSJGBAVppXVyNqCCm/GhISIyEDMQpJSuZlevz16dXZwdHRyMqpGBMZGqppiICAHVJU8MEGg0qvf2dpOl6/mVSDQzQKGgQEKIBjKfL0eTMTOLCDEzh7quA1dg3CxjbCS20TuSkwu75HhBwYwAiXyrNkRMmlqNAmpohqZkLhPqKd/sFjKQLcO19nW8la+x9Vvfju3Yjnff7m/5/ts9sq3v1De8DO9WWrtx8XNi20DjGFYxIBRhdkR3Mt18nZqpIrF7nmZf5wCA4NrbzgwhcOKdZZc3RCTuYjYFiAJtgthqiipRNYnFJDGlKNeCVw6JDMxQxFltolrgFeJAwDAH4GQFkr5rxaDESZuhpn3zO71p3v3vKR697e3+z4TFuUUtl1IJVuzE1yOGYhVBhExUB66rEDhALoMQAmZ5cMqqPmUKK5i7Htqg2RKQHbciE/lzRt2cKuzbwQ9WCmU4tCIZnDMBIJUsjLHlrsByYmj9g4ouCURExgyAKIogufpXxI1MVaVrZQW6oYx6ywpl7zj5t+P7BAhXsn+AAEQACt73DIA7OzuTyQQSnJ+fNRGpGleTkWc8vlbzZSeG2S1NROTKHCHw/v7BycnJ7u5uXdf+czVDgE6spW1bEVnPDvgszzbcXrf0ojxaISH7c5FS8jdV1RCC1da2bbcoERMAzGazR48enZ+ff/bZZ/eOj0IgplBVo/FkUo25FYqyVJLidIpMxMimkJK0bWrb6B0EySWYnUZqCAoxRjUAdwQHiLFdLBpEqqvaC/VQGg1y1XBAZRw+c16QFIlXV1chhN3d3bOLs8Vi7h9NRFz+uWsNz7m7kgJT1RhbQ1Q1DBBj++zZsyoE3q8QUFNCs7quNbfz9gcJdait9nZHvx0cqno0ruu6uxfZNKHoRalqGyOJBq43dyXEWzp3ByY0MGykvmsd+no76Rbvbcd2bMc7QLK1XiP8en8NN7s/r1gK4GZYhbefQ8eMspVX4ipZEDOVauVAXaeQdRQyHDZydX+hqh62duWsvHyX9+xM75hAbCDS1yv4YVJbxriM0iRJgE2CNkLbmuM9S6IxShSJaW60gJA/ajbO6xmWlk9pYD3Xh+4dS65E8m+OTvperz5NiCuluRUxkLJ7DY3guvjpBsGP/r6uMj3v7Dd4w7mu7oirehgr++uN8fZAhgNtnZh5q7fB8OMNPwjc0llhA/7l2jncJIWJBXnZt/y4lnNWzPo/w6jIVDMGQmOiiqkOPKpCCMEy8SiTPCmDtyJJU+4nZo0E63IPmLEh9I0oA5vEcmmx50oDYNYULUKlA+kcRCSyzsIDEYEJV7sHu3Ap64U6Icyoi5w0y2+ae0eqalLLjYGFvuUU50LCvsF9YY15+fbY77sEe2vJjjvNFeHWCWl4p0vk9x293qZdUSjeCJ2IrxkUjR80aGNrZlVVT3d26rpeLOcvX71CGu/sMZg5qOrUiYY0BCvGimsrGxFnYFbieGb2WnUIo93d3f35/ng8CaHKeUDVYqk96Lu2tWowrFpq9//0/KAbuFVVhVhVIZSHpJfZRcQQgoE0TXP5+uLJk6cxxp/97GfHx0eMRI73UEY7gVqAaElbQ3WKI5iJqkqKbWqb1C5jsWcBMAD3W/HXqOZqfsKUhMhE5OTk+MP3P/zoo492dnZKk62oKjtwyp9ipe7tSwoqqqob21vhxiQR79sdSla6HTkWCV8F05SQiYnNbLlcvnz58vDgYDqZjuqxQvLsbufjAgBiEpsGCJq2TTFZuTVFgCuzfpwWa6vzLYmQYeBM2uzmX7lbK89j/qSDu9xJmyJsbnS9qNgdcdeNG+sW723HdmzHN8F7dCsiuyvC6eIovvXg9vXOaPBnQx7goLcqMw47l92+/aZo52c2ohkaZG69ltdhR1pEAhMCNA5lsUbsTLyd4EXA7InW/DNDAsCUdNHGs6v56eX8/HopyEkxKYqgSSFrqZkoiCZE5VyERKMVcFGwnAJ0OpbYo4WhWL1nR98QEq2mjdf3ie63CGsyg2WL7HH1rdAyb0+GAzxjbxWu2c2R82YmeDMG7QIyuKv4lrsdaWCuvYblcCO3cPOxuquxmcfwC0ib4BHX4J6Imr0hcr37Jx2TjVwOsyAtb9/UwYOacYF6SdgQkAlCwLrmuuZQHO08ZMnBWN+8qj1L1jUtO0oruhYLMfZJAX+iYKAmp11jYUdG1dzSCZZ1U1zawchPAAAQldiP5s2BzP4ZvGDixxRRVVAANVTDYhKoIt7gCgCQVJNAF2S5f7xLtRZF3HUQ30faw9zUW6xUd7v2vY0SwzcEfm/Mp9yk6v59c0l/F4x3A+rzuUWoWQ0/gz9CCIQG1jSLQDgZj6c7O4G5aZpnz57t7t0b7eytLBpuOElUism3nhIXJnQXo3sdDwBGo9F4PB6Px1WosRzH11sq4KegPsMiQls2OltNf3krOZp6sR0Dh/F4vLs7nUwmDv9iTFHEZyMzTybj+WJ2eXn5+z/+/vnzF8zhF7/4xfHh0fnltZfggG08qdU0OufEVAlCIInJRAEwthKb1DbRARkCGxAoqKlF8Xyke6JEEwqhrkc7Ozuf/vjTzz/7/OOHD89fny+uZ6omSVQ1FMJ4Z3/iIUaRX0ZmHo/H9WiERE3b+O+btqWc/ylJWOrXmk4vWs0YoKpqSWk+XzSL5oP79+8d3ZtOd0FVkrg2JiJWVSWmsYkXVxdJZdk0s/k8ttHvS4yxbdu2jWrZc0LNyPJtKoiuq/uRCUSKgxQnDJIOZUL68lQgX2bNM4MVyn1nHQJ4V8bwzrzMFu9tx3ZsxzvgPbqtAPIWSe2NKty3cUJv8SJ7i9BrsJ+Xg2qnkdWlSHO1DUSS9+QQuziEhopVJbYphEAGqhrb1hQMyABbgUWbZrN0dr54cXZpPDKukWpEduNVdpUMNG8/GNTZNotUBWBpzsUPIu+3DUPfPmx662EDuLEiO4I5CEF9C32KlXIl3nrfbsJ7torT1mrCt0I+GBjB98nRPlB+i0vSsxxv8EH61vmlt1ktdT8nGhSrB+9OK2gTAEAJOiZVFagOFBgDAzOo9Wzmgf+eDb5yeyS5oksmOGXx08w1s65PFW+YxV16wj0kFDKMHGimZhsHAABCyudRQmh0BpaIpaTi7nliqiAZ74EoiloSc4kjT9Gr5a+Ne0IbSqc3LDj2NZ+K7fj+DLvpvrryiai0y+XBweT46KgKdYzp8vLyxauX9XgvhC47mfWv3FTyHc/BgIim06mZtm07KIMX3aRCLPSMRpnw9FbbnYGqEvPu7t6DBx9MdiZdgsx5icxhsVh8+eWfY2yfvXj2y//5LzHGhw8/evDgwWi8o+fXABTCCIAqYjBMyXknSU0DC2iuiGsCSZCSdVlOMFNTUWWzgIhIkmISNYAp7u7v7927995PfvKTjz/+eDKeXNKlWc4BDsASdIxKf+BdJkpE1HQ8mYQqEKEVVV7R1D+quLIJwapNnV/AVrXi6vje8WRnQoEAjAKbWYq5yqdgi7Y5Oz9/+vxpE9s2xbZtl22jqsyspjGlpALuV8uULd6JATqoFgJXdV1rAiHt+sDvQGU2rO+9YdC7hU9bvLcd27EdX3enWllbbwls7oBVd7wG70B0b5Sx33y1reSos6typ5tgmZnpWdH+YGpgakDmYl39SZdjZpcupwIatG376vT15dVVG+Xk5Hh3d2dcV7GNnjUUEVNTJQVORilhE23R6nxpEAAr5qoiqpACIVuWTTGDTD3zoFxx9bPaRmxqaJ19NNjXAsJDnJBJTYg4AD9d5fCuq387hENcoaSUutNd3gS9/PSmz+wKJkQYlB/tLreD9UpdX/fTgUIrrEFlox5y5PaM2zZuHPbP38ElW73gN5Du7IZoYO2Ad7Tmrx5/9TXdPC/v5GGIBiRkIghMgUMVuA4YGImM1GzQTIdZZcTIVtQoy9nkBybjPewrwNnnrKjHFCtzr/e6eIGz6rr8SqewOnDVyB6OXcNSDg2LsaQmMRETzWKeSU3UVE0MREHU8V6eLmpkxW7EsuxTJpbaOq97w+MYbhMSfmOi/burmXUz6rbZ+G3ner4fycg3anhm28T+4hhmtSUAUU0xNtPpwdHhYQghxvb6+vrs7PSDDz4JgSFru+bVwMB60h0OKcDWJbxWeBaFpuh4xq0dRCTGOB6Pq6oq7OU8TUrJR0XEwYYjh0LatCEvo+sNQzQDTSnVdU24u7u7OxqNmal7FREx0fX19a9+9W/jcf3y9avf/Oa3+/t7n3zyyeHhPnOlioRhVI+DMRGomNv8iJiqWrIQAgGBgQsf+XqgllXDRCElJQJgZCIzUxXvhK+qam9vb2dnJ4TQNK0kWcvfuTraQFm5Y8nqYrlcxqZN7Xw+iyliVkkzpMyuBMOiRgxFG8zyDo+Z8p1EzKwe1fdOTvYPDkfjcVmHnCCbCaKL+fzy8vL169PWXRdTQnYPBUZE7YS5iYhZzUTVHfPIAEBGo6oKFSEriL/Q6Qg9AR693xgR0RQ6eN8R2jfNctY0n++Y55tP99Z/bzu2Yzu+cZq0X4rWqmf2ZtRRhE66YsPbAL9bDoS34ZC+UmOuktWRcDpuf24QKNbKZGZi1tmbZQSmmlohQiZIbfSW+no0AsDZfPH//I9f/vnLL5s2/fznP//8s08/+eiDpmlSjCmmwBUAJhFAAmIkFmvVaqQJ8AR5Ajw2qgBZAdXAVExExXpDVVxv0uuUJAnIjAEGaCLzlTEAACAASURBVKdz5O7Lg28uMHQob6C9mXvfbV3QtOwoOcDHzbz5ml/5GpsUSx2sNEze3GzQRUv9TbIVfUJEeCPMW42HVrAcDuq3RU1xvX8PAcS15hhtJbc6YN913FS8dcfdpMvesUm/bT/YW7zFGlruWkJKHQ4J/Q4iEQbCECgQBcaqQmYjBCNV7MW/O0yENHRwzwmT0tFarmTnYu+29ma0tnjkAiG640EXdoErshoOXqXQt8kCIncfWURELImjPhMBUUBiQDKTJJqSiYEqiPk3WRjBXSgNyMAUTDObbkUJtRQesXgYdtOx51ZZSRPcvUa+FSp7sz7ntlL4jcBelxnT7pFHJDR0nKLJpFWJu9Pp4eEhM7eLNJvPLy8vRBMzmXlCwvVHvL7HmYeJBqvc7NKpBaoGG/14UKiebRtFZH9/fzweM7NqIqLuNqckbdvGGEVkuEaveWkSETMRmqo6HTLGdjwawagCgLqu67peS41dX1//9re/vf/B+5dXV0+fPPvRj3706ac/HtVVSghGIVQjm4iFBE1KGlsxddKr+53UjEGSCERCJjIVM4Wk4q6V3r/nH9CbeUNVm5krS8/n87Pzs9TKsllC4T06AxzAMaR1+sNqmlKKki4uz88uzk/Pz56/eDGbzxFBJImL0JipCJiZpO7aFjP07jkFUV02DRONJ+N79+4dHx/v7uzENnrlMNSVqJpISmk+n19fX8/n86RJVJJIqCsXjUHXPEVGAmRGZNUokkjdXYKYtK4niOyKUBnbIxNSUQEGVx0uzrQDvKc6VIDG3pcGYYPP+Ta7wzCruMV727Ed2/Et4r+3YUsOqYm6WpLDd1CdegPwG56eh6ZWLObQu3Ry1cMM1IzIm4+KhKbasmlns/n11dX52fl8NmOEz//mbyY745QkpnnbxhcvXv7br379hz/+adG0jx4/OT99yf/8nw8PD0u3hSIyh4BUiQVVTEpJKEm2Ns8NTdhHmqhgQExIyOVHXo9ZcQReX9/LRmGDqss73siShR7uHLSy19wC5jHbs+VMNqx3pVsnYb9WLunvEd5w4KFq2a2Y593rJ3bTP/HOF9vbJSfWVRb+Ek/dLUdWXWvIdGzr86rrQTMnRgXGwFQFoizBJ5jNFLPXwmDWrTVwQjmOx51DwFT8JleqZL0mJwFq7x9V9FtwNVuTK3BabPAQIXjfr9trFX5m9gL0XAJRMETQaCDqtXJzgAdevPfDafYSxY06NRY7lsG9trsm/tvPru34HmxUnWQJDVRZ1TQBpBBgMhl5zxsAqGjTNJKSQU6BZQJEBlp3vA8B3MriRgRVubw8F5HRaHJ8fDwajSCrgrHzNonYDBaLRdM0d6zlVBgT/th71oSId/f2VOJisZhOp8f3jokIUZ1wKEnH4/Hnn38uqheXV8z88ccf/+AHPxRFh0tMoQ6jaJBS4/bpiBRChRAQkSiYQmyTJiOgUTVStCgSUypmrgQmKhpjNFUCrKqqbePp6Tki19VoPlvsTndJgcGVnXoGv23sbk1sTk9fL5rl69PXv/nidy9fvTy/PFu2jZgCrsgRaVc7ZcYbdhczVSaKKb189erg4HA8HlFgiBEUgBAUkGg8mYwnk3o84hBSUjBzRq2IpJRiEndZDCGoQhIvvpqqum2eaWrbloAIOcUkqYf3d9Ay8h7xl0zobPHedmzHdnx36deNKL7L2W8q3q1zCNf1EQZFRewPvl7M6quN2AeowzcG6LkxkLt6LImCYtMur65nT54+e/b02dOnT589fZra9t7R4f3790P1nqmZaYxpsVy+fPXy9emZmM0Wi51JvTut/vEf/mFvb4+YBlpt6AISiBVgpcBgAYxNGYwM+woJIWV39IHwW5/wy+FCPmZnrj0gya1XAwzeIIM5VNQssExhDaXcvllhL6ba6SnijZjHBsB0c3O7qa/Ghh97A9Cvsz27+ucmFnqnnbS/3puFQVjHrF/jDW5TFi1HfFsw0VcF72LoQWdHTwCM4AZ6RB2lEpjBe/aywW+WL0R0/jOs9IauiSHhCvArhV0c9lJ2HaVZNKkn9w4uas++9nLLCofaMjQDMCPoZ1R2KwErRUZAA1MjNVQlURVFEdDMG/WOPhNzi0AHfr1xYmHUrljYmdkad+62yXpjAgy+N74gb5yK73D87xX/822UaTqWYHYyyA7YiqBgESCN6jCZ1KNR7b9V1RijaPJVMRfuig4XM3Uzf22nw9Xlahjs+7dt2754+cLM9vb29vf3QwgiWoRDeyJu27YpJg60+hkHS3on+WiGCKbAIezt7i0I2xZVZf9gf//g0EwRkZiZOMZmMpn89LPPfv3rX19fXx8dHX304MOTkxMREzUwJOKABqaNsBmoAAUkYmfjm1qKEmMyAUIOHJIKiWJGe6UNzx3QU0JmRExJFovF6ekpIc9ni5N7J8f7h/vTvQz4SpZwbWohkZleXV9FSfPF/PT165evXl7ProAg/xERDPr9OrK3Jx6dNKCWCZvu+dA0zfMXz/f29phof3cPEJDRzAANCYN3MBMhUSnPOt9FVN29E0SU2NDMmThe+C8FQEwptRgZVUQd7zlVs+uMUHMHyJW1ZX2BsRW0+sbK3o1P/ZDRvcV727Ed2/GXQ3erSM/WcqGa7RFujpRwPTdXvsH1DkA/8ioWWJVTt1w5yptiB8GySY+aGxwRoZlFkaZNgPT69OLLL7/6l1/+8t9+9avff/HF48eP9qfTv/3FL/7LP/3Xg/3DEAJRYFauqjYlCjydTJsY//zll3F58aMf/nB3dzdUwdseTARMErAZhqoO1Yi4NaoNa8AKioI8O32DXWZNUr+NGWX5wEyY6xCabViV4Vu4zq/tqaWzcbhtGN6mjFn+gYM4pgtBsnVDtlS7SQjeskHUJt4b4LTVmLJ7o6JDXubPyj43jKg2++U2zmJtDt0UAQ8kc3oRd7gRksKmYdItef2v3VT5jR5CRCYsxTfMHgaEgSkEQm9bMyUCJiAydNpWh3hMu3aiLq7p7n+OrNZ8/DYnS4Z7av2VpkGSAruwJLt+WGd40t+iIX3XK8+q5vKbHugaoJl7JbvGrbVRU7IkLiVIBqBgoihG5iK4ZgCYI68BA7VMUAOgNZe2gSUKDNot8Q6wtzElNlSMEd/4nH5NMIbvMK82ekTX6db/PgYhIZr6foDk+QNERUigLaFMxvV4NKqqqovBRdUbAXqZYgVTNdBSm4LVROL69fRWrw6HePlusVy8eHmBiEdHx9PpnhnGmAgZAL2kxswA5uZyTseGTsvEDFYbmDtpR1MMXL93cvLsWZNSc3BwcHx8vLu726bkkiV+luOdyQ8OD/7bf/9vr169fPjw4f0P3t/b21ksogiqZa4pWOAY0HGJmpF7/GHTxLaJMSZG9mSpXx2C0rNr+YdRYhJhAEnJ1MRgsVg8efLk4vzi/PTsZ599frh3wMVAc202OpmTmZCwjTFJSimZ6XK5XCyXo3Fd1YGzmKfPV3NICgAUAjEDgJiampqxMTN71+FyuZzPZnVVmQg+eDiZTELgFFPBz7mUZ2au2+nzBgZwVERJFY2GTy0zhxD8HqWUIORUskgpAnZ3SkFRu3XVbI0Ns5JDzIY69vVTG6tji/e2Yzu24y+N+m6jWeKGhTrehBXX4uohC/TrxL1AnqRLKS2bpSRBw7oaBw4IlJIYCJCZgqiJQVUHAGja9vz84uz84no2BwBizgweIiIGBFFrlu3V1Wy5bCaT3cl40iwvzy8vZot5E+OorkMdMFpM4F3yBKAiZkbERmw5DC1ENk8xFs1DHdQyNdPjlAwRc2t61xNSPNYMYZ0R+fb9YEOM1LWKbNSJ1vOOq7dP3w5p3kaK7NGCdoniQSmo1zO4yZX7NsnKu7Ohtj4P3x1l3fGH373/u/swEHvjCHZFbod8IVAVmAkATVNC0Cyv0sNwLf/FAf/WbkjK3Hkp+oREZ01SqHC33RcdqC11Yhhd1dN77wCy0qZq+TKISWOyGDUpJLFWJCVNg9SOds8R5OIe3LyaIHxj+LWlcf4V5CH7nxmAgCUEHdU8qkNgt0RXF3y9ZROzt6zEDymgWISFm6Z58eLFdJrJnMtlo6qj8VhE2zYuFgsHD8W7j+hW8qipKagiQBUCAATm998/efr0q5TSD3/4w729PTOdzxfLRRNjAsC9vX1EfPz48RdffHF+fvHP//xf79271yfCsqsQIbJb9+WEjTrXEp27GDgQoKk1y6Zto6oxMzMZgIj4MhJCCCEAUUrJwHcrappGkjCGGFOHhG8cCmAiqlrX9cXri9nsuhrV0+mOQPLanaisQGyizgPdD5vc2s+Ugnu6kKkC4mg8Pr+48P6Djx88rHd33ScxpvT69asnTx6/ePFiuVz6X6eUkLmqq+l0CgsrujvunaMd4u4UpEbVyA0V1ExAiuhOac9zI1C04hr6HY0t3tuO7diOb7533ta2h2bo9nQwSFD1eAQ7jkpvhbSho9hF5w4AbIhPcKByULS4PNmf9eMNLCVpm3axnM/m1/P5fDabnZ6+lig7453PPvt8f28PwXcjBXILsUzoUjURbZq2ado2Jm+UGIqa+DmJ6NX17OzsHDEcHh8TMaCJmQtsEgIwopiBIhqxiYqZEpLmz9aJzyuCoUnxSetpkL0nQCenYgYqRNTVnbzQOVDPhyy4AjYQ3LiZSbiSve6FOnGtYtajT+s//lAR1DczL0PmDbv0JKzqjuEdlLANd74SJ2Vd7gFp09YUzPoaY4coN93RYe3zlCMa3No+YR2BqrS9bUI7oreq770RguZuzrfGlre9S2ZvUiknGBapCWDODXtEACZFbcV6unNXycQVgrXdCvOG4LkwPc1ue1GZLLhSqS9MX1shx+KQyZ2FDUwtIz0UBREQxSQQk8ZoMWl0ewbX54TOu8pt1lHLlNVhzD6wrFTniBZ9lmzRXjgBtu41ibbe4md351pWyMffHjB8ewnQtyoO2F/EEvDu5Mvd2ZPbhAe/XhYGUcHUgPsMliIog4i2ZHFch1FVBSZNKiJJUhtbUUFUJ9qbeqwvquomDSriVE8YiHCuKhKTG4d0P1fVFGOMcXf3vcPDQ+9M9Uq3qrZte35+HkLlkjBEYejE0BW0Biu2G8GjiiAYEzJT2zaqenJysrOz48KSr1+/vri4rOvRZLIDYH/4wx9OT0/H4/Fnn322t7svYqXMZoDAjAIgxeIEAMxrVISW7TrBzCmLYqbkGU1G5zai5n55JDKEpAqACo57zLK0DDFzX/VaSfuiIaKhmYUQDg72X75+2caWmEId6lgTcxsbU2ViZDNEMy2UTegkedzMXUQ4MDF1lFFRbedzQty/2H//vfenAEhITChgZvP54urqarlcKvRiqkxMyNm3pqoIydRiil044MjQzCyY318THNI0s+iTmYjAgKCb3d4Lq2W9IQIAzPAbS/tu8d52bMd2vAPGs1ty2bjaoe54bz0G6RVAVnlSvueJGFGREDQblAE6yUrzdgU1peySnfP9poYEqqQG5oUw1OvZ8vT09fPnz7969OeXL1++fPnyqy+/1KQfffjhycn7051d0yiigBkmuohLIV8A9YE8+VcIARHFlJCQCIhms/mz5y+u58t6PJ7uVDu742pUI5GYgYgZGoJoQgqEZCbgm6ZlXUJySj8ogRAIqqtfoBGLiAcYCECEZqRd02EudWj3z9z03pF8MoDBNVeKLlCADUGRwjbKNCUY6Aea9TW3bKgAoJbvolmPG4sKf+bpqeZ+PSxORVksB3oRts2Qrkv6UjaSK2bfAwVRtFVAsCqW2Ul7D6efrSGMPtsAXRAzkABdabmBgRUibuhl9x7dg0rpHXott1UjDd5qa7/dPr5HEyU7MWiTI8hSnERMaCZgQlm1xCiDagdsWsBML1sy0IlFGPThbSqsmt5UCsHyqyw/lCu0/hba9c4NMFXJXZAWdU0VVVUxUHHVTUwCKVkbrU0SU5boFHXlI8pGD12DbrmLat2755pGZ3/Vdw9qDu+1M7VGWBNSHcpLrBdAN+9Rl6/CFT7odz9us2oYrun4lgjq+7lN3eK97nKsVlw3MM9ICawxNSDtaBJGdQhEEhtJGmOazeZtbAE1t7yaAUCSpKJ1XSOiE/Y6L3V/4ovrjHUpQhHpLn5KyQx2d3fv3TvZ3z9o2xYRQwgxRhFtmubly9fj8WQyGRNxCKHTH/EF2Xcl/8axnHcStm3r4tNXV1eLxRIRDw4OJpNJVVXTKZ2enn711aODg6OHDx+mFH/zm9+Y2YMHD37wgx+MRjspWlWHJAZoREaESa1pmpiimjGhC+Aakec/VDXFJGKgUIVAHIjJc3whkCVExdwqYKCqSAymMcbAYeSfbTwOIRTDCd/s8+YO6Fk1BrR6VJ+8d+/Pj7+SgTXFeDJRTQmsqipjUnFJnUwL9UUCAFwjM0piYUyY8bZpjNFE2qpu27aNrZh4NwczT6dTYk4iy+USmZi5qqq6HhGHtmlTUkQaj8eqGlOUlJAohJ7J6f+NbduIMQUT1+BBP36ZAIKus0MkKakaIvWkXDdv+OZTfXX92eK97diO7XjHgOGO36mCqjqXnvDGaAMAABVSAiTgAISep7fON8yT/KpWnKPJs4lmGkJwaTU1cyqaisU2LZbN9fW8Go13dnbPr66ImTl88cff//a3v/3id799+fL5bDZbLhbnZ6fj8fjw8DCJG9oGRLfp0lvs/NZKLu4m7QFwLqDEGM/Pzx8/fnLy3v7e4QfEAZkBQTWJokefZAoIOYeqCqQAkjGEKVgCEEDJsXHO6QIRZSjS2xysGLO6azSB3aSIA8M2jx7yrdem6MbvfevKgbLe2A4OCoAGtM53upnB+xcKbu+SP3mr2Fe7/75zPeQOmPcdcHZww+qdcMPy3ieu1/v6Am0/SRCHTvddQX7YOoLrXuTrYhVDzzoczgQrznq22pXbue7pCmRCGxSZ1EAKezMJZJ+97LZX8F5yCz4QQ4VcXSgFw2ytDl42x66It1LWW5vYw1/anakv3e4Gfz1Dc/UfFQxNAziXQgA0pWXQ5WRyUNVUuHarjibspHxCoJ3JTrs3ZaYQqKpDTOy158HK2TdF+ypa1zV5v5lZCHx8fPzxJw93diZElJIwByau63B+fnl+fnF6evrw4Ucu2vlWi5gqqFUhBMYYF48fP67r+t6948PDQwBomkYVYoyvXr36zW9+d3R0NB6PHz16fHR09JOf/PjwcFpVdUq6WDRqoSvxAQHllCYQIYCLW1sUFRFNmpKYGQKqioGJwnARKRuH6kbsYApuPJhSqphDqDhUfRqCCBAdB4YaVeX8/Pz09PTFi+dPnj09v7wwsAM0QCCkpmmywbwqbljUElIIAZkA0JOnzEyISKTicirSLZuiumyWFxcXauqITkQUDJFUDVAR0VRTG5eLhRmoCVgODrL5RBGqMTCX11aVpmna2KSUFIyIQhUAN0INzzfppiPxt7Z3bPHedmzHdrwD0rM3Bp+dUCOsGM7mBaxjHtkgYvSiUJb+MOvoTiLS9T8gojfYx5iWzWK5bESipnh5cXV2dnF6ejFfLB88/OTHP/7p6en5eLIz2dl5/uzll189/vLRk9PTV+2y0RRnswUii2jZ0YfnhyuRbmcqlt1swbrNyzwBSUxc17WZza6vnz9/gSTvf3CUJOfP1ctbxbvdiRtgopoMxFAs+zaomQAIgIApAoB5+ZCKAEMRGc2SKB1X03pPWhwGrwOHqTf1lQ1f0mmIFXegTGixXnitVy+0zqSaCLPc40pTiw01HTuiIOIddYK3QVbl82meaLSu5nqnGV33Ljg8M3zDeyoO28jwRry3onlzI97b5GGufYPw9Zg7t10uyrZWvcAPZd8FpiyPYN0kyU8rwYCqTB1OxBvyO0OjvSFJtn/5cBoOn6aOnpztHSyDMenniBl0EqHuoIClamcpQUqQxJKIJBPJCDAmEwVVEK8cYjZF15KVyF2J1r9HZm8Okid+bp3/V9H/HNT0sNd06ZaB2xMNA95yxxn+y4ugvFv9bf0B+T9RebytUvFNPuktqwyV1TgjMjSVuGSMe7uT0agCMDe+SyK9EHQWzCIm3tvb09Qwk38RkYt+dXo5BS1mWwVvWBhqq4xGow8++ECzb5s3xWkIFGO8vp5dXV0VyZZOinZFxnFNYspPMTCr6KxtXz5/MZlOTk5OxuOxX4Gqrqq6iil99eirJ0+fTqfTFy9f/v3f/8dPP/20rut8zpor+mpqyIjFcA5d6okUslVckiTJtSmxMGAyJZOYkbwciWukYCzcGRFp29alaMwISiN6jgtKotP3/6vrqz/+6U9//vOfnjx5fHp+FiVxCG3bMLOBiSQRMVUEICQmAgAXSPFDISEh9YxRJ7+ubu1eL42puZ7Nnj1/PpvPnEeqqqhASEUOh03y5/doxsV/TNRYHROrWVJgBA6BCM17p3PSGL1k6RQkgBJUdAZ8rjXcndrX82S9YeYPH+ot3tuO7diOb4L3NkQ4y0LDTMPwzbJv9YrPghlw5bQ/j1CRuAudO9qYxRjp/2PvvZokO450QXePOCJF6RZoACQwIDgc8u7M29o1233Y+//35V7b4XB2SIJAQ3V3qdRHRLj7PngckZnV3QAJcrhjFdZmKFRlZZ46IiI+90+QFc+AyBEhiG7W25ubm8Visdstq839n/709Z/+9PLrb77zRfF//J//15Mnz5erNfls5vxuV4fAWT7JslJYGdH5zDnfpzYbvx8QKB2ffbCFUe8NGNy0hraP934ymXrvm6a5u7vLclgtnzVNK6yOEAgJkIgUCFAji2oUiZEDaKbkFB0AKgikMF9Bld64a7RfQQBRGU7+cbSFGPpSOqTP4gOz/8Em79DZsjfF7/CegYg9y9QxwgH1vUP/kbPm+Fs/cO0a2RscKhlgBLgBwUi1tkG1aOP37mXtKneEKzn2YhjBYNy/5xHf8p7mAgcjkPOQN+mDno37p+bP5cod+Ssm5R52iNgReYfemzNnaguPQZ1tjKCDPOlIJJVfxvrNUavWtomKexWT/pEf453k0NvxcKFvjvWGKzJo5PprbEra5LQZRTlqZA0sMWoMHA0HKkQG0T43jxQcAAqCWSSIgu7PRV3HT0d4L32uyHABj2zSQX8AWlPdKyOMiJv4UyG9Y8rWaKL40RDoP9eE8wfCvPe+7Hg2O/7CvHYdkFXV7AknENAoscaMz89OJkUhIttdVVVVG1pbDBCh98DMfH56eooaTL+XSOwEwDZb9o8/IqBzjshZ4bLHezGyqmRZxoyqmmVZ07TCIcuKtm3rum6axuIZRjk2D9RcRnVV4/xTVbWb7eb+/v7i8vzi4sJ+mmXZZDadn54Uk7KN8fr2drXeLJbLFy9efPbZZ8wowiLqvWdFAWFhQE9I5E2zlp5LBVM1sgizMgI6IjPYVFVh6Z9asjCD0dNuoQsiKsKhbZumERFATBJB7X1Q1GJnnXNFUezq1e3t7W9/+6//8R//7+vr14BYTidZnocQ+/5haFsRIUTvfGLbxhiZAQCdI0dWZLVTJqkTCBm5LPPeewO0WZbtdtVqtfr22283m21oIwDYJSCkGCOrEoGIogIhOe8UIUYrPEWkZKAdY0R0zlOi2ipmmc/zPMtz5wgsCzRBTzJ819m5sB3YaOnRjlb/wNNwEGN7nO53QEt5xHuP43E8jj8P8h2ADnzbLhYRiPbkOIBKznZ45BJpU0x+Rp2cx6apyDGEJrK0TRtCKPJiUk6zvFgtV7/9t3/7X//zf4UQQ7Nuqvv7xeq7V2+ub+5efPRz7x2A1lVV160IEHlEpx0fjEVZbG5lSAw3JHTyni0P7nc0hu2F9/709PT09HS92YbATdPYamEybwAmAkJiAVERjaoivQgexxI7C6BO8/bxtnK/E3XI7xcAUttA69i0BVKG78h85QF/ee0Wmv1uxF73CUChNxM5yAtSBUGF3oHnkIjyQ3eiP8U9+Z695fF1pf3DHe0R4f2uFnpsW3P8KfhOwPfWY/uLT4ilCHc3uUt26t2ByHHX7vhKqXZivIOHPiUojEsKia85dM/0wHfFSFN7CNfy0Du6Jh5wSBWQRZkhRkiQL0pkNIUeC3Efm459NoQDwN5788DVV/fNYSUlYY1v+8MZTP6clPXH8Xc87FaRZLJBAAjCsQHgonCXF6dFkccQ7u7umqoJbSQi55O3spEviiwviyJOyrIsRKRtm2RYQnTMXowxGuozDOOzzAASADBHI+oTUZ9C2zRN0zQA8OPatAIIUGTZ69evr2/e7Ha7k5OTq6tL7z2LbHbbza5arzdFUfz617/ebrY31c3p6emLF08uL0+bJuA4tB1UlEd+aiAWp4KSkgYAkIhIUZGIzMTTAuiGuIi3z7q2/nGU9MgNotlBVirdWCwWi8UCEE5PT6NEUUWHChAl+V42TYMARlvwztv85pzo2Bw4RWKgcy6GICLOIbkMAKpqt16vT+Ynho1FpK7rtmliYHP7tMvqnCcA73zViMRIiEVeIEGLIFKZRMIALaTshoTj7KJ3FzzFM7RtA873mYpdXVVVBB8QwPw0rM5HvPc4Hsfj+KmW0Ae3scbMMv6hdhteRVQERHHdaxSAAUFAY2hYYgjt/f39arXc7nZZlgurqj57+oFKcG12fX397bcvv3r5JaGL7bqtb+s2rtf3y9Xdsw9eqIp5YCIqEZDzZFtdC9jdyyvomF+kg23fyC1w3LHsqR9GcOn7YEQ0n89ms3lZlqqNKnDkpJNCEokDh8tcvxNhpqP7GNwDU2h3RDa0zkbf0Boly4/yfXHopUDnkYEoiTqSTF9+QOVe9UG89Jb81mR+upeSp6qi6RO7Psa4Y4XHgq4fWOl/WwtiHK0+Njvp/F2P7Sv3Pn0v+xgeeGcYx+/Boaat5yn1lGAdWb0cOCXiQyf06MB+HOo7bu8cnB8RtVvKdpMuBQgjJvt2HbNYxYiYOmQ+dakIYIctswAAIABJREFUVqQ4OL7elmmUl9j9qFOYHuviyM4Z9yKVrqFnRE0V4FRBsHq8BSWDMIaE94AjhgiRxVigKiiI0nGdkwkHkmiyt5VRN69v1g3HrIdJj30Xo6tm4MFfoQf0hh/JnByH4/0lLbXx3fuTt+bGlj//aQXFo07dO172Qzifo/5eIgkDkCqwiCMFlRBqQp2UxenpPMtcs6kW9wtjL5IzZRamyHIkcxhGhOlsQgQxRhFxnjB5V6brYh9qnSja9zu2thuRta+B2eTuROTMHFJVicC5d1RztF+/+kKeiFZVFUK4uLg4Pz+fzWbOORXZberXr968fPlyt6s++eSTP/7xi+Vi+emnnz55elUU+WrVZJnv/Wx6Vv7ANuwNtLsMdAeIgiDQTzImurPqrTArW2aQDi5XCmNqTM9rdeT7JVW7kKEYYwiBmb/7/rvvX31f1xWoEpFZoerIuFtE8izzZlpDzuZq58SmNat1gSo6I7H37tOECMyxqnbVbtc0Td9FpSRCEZCkMlFWUHDkMp+hqoqggifnPCEoc4gcCdBIooS9zSqzkrBEjk1T13XVhpYARSXGgIDk/HBWhgLqMD/gkEJzLI/Hg0XqvYvpI957HI/jcfz5NdKDqWcMG7oNm2lnWDtHBhwWKnTOxGlKqIACKjGG1ea+bnbrzfq3//qvX3/99f398uLicjo9OTs9LQtSadsQX726Xq3vACISOS/Oawag2lbVJsaGuY0x+Mzlhc9zY7U5cs6Rc86ppmpbCnRNe0JRoOMpcZ/LCYN5pbHrbdcJOJlMZ7NZWU5ENM/y3Od5nmdZ5ggliAgAoagTFEAiR+gIqFPjWYcJESwJF1HMzkVxvDSmLXMSY2lnuojaq/g0vSEqkBHbKDl8gxy8T8pSTwIJfRjXvXUTNbRgdExBtOVJ99ReOAri0IEZeZC58eeO3lrmyAYTf8geeHCXtMPDY7w3hLyPscAYWeoQOEH7D8J7AfZfZX+8tx9M5geYag+EZho+PINgAZAdlJXBoEK6LhwLjAPtU01CH0a2XXsPRY+IkIqqKAAiBlG0tydgSS2+Du+ZnasTM6FgDQwxYozEEUKEwGN0iYppYyndJeFEj06PBahRNPeOSNI+C3X/Nu4vaVL9pZoMDsEN45sLB/Ojh/nS+9WBvxTsPbS1+9tHO/69gcAeWb27WtQXbwBVxLjFyBxN5tk2VebxZDaZzWaOsG2a5WpZ5gUgkksQDyDBthhjXVUhtPP5zGe+j9K2IgYikOnxEO3Fto93zqmKgUMAIEd5nocQmWNoQ5YV3udEbrPZLBYLEXEu4T18aFOvYMaxe5Nh0zTltLi8vPrVr351eXVlVtJZlrVt+7vf/e53v/sdovvNb/7bb3/7b03T/PM///PFxaV0MTCIpElKMAgukoRAEcw30nnnIgKBAKuTKCrCzL0Ezgo6MUYvQCkKZfxcdRUWBTMsFRaX+d7ppP9bYoybzWa5Xn311ZfffvP1ernabjbb7TZyQEfOe5d5ywv13ud57p1LjkyDSyoQABqZU9V6b8JCSOgwy5yKhhDqug6hZY59mkKZF42vOcZO1qBt0xKRy5xDl2LXRVDVk6MsZ44UqdPVK4KqKAMTiWqIIdZtvVguFov7qtoWeSmgLJHEJS+0PmbG0i703dutH/RQPJjW84j3HsfjeBx/STfv4TlIRACkE2AzACPwyIdPADRKqEO1Wq1CaAB0Op3U9e769vUXX/yhqrYIsFwu71dvbu7u1rvXl+dXqh/8P7+tEDNQurx4Sk4AQ+RIGIuCIgdAIQf2z3mb8TEKhBgji4otj9KRKW2xHPsCvner1dnxmb6nL7ErlHlRFkWRZa3PvAX9jHxJVW03O55yjStDCmQVSARC0H5fCqqWsWun8yHeXb+R7L/TUynJnDf6aL5xaKFRZxHU+EX7ErX37hrxoLI4cvocvArpPfeM/iW33V7+Ouhbds8PumK8w7Rm76f9OUHYz/vex5YDbvhzHhz9G3ADeyuCkUHL4W6hy9joIFD35/TaPjmiM8qoR97HFOBB83ZkcNm/oSiKqgioJCilBsxEe7wnCgquj/8QS9Lj5MvCTMydZVLqNpDVihiEU+VDul5f347T0dcdvhc4CHrcz+p4l+vm/gsfx/+fy5V286tKbE/m5cXFaVl4Famqar1a55eZI0oekyrJs0RksVhsNhvv9fz8fDKZECX3rzGZs0/xGHmuaAhBRKbTqc88gJiir/+VGONms12tVnVV+yxjBpEf2kM2VnqM8fnTZ+eXZ8vVspyWFu1QTCaGf8pygohGFr28vPyXf/mX2ey8bgSpd6/BlBJADoAEWDrXEyDDui5NASwgUUREAEVjFLPx7JHL8TpglAFJDmZdyQ/BOJmeyE+mSQcowsIhxrZtz8/Om/pZCAFAhdk5lxU5OhLVpmlU1JldTHLolEQaZ1ZVJOprtsaXtMthvE2JnGfZ1dXV8w8+uLg4F4lNY7JJjjEabdVR1uk2ASAC1OaDGpqm9k6VfeY9kRJFiRKjYhJyI1ByoSECgNVqdX9/V1VVnhUAEJk97SlIOrj3V5xOHvHe43gcj+PPBnvDrnvfs268sxKFCBCZA3PdtnWMTeRWVXbNZrm9XS4WTVMB6PxkVte765vX337/ddPUBNC2IUpVTGORh8iru/uw2d6fzC8uzp7kJTrPUSoV8BgcROYGkYvCectBMFusMdOsS4XT1FhgVVZlAAFEJMW3T7Y4yllPZlqqNDoFeZblJv32nsiBmGeXjqwcdZwzbfQXRRIgBTTpYopcVxUVAHQIZnkzwKqe30mYuB4dcuglgGa70eG99Jl2KqQLTVIV8+U3ltHb6oVHXCkcGZYe1hGxozoqHAYuPrRf0R91u3Udtn289zZxHe43395+GF3767DT2F9p3AOEqevVIZkjlDDEjP/Vsdyxt+fxoP2RAJkekhP7hhoqKA5NziFxbgQCEXW/RtBxd6FP7RvQnVUt+g9kQRZjr6GIGuXSmnK2T2MB09SqEbu7GIYudwGYkQVER1YxmqL5RIFFE9OreyISGB/sLvYInGOi5igJT0cJDbjH5UzlHpEjAuhBcWFk6DTuhT8Cw7/tKoUH6eQ49I5xcGf0zhFFZVWJs9nk/Pw0yyhWoamr9Xp9dnqWEhS6O4EQmeP9/SJynM8n8/k8zwvEoYFsdcY+7NsCADD1hAQA8jy/uDifzabe+/7YbDRNc3t7u91u2zaoQtvGGGX8grdMBn2JEL138/n88uKCHCKZAxnUdb3b7WKMV1dXqnp7d5vn+bOnTz/++EWWFSLgnSUHCKIqUTKfMf8ZBSTnvAcU80pLltAKnS9n4nwakOszWhHIIUk3eWgXcToOuXDOOeeYuaoqApiUk5SLwAxd//P09DSEar3dzGbTXV0pATmvqOYagwNLRbouq5jDk3XenaMOAQqAOueIUNXC0MU5d3JycnJyMplMjD7KMVrEX5Le0ciEWJRj5BBDCG3TEhm2y9Wi9IwOr4BEkBythcg55/I8b5p6s9k0bS0qCMgibix9F+31iiPyy4+T7b2XAv2I9x7H43gcf3GB9LBGbjO+qrJIFGgVQtPudrvVcnm72S6reqsqq83N7f03u13VxgZUJtOSua2qHXnJgNumqcOmmORXTy/ns7PF/ebNq2/Pz5998slHv/n15zHgt99yCFtAAoiidQiVczqflUWR2YRuMjlV9N477zvtHY3WSNuUCgICihXkupzpPVvOhJ9gSJfWpGZISoAsy/I8T3gPUFk5sLICISVypbEshyahUSrNo8IApS1PCKJCIKJkosfusC2HTLSnbXa5fZ2JP2FKV0uZ2bbn0BHmHe8ODjagx8ng725dmGZDD9BiH1uOMF57cMyWtL3Je431jqAXJmOVAe8pKB/CzuQLbsEZ8tD274Fl8sALdEiI675S2GdviuohEPjpsdy7X3McL3FwEpwj71PWVJcSftjx0v4TE1lV0HZ749pNR7scX6Mj/1LA/WAG6U5RH2rIQixk3ngiIGJ7P2Ud+nuRJaZ7iFRJFFiQGazRYSbmmh7EoceWKjeiSRmY5Dfa472EPzsjie5Hvbks6pii2yF66La2YzAvg7/UWysIe2rSH1/f+LPhzU/r/Inw9+XY+Y4f/ZAOWP+Y20VxXc5NnucEbVQB0Plsdnp6SoTCsW2azWYTQjh8c4QQ4mJxX+Tu7Ox8Op0550QiOezNOQz8IJLVMgyQmCdnluWnp6dPnjw5OTmxrHYjuhM5AGjb9ubmptpV1l9q6jbGhGKGVIQjpKfdaoYAZVl6b16gsciKvCiI8Obu7vb2pqqrD158EFn+4z9+P51Nf/azj+fzUsQJa+apY5kqa1LYahLWo/dZnhcCsWtaopUN7biICBLdWTmJfck58Jh5JBGJKlEebpbnee6c4ybWu0pFzs/O+3NFRGVZEhFRDLG+3F5eLa4Cx11TR4vF61KaEpbeo2trj/dQUgR7jJEIi6IQiTHGtm6897Z2J3UmIgH2NqpDMRXRkeFKAoXQtk1dh7Y1rSJz8HmGjhwSUEqUEkRViDGY0ct0OhWRqq6bthaJ3mUHZTfDe4Yz+1QetGTI9z+Gh5L1ty0ij3jvcTyOx/EXtvgeGE3T7Har1ep2u1s3YUvETdjtquXd/XVTbwV4Op2gq30uYbVSkOm0OL8oNptmvVlPpkVWYFH4yfQE0eW5OzsrytLnGd3dbW7vXt0tPrg4ezo/KU7PZkQZaYviTk5Pzy+fVJVcPftoPp+IxD4G2aZB7rQOHV3FPFwgGekLq9J7dw1E5H1GXd5QgiIIFsI7vCZFqj902igxPUVAANjYcYQdIy4xPBUQBUiFyCGNjT90wGI0SjfC9NnQWYT1+03z7Dwi9x/4fDyA9967icIReD5o3ulbWZ1/6S5whM3es739IV4Oe6/cq13oUZL439EYMriOZEujm5OG7YSljw9OllZt0I7Iqvstv64z1mHew+CvwbgobaERh/DAbsMFvXZu9Nakoil9QYAh7dJYVATYenQioCBq5SLjc5rAr7NOSczl7ubHgafdX0XjX+kI3SX25tDfQ5VjQVRvtvoWqczbKwU/5PWP4+/o2cFUu/HOA6dU1SIvyqKArlpU13XK6bHIAUddLUOapnlydWXul4YfyA30aes1mV68C1A1EMJ5nhVFISIco6Ea4yeLxKLwhhVDiFVVNU3DHB80/Hz3XyeigFAUBTPHGE5OTgBgsVj8+7//7pe//BWS/+qrr/77//7fP/vsFyIpMiEE6aYOYO0o3B1NgZxz3oMIszXAokTmyBItP4AcOYDket0ZrnirUR5P4IQEiNbZ67/PwjGEGKPvKrN5nu+l8HUCCu66bwDgyRkdVCXZQ3X13I4eyRxF7MKJsK3MMUqnqISmab755ps8y0PbXl1dee8tR8p7rwoxsjCHKADoXO4ceu8JkZDKssxyT4SW0+Bz77zJ5aG7rFJVVQhc5GVZTs2W0/qWSGRQc3xmxhLQv9J4xHuP43G8e/r8M0DQiGd3sG9A1fe941G0sWmAXVdiVjATf5ARv45GMirpGSsjlzWbWSzL20CFs51Tl1MtlmyczDPBAaAxFo9lwp11gaEVFojMMYZYN82u2m2367qpVqvl/f3ddrtqwo6lIdeK7lirpHMWX9ehnHJesnMS6t06rgG3MVbOr5G2nggcEKKj6STPTydnkuWOz5a3X97frr/44ouLy8X9+tpPm3JChKSSe5fDupVFFXgb4g4gKkREdk4BRSCKCQhVSNUDeSUn5MSTelTLYCMhRVulVBEVVUAYRQjUERIqEThK/QMBdeSQ0CLgUkWuC1bo1EOpDaZiOdoOgcCMPbpwcgHBThJFQ8hbsjSF3qKro6RhZ3Nq2xLsvQqM3ta1WXqOTWfpmUzcHHlIoj4CIBm5cRzwH8df6Aj7WNDfoGwbg6T0/b6LObplEAYVFYKiDg4Ye1/s1ykH3KjQRU2kXYgAKumYPdrf9DrGqz3XWA8ftLdF6+HAwFXsreCw8y1IYGO/sTXy8OycQ20Fd84ZQ6jf31gEeuI2dUyxFE6ljL3ljfYZXglc2ZMn+xwwu7H6HC7qvplonJ23igKIpHi6PhnT3jU1w9PrUp5C3xwGQRBSGDV+7RpaiWLPkQFx8FVPHn99HYEVohCLMotxO1mox3ts5Q+GyAiKbFUKSZ1U005puk0IwQ1NVwU24qi16RQA0cS66TlR7CzwOksaQACU/oppyubqps7hMdivrquO3aj0cI0Y3H2PyA4jTK5/SV8X315r0+MD+isudT/ufQeXXt2zbur/IO2Dp7vqQ/fUDeRdGDSisrfMpSQCAiDVNB2Ddv+jkYAdCWgkZSJwgqI+1yggDrWEKLJVqb1I4fLClyok6lhdE7iNEREAnSqBAIgic+Hx2eXpxx8+f/r0iaqk0HDBLlSbOrIoAagCI7JCUAiI4j06jwbkvM8QyJyr+yxT51yMcbfbVVUVI+87MKdAIJXkBWlxo5ZewCkbMJUzHWWqCEqgFFsODaNita1EoamqJ1eXH37wgYrZjYJwtOxNcgRRQQHNPCwp+qya6TgyM8cQJEZmVk61yg7SJi4lIpJzoNhFWyICqiiQWJHFe59nRZ7loCisCOgoAeOUZAgIiN67osizPFOEuq13VVU3TQo3t7xO6kNxU6qddp6ipvtVVYfOllpMil516PIsFyQRqXbVrdxNy1lZlGdn53awoorkiBRRmBkUiZwIiyC5zGWU5T4vc0Jz2owOUVgAgdLiKAIKqC4zGBybtrk4Oz+ZzyfFxJFHRQeu8wIDGbxaDvTmiYiDby21/7hn9hHvPY7H8deEicO6pqOF6t29Mt3PiFJQB+Js6TP7K4AIEAEQwIE6gGxs+6YQCcdOBK7j5kSAGtQjZABOGFIAskmd02+xgDgoAHy3Y0uwD0cZ0gIC0CpUAHUru7rZ7Xbb69ubV6+++/a7l3d3b95cX9/cLrzPi9KXEwJau6wup/Czjz+ZZlftrljctS3HqywWebZe1W+uvyXXnp25i6tcZCughC605N2LafHBBM/Jn2nOM9/eL+5+t/oPLFhcjT7Mzy5ckYs6YKmr9fX6DdzdfPTxR85HgJaIs0wFW6FWKZpbBIpkihmja9FzlslEEUGZUQTEkQMFZUZlkCBNjRwciEclEErGM6zAAkBE6nSE7pQQkFSQbT/ZgT8FJQKv6gm8GRVq2t+IAisgqqISIhModSEWQgo0FhsJgFIHR0xLRqCIQ8q1Suew1tU4CRCd7+y1jTfU3Wqifdezg3UIve32CLT1uGOcQTD2NRmnC4zUb5pINSmPqLuxqccNPbt1KCyI4rheIqkflV6apCWgTpyzPI+ef6kjOjGhSxsIgSElT2Fv99gZpFrOBVC/Jz8SuxEiCqgKDeBugLaqCgRCY72oI5HIIj7LOXITuCRvP3I+A1WQPmBXQZQ8EaKKEigNgeACafOB3lkxW5WTSWDy3KRjaiUioifyqZyT6kEiIOrGWwoT+aSpCa1Gzoq9Y60ACIhH8ekvTfVr2cM3QzaG3Qk91Ekfaj2HCBgVmSlGiqxRUKyzAcAi5gJqfDABY2b211ItHiLdqeoJaNzkNO2SgOuYyvaX4jBt7aHVjs+ZErIH1qUqKKqMIR+O3AUHe5fBnkZHdb1et6nv2ZDp324B+rvAe71xVHLGIuhCpU29nEqYqL0PKliAoo5erAAZGMNNGSACMqJoKpw5Ba+QqRJqRpiBigJ7VNLGS11gi7JxWmcgLZ+zzjIfUCNB9CHGsIO4iRInlBc0VfaqedSsYaja6AgFPDNwUPKAMZwU7n/7/Gcf/sPPZ2cnIbT2JDErIoI6UIfgCM13JKgGcgzYArY+E3KiGmJs87yYTuYmcEUy+j2rSlEUzLGqqtRdVGvUd7UMIFAUUYeESCImESARYYkK4r3z3hN6EMpc6Zxra6m3wUP26cefxRirzeZ0Mn12dXlxfqocyTvnQJUBQIEQvXmHkXcGRRHJip+esgCtMksMwlGFVcSRIxP6mRV3N/kReQ3RgAySQyRVFlYBBoAimxRZWeYlKkkEAiqLyaQoqK+UgsWvQ1nk+SQHD6vt+u7+frXalGUJAhp7D0xyzhF6VmYWVgYAIi8MwgCAHr0nnwSBANyGoigmRRljXK1Wu7qOQe7vF2dn57tdHQy7J4W/dtIDcN5xDJFFNXO5y6aZb30MMUaOUZxHVeTAtrSxssTovZ+dTJkltHG9XX7+2WfPnz07PznPXS5RIKq6xDUQUYsSHEmLbV0W7euLdBT+eySCeNCfc/ydR7z3OB7Hf1avkN6C92BPZmMdDtxvtBjSAwJwCc6NflUVwOkoYdiYUwAa0Yy2gEChS/+EFBCKHkABLAGUwPa+CCIxSOMdIwXVpuFNG+o21JvdYr25W63ut7tqt2036+b65ma5vq+bBbkW3HZ6tiPMZ9OT+fxEYB4jxrBbLBZFEQkmVHiBZrnZbrctIjx58mFTbxaL21dvvjm/cCcnfjIx05VVza+//KbN6VlZPP/888/rELb1etOuvn71p++/uS6Ki/JEo+5IMyI4OZ15nZ2czL33WeYBoIkxGllnX4+iR8AaEI2BY2sDAFS73f39vZH767pK+ezJ2z7p73v5XJ/T8EM3TwraUdsATcOXEhlGL9Bk6j1sPtFC1FI2rgrqWyv9vc5w3KFQHTvHpHVlCNv9KdiLBwpAgfE+7i33/LH/6Kgv0NFXhx8pAIq4/YA7fdeZfzDE9tADZugiKo66jqoSzUSni+IgohGitXQBUQXtdmDYIx4VybwnRAXh5NLqhDmE1iQozrks86AamcFQl5hukxx5TJkl0IaIhIiU5fmw0lPXz+sA8wC9BsGkJEqjgB5GIPaMXPOq1U6ul/4XQMxfZdyhEpXjzUQHmGWcm7yH94SDxEQJY4kiI7yXpLQsydOwT6fU4aJIh/dS1Wwf7yWfz67Dhofdpb8V0nocP36MSC34jhf1FsSpSNkBbSJyiF4hF3CqhIja3eaIEKWpFnfcLiDuHAbFtcIUICIwQXQQONQgbealKKAovFXWVGJVbUUky3Kb240tb+rurCiNkrfPwTs02LCZAjqWdQjBct5OT09PT0+LomiaBjCVbxx5okhETdNUVZVcPUe89MRsTE5GCEDekyn98jx/8uTJkydPLFTAKjIi4oBms+Lu7vb29vbp06dffvmnpql+8fkvnjy5zHMfQhRhwGECFGFCDwB1VZeTwkTpxm51Dp1z3vtI1mDXGNOC6JwTAVLN85xZ+pj2zh4MBGx9QdNRtCE0TZNfXto5JIDM+aIosizrZKgDkrHzUFVNT8K03wohpNjDLstcRJiFmUNosiybTCZ24YyD6nxS8Rnf0v4Wu3Tr9fru7m6xWOR5nhILtY3MkvqfpKrUEVCrqqp2lQqEEO2Q+gvkfeYzDwiBA6s0TcNWygLYbDbL1bKuq2k5s85d39Ozg+xZu+bgOnBzfrrxiPcex+N4JzBD/KHbBHzHN8fe4MdJBnT0Ef18Z4sL9SVPwL5D2IM9l7ZgoonclXZ+kihzygDcgUbf2xEipoxjMjGMdr9rHDlURBEJbVzV7YJow7Jsw/26erOrN3VVrbeL5ep+uVxuN9LsXL3DxWobpfG+ybOG8k1GO8Q8m1I5napmTVs0bazqqo2NI0LwrE3dVrstTorL87Pnccqqxa5qQFVRBGKEdhehjbxd3E7z9vnT019+9usQ8fXN9aRZr7b17d2G4DTPqCyctKizEtlNs4vpbBJiQw7QoYAF7yTnwV661G/4taMZGfZxTo08B6re+9lsNp/Pz85Oz8/Prm/a3oUCR1dpZHk/+G4fMDMQ8dAdpQdbI7wnIIjW3um6qyaH6LbphAdebckz5ti8baS4UuldvfcD3Ds64fFWC+GBEPZ3qQvGcsAR6utJSH2/0FjJhzTO7uzgnr+Fjvt8evzoKMq4DNKzSLsPwhTenZieB3v/Uf7y8KD2riY63r2Jiqj2uBvB+GLdOTSPgoG0qtYhMitUkei8d863bUuoiCASAMAREXYTQme2QeS6QCYjKxEiQSJGWUeZzNavtwzptXQj6KVdZ6u7ybqkY+0zBbFzpukUnoazpL8nOsTVhSbbMXaugz3Dd5/X25kIgezhPRHRyBwYmJlZogizpMB0w3udT53qIYFJ9fAG6wFnf5QpXEXGoL9jBo68WPacYztx4Qg3jhmrfftu33IFj+saCH8r782RGxb+11luR4ncRu0cn2irnQAAakq0BnAdU8Bo1b1Z8bjMJNYJRBQFbttdRjCZFWVeCGRGEXZEjrxHrHaNRJ1M8vksKwtEFFQWaZt6JxIRCyREdIgk9gQ5n+Wlc54oMSrHJaTOltaQqOu7cIZJQggAcHl5eXIy995VddXjxv6m2m632+327OxsnKw4pkz0dygRMUcAPTk5mc2ml5eXpgBkjiJMzj5dVNV7f3JyEkILCP/0T/90eXllxNE+HX40xavtJ/BoqbJPzLIstAIKBplMiSfCKsoszjlAMrmaPc+mTucYXZYjEYuAgOUQpvqpqvfO+8x733mlaBcGI3mez6bzk/lJWU42m23TNFmWQfK/ifbpfVC7cx6RmLk/MJP7OefQQhe7MneM7Jy3JdvgVtM0FpbYtm2MEQHyPO9W0J5jjMwcQlTV2WwmItV2KyIxRJ+5FCbjHStnPpufnITA1a5aLdchxKZpDJwTum7P4LIsC21gYcuBSEXe7lTvmQg/4r3H8Tj+Fr043NslvB/mHb8N6v4eFnru3EOvx64bRel3LYgbZAQFaYwMmSUE8B6cx96eWIe9iHnaZaCu3+MYZ4lFUyZ3KudjmqlRCWITV9vq1Wb3TRO+29bfrrZfLzffbbarumratq7quq5iW5caT5RPfOampZvMyqjbqt009QIxR+/Rz0nLHDOiSRs3dbMRbcrSEQgHaeuyzP1s+mzkF4UDAAAgAElEQVQ2OZ9On5aTeVbe+XJB/r5ptm21lnYRd5cA06C75y+ehpBtas6n86qJUdx8Oj870/mTplq2G6oLF85nV0Xpt9uVQI4e0aHrtNFKqIiKqDT6ZwiQgEU4MCI6ct45VT09Pfv000+Xy+VutwXU9WbdqTUUjMXZS/SdGwToIyFN13ixTSyO/VYs0UlVWAWALTyBABBNzjd4b3byK3CmLXyIwK9vD3RLV3mfg5b0HziGpkOaQ7+v3r/dDyNc+ybSfoJff9up3WaYmsWjvKtRmIXu297jIITrT5ZZ2A3OKSbHQFLA2L2y05oSjo0GAFT47bomMyYZ7Dj3sxXGr6dUL1EUVRDlFCYw7teTJ6MU2h0liZAjEj2S8z4EyTwSUdu2ufd5mZs3A3OMwgSYKuWKDJQiLAFI1CAfeeo3WH0LGlOpBnrAPxQWVGSoIo//tNSITo1S2yv3ueN97l4nFJWu8KQsI7wHOsJ7Xb1BBrzXZR+b9ZyqhhhDtNQriZLue7VGjeIIj+11XAcP/WG2xNE9b1JmHWnntKuT6RjV64Phg6oPQ6r3965Hv/v2+I2f0DPz+DCOnWz/K0Q+DOb3cNCiVUSkXvWERoAU5WRvCGIah04EK6BRNIBjInUkT5+cv3h2cnk+s7YMAeQZ5Z5yDzfXrzbrZZa589O8yFWEVYPEJrR1jEFVIFEvKLIiee9zn5dI1HXF962GZTQlkEN01sVBdN576wg9ffp0NpuSw97rKISonqz7vV6vV6vV2dlZ7/qVYg+s50M4WJgAmEL4yZMns9nk7Owsz3MiFOEYw7TInfObTT2bza+urgAgMud5/pvf/Obi4mJs00VEQ20r4UOyDl7btvYdjsIiiFiUZdvUIlIWhSdP6JwjO6t1E2azmSMXWYQZmJ1zLvORNYSY5SUg1fV2Wk4RabfbiTARaFRLb8C0IEkvXhaRIi8vLi4/+uijN2/eLJfL5XJpJ8QOzHufZVlVVTFGIpdl3iBu3120sMGyLENsRKIqep8hYl3XfUdxOp2WZSkim81muVxut1sVyLP87PS0bpq2adsmWKY8EoFaqIw+e/bMEX337Xfb7YaZicrQBgXNMOPIJ6env/zlP4YQ37y6XtyvercFZlZMU32e52VZ7rbb0LZ1Xauqo8H4Lc/zGMK4iJVmtIcsrMc8CzjKIHnEe4/jcfwo4Ic/ctU6GLTPH4SR4Yr7AccgD7358H3nYRQ6qgCk4FWcI0omFl3iEEdREEIlB0hCGAEioBIIQ4gxhhB3281qs1qv76rqtm6vd+2ru+Uft9XXbbw+v8x9hr4Qhspx7WIsnKJmwPluG8GRALDsANT7oqlls640Lieleu/JwXqx2u2WgPzxRx+en12Wfnp/I6fzn52f/mw+u5jMLibzomq/iAAMjcBCAICy+fl5bPnLr7/4n//6f3/88S9/9unTL19+tdneLZbXT5+fF4Ui7eanxeL2/uXLl9/qK/xV/sEHny5u7/3kdHp6CQBAe3HQOs5979IRyBEhMjMIOHIimhf+6snlP/36V/P5tJwUd3d3dV0NrhvpjB/cIQSHvNEfUedOmwfav9a2K8c9Uq9tufFhA0nswFhfHH/L3ZwsQIzDS6MfCMBhbRGP0oBUB3D44I1/2DfsIMbYrUHfWWk5+NEeZ/HBl/ammp2bA6J0jb6Hn2UF0X0r1/2vhvPRX6VxyweNUkkIArGjfSZ2IwESOASJbQyNhID2PDIDYQzN3f1dCNF5d3Z67nwGCE1sjLELZAkcyqLkwDufvOMUk2u3Mba6UBBQoAFVJwIkABvHqWsGEgASWfXBxDJ6FEnf3cadG6Z2CFK7OsVQI+gbttibzGKHCaHzOUwx7pE1mjxPxnti2IPYY1tUNAwvXVtLjq/gwR0KfXdI921UHsd/gZXYGrioaMUXJOrcZC2JBoAASdUoLUIgAFGlRQ3O6/Pn55//4sXTqzI2rcSYZc4ROsLcYQab17xGEombulr5LBduLWLBqIzSmReJgM/zYjIxYWuXqL6X2jG6G3s3rMQ2DCGu15umbT788IMsz0TYe0+EoY2L+0VZTts2bLfb1Wq12WyObTlTL8504wJWmbXG3dOnT3a7bVVViWfinDXBtrvN9fV13VRNW3//3Xfeuw8//PD58+dE1DR1Kkdi77OVAINlIQAAx9gfOUvLEkHZIXjvHXU+LgohREe+LElggCtZnmeIeZ4zgDbBew8Azrnz8/O2bpummU2n9mfFGESy7kTLGHmKMKAarrOZZzKZ2BJcFMUnn3xSFMXr16+t15fnrmkaqzR5709PT1+8eHF/f79arZqmQYI+zN2mqRcvXsxms+VyGUKoqmq1WoUQttttWZbVrp5Mp7/69a8X9/fXb65fff/aTqw16Oq6Wa/Xn3/++dXllXfZy6++2u12WVZEbquqqZqGPAFgnhc20TVVc35+/uGLj66unmbOh5YB0I45+Z2KeO/rulaRyaSAxE3ln7aA84j3Hsfj+IFD3gLljsLHH9x/p2K4HP30/TASH4COw+4TsDNxJMDBmoXUaJlKqtg50imiJN/HZGFVt7zdbRYKLaGsd8vl6n69XiFi3VSb9aqqF4AV+V3gTd1sq3pbTCQXjwjOUZZ5YVtuBSUErkU0CrShblppW9fWnvJci8JR7p1j1LbhaieEHvhsmn94fvKE6+by/OfPn36eZeW6utm1i22Tt9EFdcwTBQCYNy3FVoCrl9/+sZX24vJy1y6jLkJcrNavW9fi5q7MZ23YFaXjWpp2t1rfV3VkDpAsCUFN1HH0r2d4dk7a0agpJqyaTicfffQhEYYQXr9+vVjcTyaTwXcbsYt5TZtURw5xP50t2ZHgj5+6h1r3qIPQQRccoZuDO2Wcho44Akp9fkMK58XDFgd2ZUTs0gnHfp1jU8L0OX0M4bjp1/1s2Gwr7pnADOciCa1w5P6BI8v0UW9mhHeHHIh9vxDte5jJpzQ5Vh7p+w6fUz3q4o86fnsqsv0WS5fpnZzHpfNV7QISSVUktnG5WqyWS0tFKPLi2bNn3uehbV99/+2uqieTybScZN4BklGpUPc4mtTJTQhRWGJk7QVqkhr1itARujt8hKwJ73FX7hUcA3TErlGHg9xJu4abJNqmdO6/BvRED/mOBsosq70vKEsXtGzZeqqWmZ6i9jrIiH21BQ4IvdhRoBW7GIVDDrD04ZKdpKkLSd9vsvc30Qijw6GL5tAwHH9LHyp2KDzYDYa3tfj+WvjnLQGMf69dPn3wT9Ah/gQfmgEV9x9UTVnm2jnKJvV5542pAizMjpSISQU0gLTO8cm8OD+fzaZePYPIpMxAwSFk3mUuotaTfErAHGoVbttGmL33SG4o0yKS93lRtG3LIqJj97X9CJyu427NbasMxsir1Xq9XjPHi8uLLMuYmQhM13d3d396KiJaVdVuVzVN09db9sNQUpS5pK68FkUxnU6n08l2u1GV+XzmvTNkBQibzfqPf/xDjHGxuP/yqy+fPHny85//bD6ftW0TQizLPC0pmmaG3gk41ZGdK4rC0BERqaIoMDM55zOfZ8W0nMTAt7d3tjB5chZrDojz+WxeTieT8s3tXYxVDyyFOcSIRkRK1rmCR82ovni03Wxub29vbm52u5012QywZVl2cnLivakQtTNETZUwU/f1inpmdpj4tBb5YHVxEekbmCGEtm2ZOcuyxgUAMG6nfceOKhpEYxHR+/sFKDZ1K6JmRBwCR4noMKesbdrrN9cxxM16C0on85Pz8/PJZAICMSSVRYyhaZoQgmryZcVRa066akHnpaZ4WD7FHzVFPOK9x/E4fuBapQ8tWnjA3X/fCkdJUnf8K0dKpv3tqI6WP9jDe4lEJyLqiAjdUOHGjmBn+m5kpIgEiBEgsjR1s1jt3nz3+k8sW5/zd9+/fPn1n16/efXxRz+bTqeqENswm+fnl7OTi58vl8XtbSmhriI7J0VR5p4haxUckkPgvG2bJkbWqml3W663CDqb+qtp+Xw2nZLjulkjFKhzkDLWlyQfzIoPd5Pq8vyzj178Y9XUq91itarul1UValYRPhHJNJZ3d6HI9fy0vF+/eX3/kqX9+T98Am6J2eab73/Xvlqwu5uVp0/PPviHzz6WuvAev/3ua59fJkRjjDfq/OMJzYKso3SCImjH+vOOYuQYOcsyc2A5OzvjyNV298knP59MyjzPO7lFb9fRZaQSeu8xkQw7ddFYeDaaqcnwokGEg4t9zBkDHPkEju85cxAxwhHueSb2O+luH4KH2kLFxKRUGikAe0PLnrXXHwyOlCQPb8/2mm86oAsjj+IBI3SEY4cOXLqftTvFvWHfiLOSdoGC/fHovp1o/3AdWLG8zTNm8JeEEfm6sy0ZsB2lfQhIV4dO/GcA77x12NCM4BERIApXu/VXX/7hT198YduOs7Ozp//jfxT5SV21333z8v5+dXJ6+tGLD6ys6xxG1mj6E/NWRzCzcjLXdeYYI3VyoP5PEk0FjT5qXIkV2cDV0GVAQ0ZpI9GlElPKxYKU96GskiLOVVxKphwn8O2XGpATEDSMlvhOB3gvNfd0SMKEPuYdYZTvPMAzBbOv1ZFdJnS3YXc8MpjZ791DuF8SGCIW+psQD5CbDmULPESLut9FBPh7Q1XvDQM82P/9LRWAiHtTGCr2l+qBlVX3Zq/+n5I991ZIELXkkh6KJ9q8gIhyIEJP4lGlDSqNd5x5JZSqqiluMwwQOSXaaFZtFnW1vro4L/MMVardtq6aGCXzuc8y8gb5kJzPy6KYTOqmsfCDTv/aNdbNeLn7h0AW7Gottxj55uZmu9t4T2dnZ1nmWZgIiHyM8e7uzjnvnK/rOsTQ93Zw5AgFAEiABF0CO1qbqyxLe0GeZ5cDkiQA2G63v//974uiWK/XX3/99eeff/7JJ584h0Ycdc5xF5wOoAbAEFFBQ2jKaZ5lxXw2z7KMHBVF3gYMrUaOAOB9fn5+cXVxUe3qN2+uQ4gmbYyiAOjz7OTk5OnF1Ww2v767r6qKnAeFEMNuV4FinuWZ9zjollNjcPCdSpQcv3yzePny5R/+8Iflcmloy9p3WZbVdS0i2+1OFYylaXR3y05cr9c3Nzfr9dqokkaKadrWZ5lzTlRvb28Xzq2Wy7Ozs+Qc0yW4e+fquv7973+/Wi6FeTY9MQAZYrCQjMlk8sUXfyL8sshyZkZyTdOGEAUk8xmR22y2//67f0ek0EpRFGU5KYoSBpWygiozV1XFMYUWMjOoGkw1UeKjX8vjeBx/ixXqbSXJtyC6h5VTo0YGPuTU8rZPSNF2XQmbOjdOGBLajt6CDt55WF0FUBS4aVa76ma32ypEgPD9q6/e3Hy9WH67rm/JNVnOy/X1ZrtiaCPk4C7KbKK5Q5TVsmrbJsbJrPg0yyjKrm1XsWaWCBwAIYYYYkME5cTHqPeLTbWTtspRMzw5O5l8+PzJ0yyHullrmF9ni/WyXt1rfF6cn30U261I9t2rOwFebULVwHIVN1WMLM4VbYPtVib5FcC8quLsBJeb16/efL2svnHeAcW6iuJ2SO3i/o0XN89Pz8rZarH80xevTi9/Vkd8c7fabNZvgeijkj0BcxTmzGXOGc9NLBW2ruu8yD/++OP1Zp3neds2qhJjICLohNeeXEp6RfjB1N/OkhNJE7nu8LpKx37sVsG9W8iYN0bjGyD+aIeqXXLufjqdHt89VupMRh57vibvuFdxxD09fl6MjyfdD2n/9h7q4vrwQ3BM3uvIo3sX8H0+n+95qHsK7sGz2Rt4YLfmIu1fIELYQ7N20BxVxeCw90Sptxg2q7s3r75WESRSru+uv6u2y5u7+1fff7NYriI/IdI8d4rUNA2hs9o8qIAoOmcFimTKpOIICJEoEXH74oCFqvccRwVQPG7fjttTHWQFwTGrXKGPRBeLrVSBg1pCysHrp7khvqDrtqVTZ2HoKine4QExJT5waXQ/x69PSOiiJ0d3+D7vWN9ZrvsB/I3H8TdbXt9aRh1fzNHjbsuiyZstsjJNaaKiGkUikicAj0qgBEwQOFYoTVnQdOJnE+8wEnmn6pHQ3F8UQKDw5fOnzy8vnori3fU3VRvrpiXyhK6fH5AoK3w5Keo6dzklQ+N31odTxiknTxRVvby8nM3KyaQ08UXfyVmv15eXV1mWW+eqKArnnM0gPTI3Y2joDJMIyUiSbdsuFovJZPL06dP5fE6EAJJlnlUsuNwcLLMse/Lk6urqklkQwXva5ynAYBJmOQqIiMBi6M5PJpOmqZumVZYYgzKXRRnbUO3qEIKlqIuo957IAeLd7d1msXQu22w23ntAsimViBy6PMuSClEUTdroD/GIeVMZk3OxWJjtijXoiLwIvHz5jREszcLK6Kx2Pr3PEOnu7j7GiIiTyZQ1AmhRlDFKjEKE6/XaVPdW27WEhsVisdlsVBFBVqsVAORF6TJP3mEb6qZmFoOXRTGJIW7XmyzzHp1EmZQTlzkkVFCOKshW/8qLom1jtatVkrDZ7F7NRRyJWLiqqtPT0zzPijzzznWFzZ+yqvSI9x7H43jravTDIN/bMSDIyE/C7e2P9Z2/j9Il7Bnk80njl+JT33LEA+dKFFiRFWIdNpF3rNWuWW3Xt8vF9f39XZbRZJZ99fUfXl+/XK1fg2+dD0ihDTsAmcxzlwWkFikj9ByxrYVD5v0kn5YI0DTLEHG7XYYQgHA6KxGCSgUIwhLaEIIQ+slkHppcxQn7SX4xP50yN+0ua3bf1evb2FIMSoSnp6ciZdNEl+fez70/WW/0fhUVYDotmhqqrUgEKVSBeVtvq3UTt6uNzOazYjIBdEJeHGmUptne3LyWmW8rb50650hBOUZhHmwJO2XbAB56Npvx14hM6MgcjXeRZ1lxfvYPn37qvVss7p0j5iiSWUY2IVlmg6rikVmmgh4jpc4LtXdRwa430tdyzUMuoTXqjBW12/gOLvyI++S6vs0xauapIO6T2HDQSVnetKSU+b4Y/wCgGn4b+2MeqwpHevJxUAKmhyG5W+qgO+0qIjq0thMzU0dkwf5DB0zRdScTgpE9KI+jkzCOg3vbk0eoQ4tksDoa9Yl6oujg9D44YqaTqCBKauo0jiKhUuG2rha3r+0fgGZZXnj95uUXRVGuNtu23sR2V+/Wm81yNp9meUGQrHEhtd0sX08IEFTRlLfJbQX7iBFzpxPdI6ym9IXEd+tbrCDppHdx5apdRKS149DeSiyLk4FVWQ+709jzpLsuXJ8HPWZXdj9CUWQdvu6sP/HwuunoLxromtgf7vCEjMw5VQ89PEf9ukF2eYh7VQ8dtB7oqx+TNhT/UzWBx3TNY/+G41f+J5I88d3fw76m9QDMG/E5lUAQ2e4pBEZQR5bHByLAxgkERiT06EgcMGlQrkHq3KEDRglETECkXiKCuW8xxwAIWeYmKlRV7e3tsm55u6mIfAgs2moiywhzLIpsPp9MJrnzY8u0YSEZ2cAmciSzmKvKZDI5OZ3N5xODZJBcsrlp2/V63btK5nluViLO0b4bB4yeWeN0UNu22+12u918+OGH5+fnPVLK82yxWjHHDz98cXNzyxyfP3/29OnTk5MTZiZCADe2+VVQ0YEfa5aVsQmb9SaEAArGLIgxKrOVnuqqXjWr0ITMZ4jIrDG2ntJSuNtVO2YiF4QtOMaUD0TkyBkqM+DaG1zvU1fReee9d94zy3q9UdUsy50zIV9ibFrHz3tfFOVsNjdAuFwuzbilaVpEdI6YpSiLLJ9nWXZ7e7PbVc6RiDgneeaNsfnkyRPDjdvt1v7euq7LcoLkWKQsJ6dn55NJeXt7fXd/l9YfIOd8npdFnjvvP//Hz7Pcf/Xy5bbaqUpeFqadFtYYWRUmk0lTh4DR8J4BWjtdMcaLi4vpdKLCdvIHJ/CHZoAHE/Ye8d7jeBx/NmAbh1D/AOz3QOctDr23BPYQ9mJ68Og/iWIHKVqdk50GjJIExpX2kTOiOZXFyFF3ipXA9mb1ZdW8afju+vbb5d39+n7z5s3rk9P5iw+fLbffNfFG3Go6zRE5cpMXriims9nJZDIlchyVgISJIzrKy2I+m843m63EIHGyvr/dVTvMYlnMfZ6xx6Ztql212bTCfjY7mZZXq3tViNvtJgTN/TyfXqxmTeHXqgvvPWtTtffT+Qeo0xjLyexcEObrm93OrTfqM1eUOQApxPvlLs68y7LF3T1rPL84n0z8ZDqZTOcnJ3nQVSt8MnG7Zfz+269XWf3k8pOf/+zzi6uPPv7k0/OnH7+5XkpkAiAgAur8IQ8jDByRw2RI7ZzjyCFE0Jj5zOqjH3/8sc/cmzcTs2kWEaIk1HDeGd1uvz/RByIMnv89SMPExkQC0j5RSs3bQlPLrQ+IM41Fv0ECQDVWlPar9BhHJfMXGahABx6CaIYdOGgDBpZa3zvEnrp20GrD8Uifl5p4PQ1zb++mo/04jsRRut9WGRmb6p5tfv/N9G6d96wQdDbZME5Q13EsxAj97e37EyEKNTVXNaUICEpHMDRNGgACGUgiQBo78ycXUlZQRCbiqMyhbUNbbzdtXVXb9fWb75c3r0K1ds6RB2mrb7/642Q6BfRn0xy1dMg316+8x7Oz87KciDCzGbh5AnSgBGKf6QCs2ce8Fz2nqiIoutfZZyUj8RLBYGoIqgDcA6QU6WswTQDQNCMWuSeiLKnsNN6qE1E/Mw7uLGkTkvBeH6ln+xYrQYn2utABbAMMXqeDok9TvaNHdx1dE2QvlXho9OnQ4h7cPkfNCzyov/SgXn48KMI9geB/MrXzHfu/vw8tnx60vd5d7ewEuH1l1DbW6kAQQDSCsAIjCppXJYAAIYIgiAohZc4jMEoL2kiokCvULNSb3XpZZkrsUABAOITQxqapq12MATfrtg3r9WZ7c72sQ1yvdoRZVTWilcES5rjbbbLcnZ3N57NJlnnVqNqt16nC9sAW3LjNZlVyfn5SlBlzJEJyYMrw7XZneM85b809w3sDZxv6x1x6U1xN4Q2b1WrZtu10Oj05OWmaxlx8syxbrZZNU3/++S9ubq6bpv7FLz579uyp5bnbO8QYRZPhpyj/f+y955JkyZUeeM5xcVVEpM5SLdBoAA0QQGMGxAzJ4e6PtVnbB+ADLp9jjeSaDWlcgCM4FDPQje4uXZUZ+koX5+wPvxEZWVXd08BgSaxZ+Q+graoyIvLGve7++aeSSQ8JtFZZZr33Tdcs5gvX9TGEpg4xRgQMMWbGaqX94NertbCcnpyFEEJwMQrxGLzCkZGFCGLkyEJKIQIhGVIgECOHEDjGRJwmsBdiTLFMu0qYpLBUzNJ1fSrHm06n8/m8rpsYQ2JBN5sNs1TV5MGDB0qp1XK1Wq0BkJBAjS7qtm2PT+5dXF4cHx93Xb/Z1MzRGgsEzvlhGKy13/zmN7uue/To0Waz6do+hME5l2V5CvmczY7eeefdjz766NeffPLpZ5955wCc0XZSTYuiyPPcWvvP/vRfaKOev7iq2xYAJ5NZ13Vt03Zdn5yWs9lsC43rPZFOPVH7qOQUEzqdToa+Sx6BGKMa/Ydfqlp5vYvpLd57O96Of8QBpbwCrV77B/gFhc769lLGB16kL+L69qeGCkAf/Ae+RrowYKIQmWPgGACxaZvlanG1eLKun22bZ9eb3+i8OTqBIW6CCBhF2cpJvWm7bMInmSmGEoAJC6SJG4JWuaHjjE4U5hyJWXftsN3WIYTZtENkwKg1ZbY6PT2VZbfazK+uXF4WxubBaddnfqA7FxcIyrlwcZlrbUlvFqvfILWzyUkMXlhiYKNBaVA2Bh6MoqKYAWTMGdF0MrkA3ebVYC1qlev7pe9VcBB8yOxEaZvlXFRWIA49a4VZWUzy43bdQUZmmosDQtRKp2gITWo2nZVFia8JJm+LhYCZUaJSWgRCCFobo0lYkiAEEELws9m0LAtjTJLTMcfIEjneAi/4uzLDB+v6uIUeIwpHp/ue8RhDd8bKNx7pJ9k5Xl6NKMS05d8VqI0QjDgRRLsat9T2c/jJU0g377fE8rs9O/sg2n32CcLtD3iDwOCQqhxNegeUDO4qt+BW//KIWvdc58GVEvySME+4faGEU6zknm5MiBcB1Lgo70A5xxB8CG4YhqHrBzc459pu0w81ISoCBIneaYVG4azKP/7et7/77Q9Pjo8n02lVljbLJpNplledc9eL5XyxdoFfPH307MmjzOZlOZlMZ9PpLJ9MilwhQoyBw9iiMX6VkuIGQFIgEwDLDsDc+IDVIT7fU3Fwo4hMDZy84y2JAJmT+w5SqKe89jUdpAWN1exJ/7n/AhNOS1rQ9FLj/+5PQQ7o3VunI/sIlsPow/3jxDuMyvAKzDtMXhlPNhDlTbrlV/7kbXTn/6yT1K8+feytnV23cV3nXD90rRs67x0Kj5ZVVAIkgJFFERVlRhAUOKt831xh2DRzjPXVp7/IFXiJlsRqoyVxL8zL+cKHsFz1ItD2w3y5yvIiigDpzaZ23qWDPB9cU7easKymVVUAsvfjQ4LjRPFq1O2u22BM+8iyLPUlONfneUakEKVr2816s91unXMAQEiEimjfIX4TZsvMkVmp0dyVAFtd103TaG1ms9nJycl0Ok1dBW3bpg7xPM+XyyUAfPe73z07OyOiVOaSNNaUuDyCGHbd30hICCBd17VNHWPY/0r3790nhOvrq65pOEQklZnM+7BZbyLL0fHJD3/4T7dNO5/Pnz17LiGQAEgkUqgQAL/5jW9Nj46Wq/Xnnz0chmG0saNKR2kpnmRMiU7OchERcc6HwFlWfPOb37y8vAgh9v1Q1w2RGgaPiJPJLIXi3L17F4E4glYmna0TaWEOPg6DNzor8hJG68Qox1Wkqqq8c+fu+dm5QnL9IJEvzy/m1wsOzDbXSjPLMAzO+c168+tffbLZbADQmCxByhB5GAKAE4H/9t/+LnJ48eKlj95Y4wYfA6dvUGtLSg+D6yKnKhsAACAASURBVPshhIhANstQU8pricwAcHV1tVmvieCD995PTfco8Hucpd7ivbfj7fjyFeqVSKQvXpXg1WcTgXaPmMi+BBb3gXh4YBwaxVEp84CQdkhP39AbuP/xCBAEvHON943zTWQHwEQ6y4pNvXz87PPr5bPOLQOvVtvPadgGElC9xoLsVFTLiIzKWmMzZWy+XK6ZOTOZxkmmj0pzNi0uEcwAQUQ6WQ79su02Sscj1pG95xjZ57nOc0WNdyHG1msXUY4IjorMTou7IbrgVpNpSYpDWG47r+tBkUsEQPDsIAYnzMpoS5gB5gi5okKbsqwmmE3LqSHlc5sVZkIyaTZhtdgistJ5loG12vsh+hYYlBdtokIymlArjjo3WZkVKOB7N7S9RmW11aQIKG11EYCQFKrk/CeFIwV3Q3MJElLK8sebiDRjTAqq5tul6jEGFiZKAZgHR7CpuDapeoTH9/4CmHeTnXnQt3NYq34TXzL2m/FOMXQrqWSPeW5KBkbn2x40jYEZ+89CCAcSz93hhBxkJR5w0q+Qe/s2793fishBOMveNXjTrwYR9mWEu8N8efWxw4OwDRrRBe6S73Z81T6F85aSSnZOd4GbpPHbUBYP270UgUIEEU7tfSlJDhCEI3MIMTiJEqMPgaOPMcQYvRuGvmvbxjmXtkQCgSiaLMtzm2daY2WNyow2Co1WeWaOjmZ5lmujATDPy6woBWjTdMvV5nq5Wq0327odhmGzuqrXi/74pJ9OsyzzPnRd5waHpIqiKqtJXhRKGSSNpNIvG1jiPkyHxi8Fx3yWXS1FOhIQlB1gQsTIwFEAGAlx1PWmBJp98zoeVtvtcn7SNUXe1fUJ7zrmb/4ER56ab2syD+fT8T1HSQPfoD65ga9wq35jZDn2VXtywzHKAXN8cCfcYonlC85j3qzkhC+r7Lud6IJvZKn+MVDndyb6/hBX0Vd77A/zTm/Up4ivFN3KTs+JiDB02+3yqm62EoIIC0e1O+bSNlPKCCChKFK5BqOU1VlujFMTYjiZ6ElhM601gugCMDfaqF3L9vQYQWB2fMIsoJp13RXlBJXqXZgeTZ3rqqrSWnk3zOdXpGA6LYmE5bVwzl26SsIx+wUipYOIcOoAR5QYWYQRNRFuN9v5fN73vQgQ0u7RTPkluLeqpqOrwyEizrv5fL5arfI8m04nVVUllBhCWK/Xfd83TXN1dbXdbquqeu+99yaTCQAQYYzjQpLWDwF5E10sgKC1JkXgIYQ4m87yzLZN07ddiI6AtDYi2HcDs2hlLi4uGa6XyzWPNZ5IpDjNo8LWZmVRbutWRGJMy2LSHoypTgiy+8Uh8NjGnsB2nudE5Jxv6nYYvDCSUiE4BLBGu+i6tnv58oqQNpuNyL6PB33gGFkr3XXd1dUcALq2J1JaqTSTa6VPjk+OZkfBh+ur6/n1HAGLohAWo60ARBGl9DC4ly+vnj9/2TZdZnNE6vs+BAaFA7sYYvDxN598GqJvm14ZxRHqbQMiHAURtdKE5FxwzocQ99W9I2croJRq27bvurLM98/C/owXvlSuebD4ftm/eYv33o634yuivtvJfa8mtr0hTVqAkt4sWfJSKRBS3DEq+2N42p85RU77Mn2TbyFpe+xAADCIBAAH0ETe1u3zzfrFavOyH1pj7WR6enp2Z1VfP3r2Mxe6ySy7PD1mM2td6/xGYg9GZVoEHCmd5QQQtFKkTPO47VssMntydKc09yb2zvHkHRFqoAGMXRtEnvvQRREh27vN0MfQK22CtVJVRgiGwdd1XWZHZXFWzO5oyoOrCby1RnA7hMUQ151zrROtzog4eA5DaGv0Q1HZE4TKe8wyq3WeZVlW6BhUVqJSYDVbw1VRGi3ecYypmhyBSZhBdAzSNd0wbDJVkigQtCabFNWsmg6ehq5fL9fBBUIy2mhSCAgsBKiRtFISGVhIKwKG3RoNgIqUCEcWEFCKUmR1UvyHELRWO7MBCAMRphZdrdX4LQPgrhJXRFLOYghxx78dzssIQodWKrzZFeGIewgBCVMfbdpmpxFFCBFJA8GBuG5n1Et36Gj5PziHoKSZ4Z1qEvFmL7YjtA6395CSsxNM3G9G9gtS5PjaenPILe5+o90vli7w4UU4RM6HOhVh3n22XeUD7xqoxmbJW3rO3evwnuwbkyBvkkF5XzOFu0tOyJTaOuhwfWVhcW4Y+r4fumHo3NA3TeOGLngnIm4Yur7r+kYRZjabTKaXd84uLk8nVTWbVdNJWeSZRkFhkEAARKg1pS68KADiwiBZXp2fzM7PTj8EaNp+sVw/evzok19/8uzJo3p1bTOLgJvNdrla1dtWGXNxcXn37oPzi8uj45OimlmbJ8FkiBxH7jPZCjFGIUrXRzgCCahdWG0IIzgiosjCcXcd0/lEwnvCN3JHUemLS7Xtaf95YyVKk9heVirCCdrdsHA4drmPfr+D2RL3nX4H7J8Ij+cptybYVDCTYmP5FU+m7H8c4RawOJyvv5DQ+xKY9Cbz7ev3Kb1mc5U3M8n/wOCvAgt/t1zNf/Cn3iAH/S07Z387FDr6T8fph79YeZG6LRExuHq7eblaLo+qajqblHlljVWomKGaTGxesECMopSaTidlYcqMcs2uWxjs755PTmd2VpkiU0IToZKIMmtjDFdX133ba23u3L0LgNfX87/9r/+tmkwYAJW+d/+O9/2zp09ya70brq9eXl6eTiZFDE5GaKd2MuYxc3kPzOQGuo1T06Hybrc0qNV6fX19HUJEVErp1J6CYwAvHhwHQgoXSa+Qqtv7vn3x4vliMT8+Pi7L0hjjvVdKpeBHEBiG4Re/+EXXdffv3z8/P7fWMvPYPCRAQKgIEUV4P4UmPSYiZlkWJeZ53vYtADjvEJXRBhg5coysSYiUVqg1ex85ctv0203ddT0iISqFaK11bdc7xyLz+cKHsFgsnfOIlGr00iycLHmpA4lIAUgUTngvXY2iKJ4/f/7w4aPtpk5EqCKNEJg5BAag1Wrz13/1N+k1QwiIJlGFIQQRKMvq+nr59Nlz55zW2lpjjW2c8y5wjJOyqspqGNyzZ8+fPn2aKi7yLO+6YbPZSohVmQ/9sJgvl8vlMLiqmgpD37kYvFXWDW4QNwy+blpAISCFWiK0TZdlGaVAtxQKEDn1OQhAZNZAWpuk6LTW9n1qRCzGzGcUwjekAr3erv6W33s73o7/jwZ+2ZHtF2nH5PUww5tFLURGBEWkVNpT+/1fxxgQe1JtCF3vtv2w9mET4saHdd28qLfzbbOs663NqvN4v5hE0n46VYtl6DpWNZfFsc0pyKTtlxzUwEBUECkfoGnr3OaTcnY0uyCJEoqT2TuT4g5CFYbc2KzMi7qZxwBENJnmpOOmfjn4moMAqLoekPj0+H7b9xIjawqezLQ4PbnYbFqirJoch9AIRiIADINbr9akITTNwBE5aA5H4u/XmxJRIUHkzkuLNGjjOdRNt0BwmS45w+izfqu6bljMl0R8dFxmRZHnVhuOHAQsQk6iBZQmXejJ0ezk9Pj82YuGUE+qaZb1mjQdFhrs9DH0lbXvN7sURABJhJ5WBoBjDMbodBKZZ5mIF5HgPccISu89GEQku50xvPGE4PUND70aIClvugvlDTGX+EY76UHeCr1CeY39S7tYlBtCD5NsdLfzGvHWm1uAXjcb7Pk1GOWnEAEDE/K+je8meRFv77RxzOROOTaJvqHdV4ekiBL1yrzzs6UjZdkHxhAJAu6cj2NEXKp9opEapTj4MLTB+9S/5Lq+aeptvanrzdAPHCMpyDKbZVYrVeQmP5rkeWatMVoZo1MeemYzY1PInLJGGU2jOHIMXhJgiGEXPj6CX4yhD9ELEpDKtLo8m1X5B+/dv9M0ddu0q9V6fj2vN8uuXl29eFnX7cNPP6kms+ns6OTs4vzi7t17D45OzsvJVJmMSLNA8AFYSGutbcJt+1OCEBh2vlCRpA0LsO9q5/F+5Fs6hEQVQtwJKW/uN3zlSdoFtOx4uf2dtkdub5DvyoHyYRREy2Gl3uHRGr/yh1+Q7vjGSry30s0/hFXzi+c7JETZcR3j6UMKoUVCYZAoLARhklN55/hr7713/969qig0KUIlAkmpIgDbbeN8qKqyKqzVAqFtWGcqu3Nxfn5clDlJGILOWWeaSGvVdW6IPWrICq0MDi40Q7epN7bIlVKD6wc3xOBTH3ddb9u6pjtnRV5opXyMMYob+izLlaKbiXU8CmQipGQZJ8oya61hTl0CqiwLRIkxxOiHvk8R/DFG733CdSnGgwiUGus30/qSolZSw17XdY8fP16t10T04MGD2WyWXiStNUqpoiyJ6OnTpw8ePHj33XeLIt/TZa8NOhBZp2pBSK51N3gRMNoi4uNHj4VD33XMopQh0n03BB8QCSDO54sf//gnIhA5aqVRKLrh5csrZYzWBhU9fvyYnmmlDRHlNmcGpQyR6pvG2xzyoigKAGGWGAMR+eAfP378619/8uTxUwTqu67r+hCCMQYAvQ+pidQ5r7UiUswx4UYRcS4A0GRSKWVC8M55gZSIKXmeW2OI8M6d+0WR5dZkNs9sdnR09P5773GML168ODk6OTk5zYvy8eMnL19eLVcrUhoAtdbtshvcUJaTP/rjPz6azlzvfvnLXy0XC2tMEEYEbXXbdWcXZ3/yz/5kOp1evbz+yY9/YnSmtQUgrbSnGEKoqkle5sxxuZiHEFK7YDpKRgSlVFHkwXvh31ty8Fu893a8Hb8t0ffqdmJ/dHez9x0VdXi72Zl2kE/goBp4l28hiIwYhaNIYAgx+hidH/oQ1yyLYaibbtm0c5YaqUfqtvVV32+DDMqytQqp3W5ftg0icGYzBggOjZ0qNIozNjaGGCJ4T0gYPAJYEROjPj66zLUOQzGpLgtzyiEHzjloEIwBFOnpdApKBOu+X6+3Cw1SZrkAa1VZe+z9kBlGgbbhEFzkDtGRCgwSmLVWWV4C+BCl8b2B3g0hBolevLN+mLneAERSnajQhdVm+zLGJoSWw7YsNEAc+m67eOn7zPXK9SGyE4gmx8lUZ7kJMcaoJGQxIAci0QZtbquqnBINmkxui5SknwQUtIs/SanTtJOzjInyCK9hpluEFe6JIZCkAIwheO9C8ME75x0IkEox2ZiSwTgZ4DgiGUDci4BGkeROeLjj9w4DNG/AaKJxdomMAiK0iyChm+yNQyA5kiqIbzpov41x8cDzvWcX99qqmwhOxAMhHu7f8TW89+ajEJQ9olAKza4PEG4CinZEzu59d1pQgciMKW4nCU8FOApLZLV/LEcRZuq/o52TL0G73T6AmTnGEINzboip5AoAvI/DkHwUIXgO0bm+H3rX94qommTVpKzKoiiKMs+LIs/yzFpjjc6sSbEKWuvbEUyCwsCMEnEsZeZUajfubVMNPDIhs4Bw5Bi0Npmx9qg6Oao4nNRNvd3MLk5nZyfT89PZ0/OTly+v66Zt+27+slssrh8/fnjy8PLy7v079965d+9BOT1WJou8UzhClCgcOOnDZQy52d23gOkO2jfGjK15gClCU8ZwKASBKBJZ4NWW9VtPS2TgfciC3AJdfEPuvUr17PmslOkiOxlnIvFkP5Pe4L1E8e7jVF/N3ryN6/BA9blniW/DzbfjfwTU24vR8XUsvrPi0q1UJxx1EDcqAmFgrynkZXbn8vjd+xe5tYSEY0mBBlQCQMD9MBSFLnOlFUcAozEzZjapJlWRaYgETMAqoNJC7Ljbtssyr1RWiooudE232TTralbleYEKBDhEH4JnjnmWv/POg8uLi6qqmCX40PdDU3dERuuMOYLsmT1mYaXSsg7GmrIokhEgnawppVI4qPfDvnHbOTcMA8vo0Eui0JuWTYGbLE2RGENCj6enJ5PJ5P79+7sWvvGSG2MQyTm/2Wx/8IPzd999Tym9XyJu5B/75GEYQ6PTSV/wHjURqizL6q4GAWts09TeDYRIqJQ1ZV5anTvnht6xRufc1dWVtZlSWhCneW6KoijKIWVosrRtD0jVZCJRECnPc2OsUopZRgc5qRgjc2ROYhlomrbvB2bJ88I575xXSgGg1qaqJqenp0T48uXLtu2S7ibGCMDG2Mzmd+7e/Sff+c6z58+fPn36/Nkz0toopVTq2VNZZj/+/scnJ0eL6+sQ4ma9mVbTSTU9PT5ttk1VTi4v73796x9OqimzPHn8tJpOjTZaW++j90Ep/fHHP/jae19bzpfLxWq73hBpi4CKtFEhxIvziz/50Z9kWfGLX/zix//xx303NE3btV369vt+2LXGa0UKYPxyk3AmHXzwb4n0vpz3Q8S3eO/teDt+N+B3S0K2g3w3O+HdY6f2+yTcpbPg4WZFQES0EsDA7AQGkEFkcLId3LZvN11fN+2LtnkyuLbt1m23MDZUE11NlAsLQJ8X5uzspMzPtK6W8/lmDUNHVXEkSFEicgQwICrTRaRBuGnbEAIdTfW0OgMg79XR5M7Z7Fh4mtGRwsrYCtEGH50fQuQsK2xxASrvelputsvFtsx4ViEWJWGJMtUwLQxaxW6Yd8N6sf7cmhIwONcpw1pneZE51/sgYdBEFANy4BhccOIGExmEHajBTrJtvXj6/LOu2/ihi9CfnZxryrqte/pkAWFSZmdEpu26pq1NJtqUk8yABIzAYoOP7JACiSZCa3RhTW5NrpWJUWIKUBQkQQIUVMDAMRIgATEDMu4q476IC7j1p0lOGAKHEIJzbdv0QxeCj4HzQieztdJKaxWBY2SWSGDSGfYBboJbsfoHm6AbXmvcsTIACQrdGJF2/dEoTDsJJkuia26fquM+z/AGat50pt+KGTiEnLRTUr3hWtwEJB6UcGPy1+3fZXd0fDvgVqHWqhCJsut0hxvAPT4WKbJgTHmLMYZICESIpNQYHR5jCBKD1kqNfeQAiQ1IABIZACgJlKILCZMH33VNXW/Xm2Wz3bZdF2PMFRgQ5wdmJlJFURRFdnqST/KT45Pjs/PTs7OzzGpFlGW51gQIIcQYPDCn83LmzvlBKaPI7ivAU3cC4gELJRFxdO0maKoVAmJkGFyIgUWiUkqYUeR4Wl2cHmv9QYy8rev5fPnkydPPHz767OGTZ89ePn324rNnT37285+dXtz5+te/9aM//efvGDPNc0TFSCIQfM+BJYIwpSKvm7j4tM8jRaRiStKDm8I7HmES8i7jMiWvwBtEd+PXBgCRx2PoAysnHjru4DBR5tZDJaP9TyTu7r4x1XMP4Q7bFwQiv6HE7439e3K7VP2Vo7o3w72bgNcvk3F8oebjHwWL4NY39OZJ6CuB1P+RXeq/Lc13CPwE9pUqYzZPOk9LjuM0OxEiAAmBSBBxRtvCUm6RIKAgIWkyIiFyZAHgAWUAJo4xSgxxQBCjVGYMCiKLRi3ifBwQrURou+1y/dJkd9EcRRh6Xzf9um5XTVeRgTy3SgP3MUrQWl9eXn7no2/kmdGavI9dO9R1s902ZVlVFYZwcMNKFIlIKMCAUBR5NanKslRKIxJzojFRGPreOee9DzGGvu+7vtulUhLcdKgmiSXEyIm4Y46pUf38/DzhpbPTc2NMaqJLN0Ce5+7qumlaZrl378G7774b45fz3LizShKIOOcUGK312fnZul6HEDJtrc0ISYRR0Bh7cnJWFWXX9Z9/9pDIJIkBADoXXPAXxycP7t49Pj7+zeefPXv+om9aY6yxNsuy7XobI89msyyzRMoYa4zV2sSQpvvUNY+J55xMpsfHJ+lSIFLbtk3TWavfffe9P/uzPzPG/Pt//+9/85vfbLfbsiy7rmPmLMsuzu/88R/98F/9q3/1F3/xF9795PmzF1oZY42IONdzlCIv/vRP/vTdBw/+89/89aefffqoeZyZLPo4qab37t6vJtPzs/MffPyxMXa+WA7DX89mythMqQ4AQMia7Bvf+Nb3v/u9Z0+e/dVf/jXR5wBojVVaCfCkml5eXL73ztdCDJnNnHPz6/mzJ8+OqqPjo2NEdINr6hoI8twCQGqeSHcFAHBk7z32MJJ9v6fn/S3eezvejn/sIELZ94HdUhil2r0UsSW0a4dF2u/XIyATMaDvfV2387q+6od1jE3v14PbumEb4+DdxrtVUViknnQ3uAZbJLIcexAE5rZu2ReZLRbzbVOjQGUzyrOJtpkxqu62V/PnD588c2Flst57n2UFkjk7u0ugmzoA54CF1TMIWWSKwpF8ymwvyxKQo8AQImTHMEN3gVb300p7l7shHzpA0cbowmI5MZ1r2365rl+KiFKYKd312Pfs+oiSG1WBqZg33g9KAZkG9GpSTPKiNNb62HTtZr1a183AoIyp+jpyrJu1n18tDQY1m2amdCq6PrQ1X8F6seyV5WlVHE9OKNMNuu182IYheJhMjh7cL8jOvGetjSLF+y3kbnvG8Yt2al8oPkplOllmRSRyUFpnuS2rcjKZ3L17x3v/5Mkz57q6rr0fmKOISfa3dHzJu9f4h7ZteKs8QIQPUyHkMDSRBEFYgP6xOzxhvunqvillQHiTHTwdPb4O9lhE0mWlPZUqiWXDgzeKwe+0l7CDlJgiIYWjSGTAMeUGQI39AgLsITAoIqRcE5FSyKl/GCACc4rNjDFwCDF65ujD0Pdtvd1st+vtdtP3XWQPANaaSVnePT+uquqoyia5BgSllNEmL/I8y/Is00opRUqTIkwSa+9DDGMIz9hXmGShBJmlGDn4gSgl3iU3aLyd2Ee73B2IHFlEa5XUTYqAgYUDIyfIyhy9j0kCqglOj2dVVTy4f++732tW6/rJk6effPbwZz//ddMPm831fP786GiWFxlpQ6gEENgRktJqpygbv4mkyowxcoiBY/KFggDLyAzyza2eWEJBSR7jgwIEuFH9vikhE+CmkU8Oy/FEXuWZd10L+/KSEaHJvupid+sxv9oL8gUd6/h7oO3wtwF7b8c/DgvfdCqOrjUhFNrfiQgKCYnyzJDPppMqy4ymsSNOoTJGC2AUYBatJCrIMjIm3W2c5baaZMYY51yQUFhDGhQxoIsxOLfthy2pi7wkpQUwAISku2dgz4MAkyJjTOJejo+Ph74Lno+Pj67ny/l85dwQQjwwaxzeNAwgSmFV5eu1VoqMVckj7n2w1iKS9yFdobbthqEPIeBhmc0Ybyvp6JCZvfcAaS+Bxpijo6Msy4IPRDpNzsaYGFkpM5vZ1ervNpvNRx999N5778xm012FOh4UBr5h4ZPd+c5sNjs6Oc5yu1wt5/PrtumyLFdWbbfrpq5Pjk6/9rUPPvzgw3pbL+arq6vrYXCZzUPgGL338eL88nvf/f43vvFN+Q9/sd7Um21blrmxWQjsfUDA46PjyWRalRODuiyr9AsikNEGCQfvBueyLJtOppPJdLuty3ICgCHEth1AAIHKoiKlgmcE0sogUJ6VMQbvQ5qur67mi8WqrlsYnXLGe6fIaKU58KeffNps69VqDQxN2/6X//Jfjo+Op9Pp3bv3iWizWv/bf/PvPvvs84cPH56enoXAg2uAQZMZwG+39b/9t//ub//6bxfXi8ePnmhltdbMMQweCbRVDx8+/tf/578WgNVylWXFL3/5yyePn/2Hv/gPH3/8gw++9uH56flqvam7pqqKzWbTtZ333nufvhKltbHWGA0iv0cZwlu893a8Hb/T5lhuHQePTdnAB8o8RtEIJm1ABFJufupPj0GcD13kIfjex877pm5Xm+31evOy65Yu1AADQCCKSEwcCAWBlQJrtETwbthuOonR2kwbEyP6wUfXBD+4gXvnRPTd8uj+3XdYYHhBzfblZokBYkkDKRWZt9vauWBIx4BuCLlmXWgQA0LCMDbLKSJUURRHpbAkq5Qq+gkB18hRgUWG4EPvOjKUa5Nl2rMwuxBdCAEwMiiRGFyAYK02mCkv6FwM7Isqi7hc1j/twmSG5zN7iiRasSYTBmKwGouhjhyD61xfN0yZzwZNGYIFttHptvGMg83F6lwqa0ypVC/AzAZAE2ZZZj3ornNJDCi7EIhdLBiMifbwSksVHrRqvxHeU8pjJEQkUArz3H7wwfshRkTqun6xjMwRR3h/A4cO1HMpwJBlTz+MKho+aGB/NTCQeWexGvmYlF+HKcYCvoCQkDexAnhoHpSD6MK9z+3mr279+I5GBLkpF5RXHgncR77c0Dyp2m2/H2eCOGpiGWhsiROUiByRIwgTokLahXuIVrIDBwHj+G6e2z7UyZvhvAvBJTQOKTSEI0tkDjF45/roB6vEVlabosiyalIdTaez2bQsy6owpSVK6E4ppZRWSmutiFg4tQwTACkUCTuhoRyYQXEXjAIoSYKFhJiKI1LK5Uj8YwL8QLtKe05hJijpBRBBJcGucIwsHGO6WQmzXOW5nU6qi3jee3//3uU77zx458H9Zy+vm24gcevlC45OGWvzwtpcG2N0phFTRA2SUooAiVkCx323sgAKowgI42F88B6wceogFHxjrfltBfJNvm16pvjVcrzD+2JPUo/nGiwHnZVv6FqQQ7OfvAImDhSkctvpekuDevu/5CuAFPwKm63fOyT8g+nN+z3iPbl95eVQ3nB7PU2IhHEnVEiqTiLMjDVlcTSdFpk1RmuliZAAYexkAJFIxKTYGFIaJAJAtJnOi8wYFT1KRFRKayWKEdG7EHwf/aBIMqO0IaUBSQAZCYRj09beHxOh1jo92NZmwQeGYLRp6m65WGqthQWB0gFXEuKl+YE5IoI2pDVpo4xRWiskhJs1iDkKIolAXdfDMIgAkUpPwSs6eSLSWoEAMyul00pEpAAgqMAsSmsixbxvQMWUzPnRRx+dn58bY7yPtyV/eMPqjYLutD6mQZmxRZ4ro5VSow9l/KaIOR19jrmauw5CRFRaKwCKI9Hn27Zzg2cGYyzhGHhGShGpvnd91/f9EL2vt3VwtipyrXW6dNvNtmkbAam39WZdr9fboe/brqvrlllilNVqmj/q/AAAIABJREFU86tffUJE6/U6RgEg72OSjMTAbds9efL0Jz/5yW9+85vNZquUiklVFLxSyFGG3v33//p3xyezPMum01meZU+ePFrLmoCqarrdbFer1Xyxup7Pm7bTyoggQCSIxhgatPfh5z/7hSbd1i1HNsZaa5FQQCKHKHG1XC+Xq7GQQ+mu7V0fhm549OhxkVezyRFaEKHUsQEAqTIxz7OiKJRSez0D/pZTx1u893a8Hb/VQ/O66uiNkrZ92ASPVhRkgJiqhpkZBQjHFUuRCDiBQaAX6Xu3rvtF7zZts942i+12Uderptl0/bbraufbqrCTSTmdTbVWpZ0UJvNhYFFkAaJvO9fUtUJSsyyzBUfjem76jTUZwLBazeumu7i8++DBvboOL6/qvtWGzrQJNh+AwPv+6vplUZa5mYZBuW6oslyhzzUQkIiStOwQeB97550PRVVYU2oVigyHtnTtQKAl9pFX6+0LUKHiouQqRFLKFnnetNu6qUNgH7q+7Qp7JrZU4uPQD70TiWVpglw/ufp/hO3R0d27d75+ef7OZGJPj86vrh77IQsADB0iIyuIkqyMoAuJiJCB5BwhgufA3um+B51rgQwxZnZKqvQB+iEO0XnhEJI+hJKLK+3HZZcCcgCV6JUEk1upJwIAkuLR2rY2Rud5EYVF2Frzve9/Ly/K4H1db1m8tWStoTEuP3U6QOQotNPqpESyXYF4clgl/gXlDZGAr1gL01KACdkwsyBJsiEegjn80j0qHlCFe8pO9k7TkbqRA4EoigjdYDvhV6xaAmPA2gFPKDek0OipQ41MSmKMIiwSIe7OSoRRWKUQcEVaC4/B66JJERIBhhCC98H7EELXLpr6qmmb7XbbNI0bBkDQWlmjtdZKERFYq4s8P5pkk8nZbDadzSbTqqyqMsusotTBICieMBIii8gOIHoHKTJBRGII1lqjNXNgPig4lL0SV0BQEwHpvRNSIEYeC8RTPUUSf4oIpshXRKBdNCuISts3pVggskj0UYBSYsOYSxkQyWhlTFbldx/cv/fDf/pHz55fP3z4+PPHT7fr68X1CyE1mR2fnpxdXF4aQwYxckRURGJ1BoQxggzMIISotA5RQkx6YdzPYgf0Gu5uNNzLKRNtcSs1Hw7PD/DAjjkGscj+hn0VjB1CJhS5ZeU86DM/+DxJEX+Q7Aq7z/wqZbS7Lw8w6u/AgdP/nCXo9i/4VTd0f9hnpF+J6xuFnSKwOwTZ4X9jjFLV0ewoz3KldJZliMIxOjcAEgv44AU8EqOKQAgSRQKS0kahEmICVECoFKaWt+C9GwaJgXg880jvzBIQmWPYbDbufDDaKK2AiAEDi1JGKwWAm229XK5PT0938SiCiDGGyAFRiCTGoBRoTSxRa7KZSa48RDTGIlKi0JFIRFarlXOekIhUsm+lrvER/7MAQJbliR6Eg0zjGCMLK62MMQjknCciEW6a5vnz513Xfetb35pOj2KUXeBnIlL5jZle6e0UKQQSlr7t675t214plcI/Q/BaGWvzEPjJk6f1pu7arqlbRGW0ZRZjrLV5VpTr9frv//6nn3/+6NOHn/f9UJaV8z44D4h5niulnj9/8fLetVFGQhj6virK999711oLAF3XXl/PV+sVAHz++aPPPvv86uqqaZq+72OMVVXFGJ8+fTafL4io7/v0wb0PKY0TEdbrTV3//Oc//8UuOtt4HzgyIqBg4BC8/5u/+c+TSfmDj7//4QdfL/IsOLdYLJbLZVVVDz/7/NGjxy/nc+eDUqaqJienp0rrzXpbFFXvPDMvFyth5iBFXuRZUVWTk5NjIlhvN4vlYhhaIAzBiYAxdjo7Oj0+fXDvPpFq27ZpmtPJyWRaZZlNSK/I7XQ6rarSGq2UCiEgwa5v/avzEF/W3PAW770db8ebBSYHO2b8giX55t+zMEAkZABGYEKmm/jD4EM7+M3gNr1f9G4xuHXdX2+bq7ZbEQVtsRu2XWg99CrjnIIOoBUL+GFoATKwuTVlbvO2k8VyeX09d77RGk5PZpYmQyvODcyaMCODZWVms+zl9fWvPvk7ZbM7Fx9cXNz5F//87LNPHz25/tt58wwIFVlUXNebDvvo1dCo3oQY9KxijVOOmVaGPJCTsipT0jT7AMqWuZXjsoHtUDfVJKN2vtqu+n6L2ucVIE6mk7OT4+MYzNPnT+ZXjTViDGPJmYahX68XA/LMD1QW1aScZZkAbQLDpnU0H6ZHioyqKlNlk9D3Qw0xDMlfNilnwDaGfujm2kwuzk9A8RADQHZ2djGdFtZqUiVAJ+KNqYpylpfTYXHFoLKyKAef5QVpswc6+70gf+GR9Bu1LgLCgmAzIyKDG0ipFMpiyNy9c/Ht73x7u61DdMKBlHrz7fK7b9h2zhckYNnVmAPvqI9b5VX/0Mu8vjH+auOm/Jzf9GwIc9xtm3BXl42J0aLRlQjiIXiSRIeBUkmKylEic0gcoxv6dt0NQ5fcLZTqqyKP/eZ9770H6Im8Uiq39ujuSVkUZVVUZVUWmbXWGKM0Gq2t0UrRzuOHKonAgHE0nMXEqO6hCUGqG07xMISIVtvIceiHXSbTwexAlIi8Xef4DfV6E2mSZJw4AqoxuYZSSYcaXw5HyB1jRIWAY58H7HqHb8hSwLFdD1CTuTibVdWHH374Xt30i9X64ZMny+XmyefzqxePMpuVWXV6enp0fDKpZsAQAwSWES2xDM4LEKAabVRCb7r5d0kugK8XBrySj7KDe/gVeC+UVxi6f3hG/kKhpnzZn+BbUeYf/hi7xVMbAAoAK9rficLMEjnPslzNtDbbbT30TitCkBhCP3RIhEhRGAgFoW42pECi75utQVlcm+XipYJIHDXhIK0XJyKuH5qm8W148uj51cvVfL5ou2GzbaKP8+u51pm1VhmdbqfBubZtu35Igctt2202ddsO5+eGSBOpdHQzTpLJNA1RgEPwTVNXVZm6zpMSfl+Ybk3Okeu6Xq023gdEkrGcQA4BWIwxBEIEbXRSUqfaBmttlmX7bI8k+CyKomman/70p0lJeHFxx5gseCZF9OrK9ob1Ir0aEbVtu6nrF/OXy8UyCVBjjMPg/OAIKAZ+/PDxQ2Y/uLYdjDFZlqUQy8jM3q9Xm3q9BYAheEIy1hpro4AItG3bdf0wDErpPC9c1//93/3nrmt++Ed/9L3vfXc2m/V937Zd3w95ni1Xqxcvrtq2OT09m04nWuvFYtm2DQDUdY1IWWYB8Pj45L333hOR7Xbz9OnTYXDJj63GNVp99K3v3L17dzKpfvGznz19+rhtmjwrJtW0zHKOscyLH3z/B8MwLJaLRw8fPX36bLPZlHmRZxIZQggffviNjz766Pj45P/6v//Nf/rL//TrX/16Uk6KoiRQXdsWRfEv/+xf/uk/+6eA8h//44//8i//cr1ZAyERCUjbdh996zv/y5/9i//jf//ffv3rh8+fXa3X6+q4rKRMIM0Yc3528sEHHxzNZiG4Mst3Hs7f5/HOW7z3drwdb9w/7E+/dgH0b6D4ZKyrSfYhSFrNlEoQmWMIjXcvQuy7br1trtf11bZ92XRXg1u1w6obVv2wnU7z07NjF/rAPYM3xmpDzCQxRmm7vkOqQlQs1g1DCK01VJYFb53rBpkagspQxRBdlBgRlBitqtI6Vz969Ek3hO9/F99//7tfe/89jrTuPv/0aSSKZaVnswpRRLxgAEIf1+vt06uX866mvkWrSm1MURY/+MH3zi/uXep7g2+1Vjazk8p1WT2U9dFJebV4PF/PjaqCdDEoReXl2ft3737kvcnMb/pWTFZ37uUQW1aelC5KVWbT0p6X+VGRF1Q1oaDNdt31i8jt6aYss5OijIQcBhg6LVJyhBgCQW6MMRaU4qLAcmr6wQWvEHKtK60LpZXSZYiuaRxJ773YrCRlAI0xWVaUWVFYaw9MRyIIkDzxYybZ3ruE+Aa8hzeddKMLYiRdEEkpQoSj2ez9999br1YhuvVqEUJwzhldIBGm/T0jIyZBzs5KePNGKRxtR17sWsjHzrR9NOguNTP1wO8/0oGy8laz3+uswI5R3O8n6IZDkZsYolubcMGdXWqnMpJXSRS81XWBN7qsXanCmEkpAEgSFHgB3kEs8cE7N7Rd0w+tc31qMw/eJUshIWoaOVkFXGZSWoNotSmshSzLqrIsy7IoizzPbIJ6Ru8FX+rG8D5KrUBEIO5UqUxKESgeY1YS2wq7nSalj54korvWQdzTSpQSBAUEOOmhRn3syOrRvqFiTCwBhYQsmHQ6BDuwOF4iCsEzg1ASiaYyvTTDpHcXkBhjBKHU6pVpstOC1HRw8fioKgq9WKy2m7r3Prjg+83Vi2azui6KSVnNsrzSNgdUEgkkJeJg5L2ZJ7GWeEPx7Wi3nRXvS0L1b3dKygGbsytzPrT5wQhyXy9gvAlAxptiBryd33qTpfvKD72G9BJWxi8n0V4XT77a/fc/UWuC/1CCy/+fzk9fP3k6+DURcS8NxFekDCwcM2WMlhh5s20kblCYEJjZB6dSj7mmrMgBYVNvkgMiuD6SEPj5SjIFGgQBWLwAE6IfBIOaVicKbBg4DAyRNJnMZEZbm+dHpJXSbnCj8y3FZSJylD4MXdcNg09Fc0mfKRLlppNGEMF733Vt2zb37t07Pz/bVTVICm9DRK1N3w+bzaau6xgjIvJBnSncGEZSpUowVifz3qgsYh6h8ggRMQnS27b75S9/BUB3Lu+cnhxbY19TibwSHn7rNldK5XkOgMMwbDabtm1jiJnNTk9OCalt28X1vKnrYXBucN75GHkymVxcXL7zzrtt180Xi8ePHscYQwwxxiCQYlrefe/9yXTW9cPPfvrTpq6Z2RiT2Wxou6Zt+65L5sOmaRaLBQBmWQ4Abdt3Xa+1+eijb3/wwde0Nn/1V3/52WefJTgnIiHEoiguLy9/9KMfWWufPH4yny+dCyFEkLRYkyL14Yff+P73vndyMnN9t1ouNusNIlpj87xQpIqiPDs7NUY/fPjoV7/8tXOOWbLMsACyRJbLi8uPvvXR+1977+e//sXf/fSneyFr2ieWRfn1D77+3X/yvRDdz3/2K2MsCCgiUopD6Puhqqr79+9/+OE3tlu3XjXr5UZuJrFRC6u11kaPwVW/zSP/5bTeW7z3drwdX53io5t5V26vQ8Bjjh1EgKRP48g+8DC4oW1fbOvP+r7d1svV6url4tmmvmq7pfNN5J4xRHaBT6qpijFEHliCNsYYhQh91/VdNwwDmd6FOLjhen6dGX1ycnJ0/OD5U/X5p4+HDmFSTYp7luJm2662G1IRNWW5ZXZX19dX88XR7PT8/O69e++dnc2MLpbziOS0ySbTY4QOIIiINRCGrqmf//S/P3706er6ZZ/paZbNLu/cff/9Dz761nfffed+02189CzCHMNJy317fDI1D7PHT58fTdrObwjQqrP7d7/5xz/4X/vBTMt3CMv19rOnL/28e0biT2YnF6cP7l1++87Zh8eTu/P5uuFFg7Nh+KRtn3f94upaX56/m5fHMTZ9NwwNFebE9apuurIw9thOZ5k21lhFJjBGViRQuCEOlrXJADPnZbWu2y2uty0pk+VVBKO0tTnnRZHlOSnNY1o2CwgpAqJEvzAwyJu6TffRKTcbUwYEpQgRI7PIuOpkeXaZXX77O98eXP/ppzD0Q9d1VVkQjhEeoggQISQpoxARAu3L0XdupjeoOdM8Pr7K/jaUXRoKfPlu9jazeAPkbnxSO7yXPDOgkikG9oEbewuOCMoOEsorHRX7SFpEVABEQOmFxg53gb2zRTxJHzmIMEvw3jXNdrPZzBfXq/V8u10PQ6dIFUU2KSfT6WQ6raq8zLIssybP8ulkMp1MqmqijSgtO69dWvhDCD5GRmACR0wC4gMoGAkzPQI2ifvlesRkWlKFX0pU35/PR95t3UgrTaSS2SZKPFxDR10oBsQAKd0EQfY5NAkuirBw8giGECBKREAS2hd3kVJELMFzjFGU0poIEW4XeAgIB+e01gQqxsAMAhiDJqTjaXF29i0A8s5fLxfzq/nz5y9/8+lny8UqMty//+7lnXdOTi8EtYhGZYtiNrgYfdz1MdJYQCJ7HjL93yELTnJwIyHuzZ/Ir4RvJp/Swe0nQnLbb3dornuVJzxQfsprlrsb02g6wZHX9zryRbui1zdGh365P0xkdcvK9dU2f39gi+ntU6GbYwH8os+8r/ZgEdpVz7BgPwQ/9GEYOAatUClCAgFBQqO1MoqFPXtCMATG6iq3k9xkhgprLCGKGGWsybLMbrebYeiVVnmeK2Peuf9+P/jrxcL/8lfnl3fLyXRTbxXpYaiZRRuTF4XNc4nBh9TV6YMPuwKGsUQERPagTms1DN12u+m6djqdnp+fp4mCWTgGY4wiTURN0yyXy67r0uQTQnjlJgcApRURDcNgrEbUSo0tfyGEvf4TISplklSyadpPP/3s9Ozsww+/Pp1OAHA3vd1c710fw/7+H8/oNClrTFVVgeMQXNIWcuSqmn788ccXZ2fL1eonP/5x27R5bqy2g3Zd00wn0w8//Maf//mfv7y6/vu///vnz54TIxktgpumZuY8K370oz/5+ocfXs8X19fX282WaAyyDiFMp9Pzs7NvfvNbRDSfL54/f356flZNquVyGUMkotns6Ic//OEPf/hDAHj8+PGjR48BYlXlIYS6rqfT6f/L3pttSZIcV4IioqqmtvkWHktWLpWJWgliLZAgT3NeZuah+2ObH8BzeGa4dE9zekACLIBEobbcM5aM8PDdNlUVmQd194jILBQKTTS7iU57qIrF093D3ExVrtwr9x4eHn7/+98fDga/7H3yt3/7n2MmTti4pgsA3br11vvvvz8e5f/0i8M0zV3nhD0IZFlukzTLstFw1B/0m6YlotSmrvUAGC1krDWpTbPUlrnVWhNSTK5vmgYBFakszbMs957XVdO2HYsopZPEAqIPmyHwxWL9+PHJ2dlFta6MSZTeZfOKc265XJ6enq7XK+EwHgy1KkX0byvm/Pr20Bu89+Z4c3zdFvUbt9ddh9j5zvmmqlaLxXQ6nyzm89p96eVTFmb2PjgPS5XUuQLttHDOKCF4YT05XzZtDRJMoosCSYOwA2qjG6cL3kMg44GmjYP5okYwbVsbZYtslNtxQkNbJF07Y9d577kLjW9FhAgEw2p9efryiU0LFh2YXZseHh30Cts2fHHxwqayP+4zhM5DVYsLM9JtUZo8KZXKOMCjL58M+nsAtL+/XxaahQmw05edaoioWvP0gnv5gwdH/f1bw8nlZdfSau0zO7x1eD8EmS7GWaG0DsbwqDfaGx2kaZKmSa/Xq+sQWmA04xF7317MpnU7aVyqNY3G+WrGk7UnKZVggr5f4mCgekMyFhnYhao/zHJOnYeq6dbVGs9hWAx9K6PxgZaMGV6eT7rOmywziakup855kyRbQg8CMPw3zcIQIpDasDUbO35xzmttmJkFxuPxe++9l6W23+8nidFax7jeEDpUKWqI0/8xzuHfDl1wFZP3DcpNZgAJ4j1zCN65rmvbpqrrOiZNWWpT1W6cLoF36YdlrnvlkdZvaaPKPCvLIsti3J21xmja5AooJIopFgSKQMQHF8K2fa0iqIsmmsAEQITMHMW7uONLmYGFAAgxBPE+AMDWI+YKuBLCzv0AorXJhrtUICgAwd+ggJFurBm8jeGM6k2DUSmKJEgEWilrLXAI3gWOl48E3jDGIsIigKi2/XvmsPVusZtAZ8BNah5GDozZtUhaK9gb9IZlee/OW+986/5kMp1OF+uqm88m5+cXLqBSaWLLrBjk5cDm5TZrGXdihl20Ouws9AGu9Jw7onnbbwjyW0VF4Vf5p/zmtfiV7/nNNvV7s93u7Paj5BB5MyUhrGJWZcRUgKnNh/2BUUqhGKOUjvQ9k1ZpkXoOTdfaPCECQsHgD8fD8aCfGso0aRTxbIgUGmE0ZLuuG+0NE2tIK2ZZrisWVeSn/d4gSbOX5xdlmRiTbMyEQJxzmpAU8TYhTfhaasJNmsUYHYPavffGaGtNvK8QIDArpWI+3nK5Wq1WIhI7g9u4lBuDo957RDAmjg5KVVXWWmut9z6EG+JPpVRV1fP5fLVaffsP//DBgwdEFMkurfVNF5jrRJ+8woo754BQkbJJGt9Pv9+/c+vWwcG+ACSJBQHv2TsXfCBUSWLLshyPh977siwBoOsc4camxRhTlmWe53EI0HWOWbTWzBCH7ohIkXLOi4S6rqPBZhSy7rQZl5eXT548adt2uVyKSF3XXdcBAJEKnuezxReffwkAjx8/jrH1uyy7eH4eP36slcrT5MsvHi0WC2ZumrZt2xiCF5w/OX7x7OmTR48enZ+fr1ardbXunEdSJkkLYz777LPlcpnn2V//9d8+efKENpZvrFCRovPz87/4i7/46U9/6oN78vTJcrkkIudcFPIMh8Oz07O//Mu//E9/859AcH988Iff/k5ikvhZxOJhMplMp1ObJEWRZX/4nfF4L03T4LzIm7z1N8eb4ytNLW6Wo1dZUFe6iG2twBI5ltdxXfT22MrP+NqkEgGQbJ2iUYCB2266rs48X7Tuom4v1+v5arlYLFaL+bLhZ2wfCpNWVutMGTEQ0LOxZqPKYiJSDLyuag4hS210egk+Dhaj1gkACgeALk2lbbuqaRXmzKB0rlTPmJ6xPecdqKCz4LgNoWnD0sMKdZMkSmkn0IRQi6QgnVKdMeg7d3G6fPricjg0vaL0LtRNu6wqZevREYyPdL+nCISlWnSff/kMHTTf/vCH4/2jNC1JkU6877pVJeu1Ah7efev+g3fvHtwaPnv+JMt7oaNOWpSQWXPhgqH8YO9tY0KepYlNurCar14AunXX1G297launYI0RnHw9Xo1DR0Bep140i0miaGABoshlkMoh4zaeXbgmXQnmAZWvKiWy7qqHfu1lgR1orSa1ycPn/7cZv2D/u0s08vlo9XylGA+Gmrp9GpWSYRtqIMgs6hNXR8ChNg3ZQ5aGxGIGpt4NcS0W4pOZVGDEVmMnZu9QJrYtw6PisTYPE9MxkJBkEUEAoIDMSiaQAEYlsBEDMLiBQMKUDR+hDi1peC1BNVNrPi20Ob4g1ht77SofPN+2NblcMPD/kqrfBVzBhRVia/re2hHpvBVSBheZ2W2mYKIgMDBN021WK/mbbNm30nwHAIHBgADKks4TzcEp9KktdZGGa21UUlibJIkVqfWpjYx0YZPxXS9HVhjDrJNp0Xhq8g3Qow5EAAggrwxN9uKUQFZtmJdFKCNKcTOPvOKjUK5Bn22mA+2rWIB4GicCYE9bl8Xibf6zfgg5C1HQUQAIuwkiPe+aRoBMUYrKY3WicIAgOBFRGEQRN6MBCMwygaCIkfgiURKSWCWgDGleqN7jLpMRmEi1EZManq9tFdm++PBcrmezZaLxXq5rNZV17RdW1/Uq4v5ZZqkZWKLJCuMLXRilTKIikHiyyEp3lkIIV7Jyzaoe0OWBg6BWSmKVlUim1j5qKbcoEJ8pXARvGqXbbL5boQx7Ew7r6hkAICALNco9y2ZuBE6y+6qfm07wFetOq/5hv76Dsg3a43g/7ht77/tDf8PoCd3pxuvmghXK9P2kthGkgIKEG817oTIAQUEtWSlzbNMIamYN4IcuCOFRa+smjYwEhkAh+JI4aDX2xvtJQgGWUFA8YQKQXkPOtFCUPZ6yqiIJ1vvSREzK620Juc6kaAUktoJHiSS8gEQUCHSDuZtPJUiotvKs6uqybLG2tzaXCsbwqbnRJtMUlFKbR5NCBRJKY52nIDIgoFjWslmy+HYZ4pSb0KILlOblCdEQqXVxeT89OwEFR4dHdy6dQQAsa22zWXZqTP46pRfHxWInaZNxA641omPcfc8ny6QcTaZd43nAD644AOzoNI+hNl89sUXX15O55PJRER8HJBWzADM0Lbdk8dP5vPF8clJtVxpIg4+BC8gJjFt1y4W88+++LzXLziEeIJYQgg+qiSc87/69NPzi0nXdadnLwMzKRWXGWuTwPzy/Pzv//4fOuem06kPXhutjY7LlIBw4C8ffjGZXGii58+fNm3dH/SLIhvt7aVpikRN2y2X7cuXLx8+fHh5OdPK7I3HpEy0AgqBj09Pz87Pgw9ffP6Fa9p7d+/1ijKxlgDXq6qq6l/+6pOHTx4BQN1URVEcHB2ORiNAaJrmcjpdzhcXL89d5wb9oTFmMOz1Bv2yXyTGjEZ12zRnpwvXtYkxIMNd1cExbOn6bX1tSv/XrVpv/FreHL//kO81z/kbc0qIO5XzhoUIgRH1lgffjMYioggJK1KAGEQcgNu+UAKihQnCZrUMoZtNnx2f/b9d+FXlvqjbp75dcRAIFgKTmnNy6RtCHCT60FIKID74opcDctN0QcQYo1VyOeWma5mhaz0hdp0PnSCmidYAiEIcpCxzQD+fLxKtgVJt0iAJkyVr1/WFo8t0uKaw9vXStzMPUzIhL7OiR/1+2u8VqwVo6rJ8wYFmkzCbzo+P177tHe4jIK2rblnN0x7v3UpGe2q8HwCbal231RfPL5fn80uP2bs+uX2rZy0iDFj0xcXpamV7vXsfvP/v7j+4V/Zsae8HboT97PJsubqcTE8fffGJ8+veYGwzJMVd19bNdLZ8QefKWtu1zXIxXzczL3WeIDAvZ8up65Yr1XGHtsXMWfIpVXYQ7IBsH51UyJ0WFpgZkyltVeYwaf1F13bzNmiCVJnR+Qr48fT+/XeOlGTWLWb/OL98KQ7v3rIU7GrugVBICyY+QAigUEjEiw/gDJkg7DhoZTiIk0Cg4jx+CF4E1Ab9CeEGAmiKmXMb8eewKPfK3DEJqs6TgEIVjAkInYgGNsAkkgQRJ8qjMHYEQgIqEk5AgsSw4a9eWch3V7dso88IIGwrAQQIIoE3ZdNVOwO3yEd2/yVEuBHvsy2s6KIVAAAgAElEQVSimXa3yU3nDUYlCpABGXD7+jt4iAoBFLEi6JrVfPrs7OThanFuiAublHk+Kgf93rBfDnr9NCu01jpJNtN2WutoYLDbqKLkdUeTMQd+xbQwTvzAFt59hXoMIooPzJF3440nHRIRkI4FmhdBUgppWwDJFu/JNZCAErMzNopK8b7RWmmFnlsE0Zq01gwx9wBj4x8RY//fex+/jjYzbdvM5wvnndHG7e+PRqOyLI1C5sDCpMkLu2iEKohCwiSb1YkYFDMRaBYWULipijhwEAgAohVF6VYIQbjVpLWm8Sg72Cvh/pF3oWu66XTx4vjk2bOTk5Ozl7NF00l/dNgf7fdGB0V/lGSl1pkgu2hlS6kH5QCZBYEwmskAIRBQDBML3rfRCJ00MbNnJyKaNBHxJjoZIOJ1vqmdENpmovPOl/M63tt8jcDbBgMABAyCHrb9DwBAUCLbRPndFb4z87+iA/E6L8jC8hvB0TfCcb8rsEe/o5f6JojvN5MGvztZKF6Nwb/anN2Ifrc+IttomehKBUoAAsaYGtSkBdlDCzqjRETQA3mORrheAVgW7yF4JQHZtyCtIadYlJcQmENH2CXGO0oCqBBCKw1D8OhCiHGa0Lq26ap1vQqhA9CBOxYHGLRBJBGMyYDESIIKSRNp73dRnJGS34zaEpEIrlZVkfdHw4M86xPZrmu3/pwUAocQ0tTmRZ7mmTIKKBqCbcZ7UW38vuNqDYRB2IegFOkkEUQfJQEbOTORUqSJND19/uTp8yf9QXl462C0N2BmIiAipTFOLFxnIwFkY8ck24ahCIOgIkQKQdbLtXiQANPz2T/9/BNjkqZpl7M1B3IuABApRYRV3Xz55aPJZNo0zWq1AgBRWgAcIJByPkwml//l//kvALBcLru2TZOEQxAORJgX2WK1ePLkcdVW3/72hwf7+0mWCErgICjGWm2Spu3+4R9+tgujN8YMBqO4zBpjqqo6OT09PjlxzhFRnud5UVhrlVLW2rZtz87OHj3+MniPiMG5sijefvteltqD8Xg4HCJS3bZNVb84Pn3+4mS5Wt+7d+/O3btHt247Hy4mk4ePHs+Xi9V63TTNcr7oleVH3//BgwcPhsMhIv7yk1/98pNfffbZZ0mTIKJz7lvvvvvRRx/96Ec/0lqfnJz83d/93U/+v/+6mM/TNGXxSsNgVI4Pxv3hwGgDgk3THB8fA5LWyiZJ7KJ554X5momW/BZL0ldBvjd4783x+6QJ2eSEbvZ5uq6LkO3A0m4aChH1pibjDW1xJeKi3V1FAkq2heDOW0NEfHBnL59cXD6aXJ6cnH/a+qc6maWWFSGwAwIkBwBFmStMgH0IHaBKM6MUCIDSGFwAYCJKEjObri8WkyRJ+r0ckb0LvaIs+yMOoNC5tgncsuNEG60pyxMFdrW6fHmmmNsAFQArRRqMNVmRhl7RU+gNmeViMZtdjIczpCzPszIfrxaV6xyA6peFUWa5cFqLa1lY8iIpSmtTwxIIMU2TRKU+odCtfvXZf23aNWJ3dHRUplmW2bquWXgw7I3GfWuN60JZ9BGLqpn/53/82ZeP/nk6Pybd2RQcKFqyQADhvMi1RmbWSZZlg15ZXlyqdXPZ+nUIoWmr5WJ9cd661mpTADARmiRpukXVgGl161sBRiLnQ9e22iCRNmQSxWJVkQ17xb6CDIKuqta17vjk+OT0ZLVaBN92DmxiFSEhdG3nyIFAYozRKtrBIWlGCCEQ6SLP4iy+tTb4KKYLxpg4KfEV4AJ/26Sc31Ul9RtEqVuC5V9UrO2ejLeFt4hs6Rp8vdQsizy9e/etoz5hlxkqrLEmSbRJTJomKRADOrU9dqob2FrDReAX79x/+WDV79DBXkQiis7znAgUQZZZDt77rqrqznvnQ9u26/W6rmvnXNd1bdtWVdW2bdd1Tdu4ruuc884FZkVUlMVoNNrf3z84OBiPx6PRqCgKq40BDD74WNBtFiYCQhZgZh/cpqDkTZWJAER6m1zPIiHaArngiIiJN0iLQRszHo+KXu/t+w+axl1Ol5ezVdW46WJ9eX76/PhFkhZFf683HCc209qwq7XJlEm8C947Dl5roxUhonddGzwLa6VU1KExCsdgdOAAALQZk4RtSsdNKMKyMzPdLrjyup3m9SpHrrjobRX0VR4y1/Mg8Gb6g/zanPY3x/9sgp3XlyIhDuAcO8cgIV4JpOI+H/XeG5Vd/FHMSWf24pkkoNp5Y1LXdbs1B/FKNGe0KYo8iqhjI8o51zSNMCMABwYFmpQxhpnjfR2bU5EVNGjatokdq7que73y7t07znFZlogYLS5DCFXVRKWiMSra8RtjdiveNkMPYhqLUmq7+CDFJgtcbUNRAopI0fyzqqrHjx+fnZ298847/X4/Pmf8lfde643a/WvOcjyNbeuUImPM3bt3heXiYvL8+fPJZKKU7jqHiIeHh3t7e1Fy2TTNZHJ+cXExn8/rumZma+1777092htba+fT2fnLlycnJ23bish6vU6tPTo6+qM/+qM7d+5Ya+t63XVdVVXz+dx7b63NsqwsS2N0URQ/qp2x2c9//vPrO8Lh4eGf/umfjkYjAJjP5z/5yU+ePXt2fan/gz/4gw8++GA8HocQHj169Fd/9Veua+M5zIvi7bff/t/+7M9uHR72+z1rk9n0cr1akVb9Qb8/6APA0a1bP/zhRz/86IdV3X762efnF5N1Xe0UYWVZvvPOOz/60Y/u3r2rlGra7tnzF0qpPM9D4Pl80e8Pv/Wtd77zne/Ej1spZaI3w9YsNE3Tvb1hfzhwXRAQHxN9iQAgxkvE0hR/p2vUG7z35vg9PfCVGlGuKzmjQgCvgbzdt8yxmRgTsWMRr2TnNCdxDEiAglC7bi6m85PJ9LxuOs8SGIWDVmHjYkBOIVlrJei6ca4TEUMaOheIwCQKEJi5qlcheK1VlqXCwAw2SVNrsrRASImIQ9XWa0AAJk1KK0IWT76qL51rA1e9YWoyzExGHp1jCY0EnWhTFn2jKfh6XV24Ttf1QkLSNkvnXLQEdI6X824wyJWyxiRKIykADM6BMcqYRFARcCd1U58dn2qi0Llv37t1b5j2AcQY0tqmqSIF3nGaWgHvA89mly/Pn89Xz/cOMqvIC4hjACTUSJlSChUAhdjG7JUlKieVE0RWoBNQynkSwOh0KiwMLN5D20rdBkDQGgMTIIbAhBwcI0CaZjbJjLJFOiRJQNR6VS2Xq7pZr9dr79u25aYObdsarYXrjb0ECwAjBhEPEm7qu/AqD/gKNuwm4OSGnAx/607/1lNTNn6hsvHpuk66fQ1S2/lo7q5fea0tv2lwyPXO4I7EvuFd8ZVoCl8PpnjFRf+1I3AQdjahfr+X2zLPMEtUapTaaCSJhBg8wwbm7RjIV/zHd/qi35mY7Nq3r7zW15ScePMtbZkjZObZbLpYTEHYu67tmqau66ZpOtd2bTw4hBCC98G5jgOz8MaDFdHaRER88MvFYrlYnJ4cD4bDw4PDg8OD0XBU9PppnhuTaJVobRDV1leHtkY7G7mbCKCAAtrhftmETCChjlH1gCRXPwcE1EaVSVKWPQAa7bWH66Zuu8vp4uXF7OxiVre+Xc9AgklS0joE0bZnsn4sVgQxRiayoARGEYWoCJWowBA8C6NCs8m3DBRZOQEIngQ5tkRkSy1sw+txZ8nCW5/cXRDfluS7kjFt0+m3NDdcU4xefYD8SuiIvIb35BtSav/mtr5vcOOI/GvGVPy6YfhvxFdcW6k0UQKAICq2ODhsriZAUYq999EPWEQIQRud5mQSHdclRIndXETgwHVd+eAV0saiiYBDjMHENDFK0YZUI6QYJbNRdDIKI4JS5Lquqqqua0Viv1gISRDD1hqFmcuyPDw65ABpmjIzEQKQc242m4lwkiTW9q86X5vE9iu3ZYxvgAg2441IRIiwa4pdk2JiZJYWi8XZ2VnTNO+++26v17s+VXjdxvlqB8GvzhYWEaV0WfYODg5Smyn18PPPP48jKM754XB4+/bt733vuzFN7vz8fLVaXF5edl1X17UxZjwef/DBBw++9U6SJC+ePQeRhw8fGmOiIY3K8+Fw+N577+3t7SnCiHWZJc7jKbXBwFmWDYfJt9pwOVt8/PHHcbNwzimlBoPBd77znaOjA2Z+/vz4k08+iTgqwuAQwtHR0YcffnDnzlt13XZdtz11FE9XURT3799/cP9eWeRN0y3m85jsh0QmSZIk6fcHh0dHDx68vVo3k+ksfkDGGAAEFq3U/v7+0dHR4eERAGRZFt8/R9cbIpMkeVEMR3td11mbMrMPwflAFEKI3ePQtl3bdhyEA3Ng770ETyAhDbF5cdXTvdbYvT7i8cqu/Rs3zTd4783x+3MQXXPYjuXClo2JC/R2NIu3PoyyXQU2lW00vIp5oyy7nUYhqquBEBIgj+AJ6gDLVTWdzmZFbwQobQdNfYnQaO2VBgVitNbKtB01ddd1AYBJBwaXZqaXldro5bKaThdNG3q97K1bfUUmTdOyKPZGYw64XlSKtA8kntPMEAXBoEiCdM51nevqZuXCOivfKnSpbU6tWi99U2G9Zpumg/5w0O8lBqr1xflk8fLlcV356MDufRMbnFq54TBLU+W5A7UO7J2HwAogUUQcAoNTiSsTWa1OfvaP523TGKHe24VJdJpqz8G5pusaDhjYeO/qukkzOxhmYFTedzYFpSF4JLKJSZUinWidqMDterVya9477JWqDNIE5iTRSZoQ9KaXzXLeKU2OnWvqolQA2LXSVCAgxgDpBEmxB+e6pnHCkNqMAyxm68Htt0aDQ6OT09OTi8nLqpoXRe4DuNZNLs9DZ/MsT0yjlULA4D0HR5pF2sDsAZRKQhDvWmNSAPI+iEhEJ9E5bdcfvVaICCDitYw03OkN8StkUd8cybz6yJsL/HYHoO31i5tIgV2BzHFXuDK5R6Qb/1Y2ke87muh6mAPBTYdP2rqV4rb1IbsHbmbkOATvO0WiMp3nSVkoa1BjHO1nDiF4QQVkdp1svgFNEXf73CuI9HWM+k3q1VcGIF955m3DGH8dv7Dzp8GtbwoKcAh1U3/58OGvfvXP1WrZuTZ4xxyatu28B4AoT9217dPEpkWRpmmv18vzPMvSJDHMXNf12dnZ8fHx+fn582fPHmXZYDgcjUYHR28dHN7a39/f29sf9Idaaw4cRBiAkCQ6zYOICG2VXPHkREVo/MuM1psLcfMHC/BmwCh4v/3IlNY0HvXyMhNQ66p7fnzx6NmL4+PzxfJiGYRFmEWl/bwcj8f7edHXxtRN17Xee9YmSU2ilBECZoEQ2s4hkTaJ1sb54H1A1IiEzD4EVBTFlbxTv/G1aPbNCZedrHabxRA/L959fiQEom7gvdfyJLeKjPjZbqaVZKvk3z5W/XfCe6+XYv/L915fg3yv/B/lleVNBG4Ss4BklEoVAYIBMIQm2mEDiWAAgLpqmQniSLbGJDFlL0tsgoo8e62BFAIBS3DOr9cr771O0lgbAIBIkOgQQ6AICYU5IIhWlKVWE6EIxSYFMzI3TbVaLbuujTqUeJnFBLyoM1SKiqIYjUYIGAJ4vxE1MPvJZKI1Rf5N72QO0Y/3Zi/xOkZDRHhFZ4sby6YI/5xzx8fH8/k8SZL33nuvLMtYz2wwLW5HakG+Zg8SFmaJKobDw8Ojo6Oy6Hnvnz59iqhisVSW5Z07d/7kT/5EKXV5Of3888+//PLzuPRpra21w+Hw/fff/853v0dERuuT4+O2bSNkimtjnuf7+/tFUXDwqbVJkmitYum1NTgFrU1ZlqO9Ub/fj9xaZCmTJIkBDPv7o67rLi9n8Wkjneu9j4/p9cpeL4s0r/cekZTSzN45HwIn1to0sanuOl9X1Ww2CyFUVRVCyLLMGIMIPnSevXPeOae1tjYF6SAE8V5r03Vuvlh2zi1X66ZpvQ9t1ymlsjwPHNZVta6qruuapmnbtmm7tu0AsGB2zq1Wq5Pj0+V6nWd5pIidc75rESRugkqrqOF8ber4tal+kW9YYLzBe2+Of/ss3mtTfNeJF6VefcwrzlfxiGX9rn8mEmQj6ceNYRhcNwUPnqu6uVysptPpfHKxzrM9JGzWtXPeZlmaIkBtDCY2C62pln61AGZCRFLAwEqJMLRd47qWSPr9IjG5VqZtu7ZlralznSabpFZRAp1Hnytkk2hUZlWtRUJZpsw6sE4SBKhXK+fnktgyt4ODPfvi2axaNedn0145tBbygvniEmCZWyBFbQdtx3lRMmsQqCrX62f747tOpoI1SwiOpper5XzaLw57hSqLngAYSsCkzx6+wNbWM6cUu1Cfnj5vmlW/N+71948O38rz1Bj7rXceBDx59OIZw2UAMSYxSY5CwrBcrgNLPyk5QNt01bLRidhC9cvBdD5drVdVA2m21x/k3kvbVE2zClz3hocAsF5VTYNN2/nQFDmmWa4T49tWPIHwelW5pvN1K90x3s3v3L6baFvmuaYQxClFZWmDJ5Reokd7g9u+FaNM/LQJmTQgEIiSjXSXvPdaJ9Za50KUzyhSm4y1X4sL/pUvfvmajp7IZmKJvqqJjnCTkpSr5InIeuCv4/uu302vsZpKaaUsUbeFZOxdCOJJhAQJCfQVZ/mqQfhv2rFe3edY4F+rqo4yU4WoY86XVm3nppfzycUZAGd5urc3vHP3TlGWcWLEJpYUJUlikyRJbHzP1iZaKyQkRNk0oQ/eeefBarmaz+eLxXy9rpaL+WpVvXj2Is2yQX+wtzcejw/29saDwSgvijgUFDxHNW1g4eC9kx1zSAQb/AcYOPgQdpNaKva2VTx1scJmBABx65UHUgD01uFwOMg/fPd+1bSrVTVfLufTxfFkcXHycPryadkfDgfjohwkpBOjtAFUwuKqVQ0YaQgGQAns2TkXfBCtlQAAk0YdgPnKa26TZrMd08Pr6zcDRG5fXlNsAAgBXYuGf138uWUKr/m8XLlT3KD+6M0O+j/BIV/7qysOUBiECRiZiZlIaYTYolKy43s5xr6wcy4kpJQKIVRuvVzMobBKKZGOkZ1jAIgRL1F4EzEXALdtM53NhuNxbvKY+0cEeZ4mxihSxpj1ctlUtSJar1ZVVe2Mo+jKR5eZw+sTkvEXSinn3Onp6d7eaDAY3GhYb/nH64tf9AyDzchA7FZs+l9xdjlsJPAQAxs+++yzsiyPjo729vai6HTXQduGvMvXowJEitgpWoAaHTWxEgLv/kzcuM5AJNOapmlbFwLH6HkAaJqm61zk4kLsmSq169zRFtRtvMuda9u2bbtoPINRTGsMETVNU1VV0zQR6e3ags65yWRChDGPIT4mIm0ASJJkOp0+fvxkPp/P58vHjx8DQOec61zU/K7Wqy+++HJ6eWmMqqv6V7/65PmzZ8vFkoWbullXzcnZ2cc//8Xx6VnTdi+OT9d1VVV1VTfOeVuUVev++m/+5tPPPi/LXmD+5JNfLRaL0XgvEoBE+vTk7K/+77/++c9/3rXdbDY9fvGiLMvk7ftEtD/eGwxHVVVPHj5ETWVR1uv1erXs9/uKsMyzg/FePIGpTX63Ht5v8N6b49862LvaM260EPH1wvGqstxpG2J8jdZ6J6JQSl25YUXbK8FoXYgSi6QoDeXAbjabtW3oFYfj0X2ThMzuz+fPlFlmVgRXqAJ4TWKtkjxxbSchsA+e0QVHwYPrgnMuBJ9nRikK3gEyKSAFzrdkVGITEMKQaF2QtISoFEvwSmFeJmmqAmtAhdTVdVXVoSwTowe5zfrFAYcZe3BtU9UzbbrENsOR6nzeutB5CUGTyiYX9enxvGr46Gj81p0xoe8CeNdqk1Wr5cnz2URNxiP71q3hoEw0lqhsveKTF6fSucEor5tlXS+aZr1YrPdbGfYPkoQ9B0RIrMpyvW7btmsFdZknSABCSZJqlUtI6qpu6+A6v5gvByoveslqtZpM500LB/tFktqyb0Wc8yCBiFTbuMWi9p6bVrwDDcqoxOhUow5Qe27Zoe+grcPMr+4cQq8YnsMpAWmjgUMILMJpatgrELE2tVoVRWGMIQIAD+ARNKFihG0/lNbrdVM3Wid5lmbWhhBk0xl9nbaTzYb8VRXMxq5tq7n45kqqV7Hlq5ZEeE3Ns32wfEUHhPmK+t7eFLitl3fuLNczvm4U4bt/yRs0zIIsN+SmGxYxTppF/dzG8RJYOEA0VQfexK7jDYexb0iGvErW/TZ7ISL+emCJcpN+eEUBuv0Rbk3jQSllbZrn+dwYQsnzfDweHxwcDIdDIkqSxFqLCEpro7XWOk5xaBUx1y7OICmKbDjse+/rqp7OprPpdDabV+umabrl7HI1n128PBuNRnt7B6PRuNfv5XmZZXmapsakxhhNyEQhMLOwsAjiRvQpEHbBddtzhdeyJPHKkgeAvWdUSqkkzWyeZsNe6jy3ba+q++vVaPRyenI+W61WiG1op400PkBgtLbI8p5OUsUeSCHoNKHAENgLKAIwirRS3osPvBXDbW4B2SayR2PZa1nqLBv7i+i0ed2Jc6tLFsRoZwO7PL9ruG6zRO+sPeGa5ecVlfTVaPF3SvF93Y38v8L2fH3nxa9Gdt+wnN1U+aQINSHFKT4B4AASZAs9JFrmxscH9j4gIjjXNW23WC6s6aepFXaM6Hxomia1VsCIcAg+ppx770mrwWCQJAYRk8RorXzrm7r2zkW153q1WszmRZ63TeO9A4zEuWz0mBvpxwaExS8I1W5ziKFtFxcXvV4ZAdhWAxiPHQ+307rLJrZ0W7Rc12HupgCiinW5XD58+HB/f/+dd96x1l4f3pObe9P1tXRHR18XBIpICKGpm+l0NplM5vO5c54oRhCxc361Wj99+gxRTafTyWTSdd0mrQ4JANq2PT09zYsCEZ88eXJ5eRl9ubTWzIwAq9Xq6dOno9GIEGezmQ8hSZI8z5VSgUU4tF0rwk3bfP75oxcvjnu9fjwnImKMadvuH//x4zzPnPPT6bRtu9FoL8uyeG6I6Pz84qc//VmS2NVqNZvNer1er9cjIq209x0g/uPHHxulAMR7xyEopYejUZyaG+3tLVerj3/+C61N571zHkm9/faDJLXMPJ9+a3o5/fyLh4+fPCNSLKxI7R8efv8HPySlRMQ5f3p69uXDhx///OMQgtG61+t97/vfH4/HimgwGJRl4XxYV1VcBpu6Msa8//77NjFFlvaKPM/zq5zb36Tn/OZyoTd4783x+wH88JXa+pX5vZ04JBZeccg4jggniY1LSbx/QghE0ZtKkDdt5mjcHgsUAiLQhBqA5rMVUfruu/ff+dY7eW67dvH4yS/q5iRJ10LrLqybdVsU46S0mYbpbLVaL71fAQoH5Rx6B86JcwEQmUPbdtbaLE+y3PrQaW3SJHUda63TpNeF4J0DEuGgk6TspTYpmVXb+cV63a3rtg1adWiBIB30DhGTAHXb1pPJcd2q4bD31u08zU3VMqAlQu+Tpj6+nM5Wq1nXYlHuobat6zoX9vb2gNV6OX9+Pp0Nrbij7H6ep30UkxnV1utHT36ZnZs0TZJEe8/Odd67mPQ6X6zPL85X65U2ClppmqppJU2GilgER4MDrdKuc8sZdxUT0HqxThJKUppcXl5Mpiw6z4dFvlf2UhZPmoNPWHC9aiYXawQjbFCU+By5UJJqA+ypDUEZqzFxgF0jWqXD/gHIl94xAxtjvK+quk7MqGu61XyK0vWLvcFgYLQGEBEP4ARQorU+gYholUwvz7788uFoNLr/9t1hv7dar19Twuzaz1dclbxa9nyFo4QAvNJqxW08N75mwnKdB8NrS/zGIlNu1pRypSulTV8ZcMMEXs3L7aDptbx12cUyyLUxJ4RN5PfWIYEBokXnBvjuBgk32DKa68uGaSIgEFQIFBXWcZAT9TcBY1+PfgW+kUPON9kOr/6EmwQmAl2rrlACs8RQDDUcDO/evYskIKEs88PDw+FwmOe5iGzsRiEw+84F57uYUhU5BKVo51ITMWGRp/1+uTceNM2t1Wo9ny6mk+nLly+n09nlxWx2+fL5syc2zfI8H48Pjg5v3br91nAwLsrSGEOJFgHvgosxhBtfKmaByFlcr7klokIJNy45BKWYEAg9MLAPHIJCGhbJ4d6+Ufrd9/xkUZ2dvpxczi9ny9ns/PJyua66NC/3928NRwdpkgUUQbbGdo5bDgyiSIPSWmkJrQsdAwaFTLQZdkWM51EEIyuzESDz7nLELTnNV10M3JHPAgB8jbK7QncbGSfLDSR4Y9p2e0rwzd75r4B1X18tv+FsrtxsXSnSRpMxBKCCZxIOPnBgBUJKEEBt1k4glMAhhJgj1zX1elWtB/1MIAnCAdh5v1gvA7MxJkeMgdd13XRdl2XZg289SKztvMvz3Fpb1/V0Oq2bitkjwHq5mE0nisB7J8JEGE2ASW0EF1pf2YpwlERvsJyKkHK9Xs9mM2aO4CdCsrg07AbMrk2a7NY93H0ZMdXmPo9mNaS7rosJde+9996DBw92TxurnRj5rRReG0D/arQQw6K6rluvKw5ycTF59OjR6empCMfJRER0zp+fT37yk58pRXVdTSaT6LMS3TK1ViGELz7//OzlSwA4PT6+OL8oyzJWCN57ApxOpz/96U/v379flsViOddax4m4NE1DCN53y9XKe39xcfGTn/z9yen53bv38jzT2kQwuVwu/+qv/rppmjjyd/fu3Q8++HB/fz8yuk3TfPnll7/85Sfe+67r+v3++++/f+fO7X6/R0SXk8mTx4///qf/UFeVhECIf/zHf/SH3/722/fuxQ+obpu//Mv/67PPPgvMLoR+f/Duu+//uz/7swffeiAii/niZz/92X/8j38+m83qpvHBf/TRR9/97vf+/b//D4TEIkH4z//8z58+e/rs2QtE3N8f371393//P/7PH3z/+4kxaZpOJpOf/ewfEpsoraKidTgY/A9vbTIAACAASURBVOD73yvy1BpDABK8QlRKfb2G5RU951fO713fNN/gvTfH7y/n96qaQph5uVxcXFycnZ09e/bsyZMnVVXduXP3o49+dPfu3dFoZK0VkU09goAUTeFZBIDVtX4kVVV3/nJKKrl1+953//Dbo+E4MTqE2lisqoMuXCzXp7P5eXBLgtI7vVrUk/PGeU6yIit7xgbXtatVK0LDwThLS6Ntv0chBGOM0caYzGgLQEoTBeHATeW4qcjWIYhzbrlaSEGI2gUP4Ioy6/XKPLslob9cQNdK2wRUTITCrlovXJg5j01DvUGGSnfO1U01Hg//9E9+PLmUrsXj502aE4NhSA/GozyzRV5f8sX5aeurU+z277yVjQb7CEFpB7CeTJd5XhzsH+yNbx0e3r9z693RqKjbal2tVqvVYrFarGtGUxb7RZln6Xhy0Z0dv9gbkTU9DnQ5bS3BsGeKvASG+XQRHJd5kRV9a03bVW3DgGgzExyuVtV61XEw7E1iiqLo5+lAgXGtIDGEREFeV4BBp7ZgpwksgCnL4aqa1qtl3TSd75BMkqQoVnykZFIiePToodZ3793bY/bMJAzMrEjbRDPLel29eHH8i1/80/e++53yz0pAIcJ/rZrpa8VPkaN+ZcAF4LrYFK9qYUHeZafJJt3qWnF8TTl15WwRCcONRYnsymOBGzYLCBTtDAhRbalwxo3wh3ZkO8Y3EstyBkGGazN78Jp5wG8F/H5n9Sh+1U/kWum57SJ5701iBqNR5xoOLrHGmISZ67riELTW2uiYmQ4bf9TYvwdSRITA7IPnEAL7EAIHdt61bds0TV3XdVXVVeV9naZkTBZnZkTcejWtqvnJ8SPzSToeHxwcHA4Ho+Fw1OsPsyxLjLFpAgDOB9eFruuYzXbqjW8SeiAQCUEkihnwAiAcGEIXbWGiGSg3rhERhDKT5Hb/raO+D1I3/uJicfZycvZy0qxfnqwvk6wU0ogqSQuTZMqkRsl0drlY1sZYm5VpmiHphrnlAECysRAi3lFv21PPV1zfla9y5CXjI7dYjeHaVXsl3XxtvukmxsOb/cE3eO/f2O5OSptEE+1aVCAgzJ7BoQdmzxxbSqKUtlbZNAHvldY2sVEfGIdegagoyzzLbWqBUGljbGJSG6azejY9OT196/ZtZVTT1HEh+/DDD/v9fvABGOazxeTisl/2ASDO6O6YN+aw0xOWZcksaWphq3tEBK3NbDabz+fOuSgTeL1Sj5zg10Sr7ThM2WgsiYistY8fP3727BkADAaDaFy5s6DbPhsDqN94lo1Ga5Uxpm3b+Wx+eXn59OnTpmm//e1v93r9NM2U0vP5/PLy8vHjx8whEqF37tz5wQ9+MBgMvPdVVU0mF8+eP//ss0+VUt750Wjvxz/+8eHhYZ7n3vvnz5+/PD07Pj6+fft2mmUs4Yc/+shofXR4OOj3tVZVvY5R9VGrWZblj3/84/v37w0GQxH45JNPPv74488//3zXwXzvvfc++uij27dvA8B6vX758uXz58/X63U8UWVZfvDBBx9++MHe3p734ezsNITw81/8oiz7IKGuqvF4/1vvvPPhBx8gYV3Xk8m0LEttjFaK68babP/w4Pbt22+9dbtt2yIvXxweW2uzPGMAaNpe2d/fPzi6davtuq6L05sULwUV83kZyqIsy17XNfEN13WrLEXF7GXn6rqKsaXRykUTIv3uZ4Df4L03x+/VIVdmFZuVbtdOm06ni8Xi/PzsxYvj09PT4+Pj09NTY3TbdvfuvW2t9d6XZVkUhdFJnA9BFMIgHLZVBW3r8E0c1mAwsJYEuqqZ1i1733ipQEWfaEWYKEoVpR7QdTUHAkiMNokhxNa5NnjSWlvb0zqzSWaMresaAYW1UpYw8Z7a1luPGlQIEli0xhBAOg/YiKyUMoLIHLRJU5ulSQqSI9i9vVVgt2465x36DqSZXSwAVGJ6gVGTjgnj1qbDYc85OK+b6bQejQqTWm19ovuppSzNEUzb8Mytn+gXGEgTZFZpsxJYo6rqtptcctkb5Xm6fzBSBnWgsszLoo8XdrVkldiyLIe9cVXJdLJ89vRiNtFp0ijMqsqPejAsUVMSfNu2dWISnVibWiSp6mqxqrUyhIqDrNaVa5kwFzEkBUkZXNIEYfakWJskT9Oapa6kqZoiHSVJmef9NOunWT8PtWfL1artuqru2KkghrvWWw8oTVOfnZ05Nx+PS5P1iZQIb7EHIZL34fHjJ8Aw7A8ePLhflgWpLQ+GXwk/vrFEadtilWsCM9zyezvC7NXL+4Znyc1xbbn+rECAvKP4JCKxaw9+VQgH+Npr7VKSEV+BoVvnTiREhagQFIpCEAIgILgymgNBIYzWLwggpEiAwms72SsmcvDanO1XO4j+9vMNXwP2rv0KXznJGzNHpYhiAp+QUja1ZVmG0CmtAClwEAnBe+bA7I1JcDvtGYUDbdNsjFe2Uz4im75713XeO+99CBxc44NDwCRBEWLeVoAx1KUNbhnW69l0elaW/X5/2O8Py16/LPtlWWZZrpRRhDYhJxQ2bx635lOydfKjeDGxCEggJEBBCSJA8UMlIQjAAZhRsVFiC4OkAZTzMOxnB/u9w/3+dL5aV62gqVvftG29qmrSytgkyWeTyeRykWXlweFbSaFEnBKgqNLcXPFq620EArTDatuUj+iOwQjxsmIAwl274EoFuhNqyi6j6obF7UYXCteGUne+s/zfez/6hv2L33Nyb6dg/0bBMPKVX2/NjKNtkucYjBCvhI2lKxBBQBH2zD5JVGoTY3QQVkrZNKXNwo0sgIryosyyVCcpI/oQgKMTNJBSSZpoo01iBoOhMXpd1Rxi0wHbrq3qpm2d0onSWmmllN5N7oXYvOFgjO71SmNMlqVxKI8DI6LWqq7r5XIZd5mtk8o1Xf7VEi5bsdLuTMhOvH+tW3d1zl+8eHF6erq/vz8ej4ui2KUXRL/Q3au8rhl59VplAUBjTFO3TdNMp9PlclUU5Xe+8929vb0syxHp888/n81mFxcXzBydUQ4Pj/7gDz4cj8fMfHl5+cknnzx8+PByMlFKaW1u3br1zjvv3L17N1qGKqWqqnrx4gUARMAc9RH74z0E9K6LsaVRgVXXdZb3bt++/fbb94fDYQjh5cuXSZJUVRXxNgCkabq3t3fr1i0iWi6XzjlEjNRfJDnzPN8b7x8eHLRtW9d1ktiuc1oRs6+bBhHzvBjv77Ow1qauWyDyISCAD0EAjDF5UZRlT2mjlM6L3CQmfj7GJCaxibWJtUobrbutM01SFAWAWGvTNLM2TdNUKdLGxGFnkyTxzce/Iqp5ASQEr1Bv1MUo9Gs2rK9xmX6D994cv8cg75UqOsbvCDN3XbtarZ4/f/7FF198+umnz549i2tiXdfeeyK6d+9eHB0+Pz9fLpdlWb799tu9QqMQKUIFSMLAIh5AAHScTQJBY+xgODxqDher04eP/1lb4dC07VIrT6oTbLyrgcRaq5VyyESQ5bkA20Qxt+zYBUY0hFqCZq9ZGxArHEQgKC0hCcF0nUynTU+pXpmiMlrZ1FLbraNfQ9etTGJtlgYWFGbgwCFLk7LYZ1ao+Nnxom5Xol2i5XI6s0ma7/er1cokaWJ7RCowrquuWtN6ycsZ9opeWdqyB6ktO9ulmU4MOQ0ocvLiKUKV5fW9eyNtO+ZVb0Dz2fr4ZNbvj71vbaqd76zVt28frpp7ZxeP6rVOfEY8zszts9nxxcv6/Gx9CRfWBJsMhVUC4PY8oQroWu/KoueEgzBI8L6t6iUIEWoCVVcNBGsoR5VASLuKxDsWH0JLxMNxv9ffM4Tzi5cvnl/cvze0tuj3RlqnadpTBpXhlxcvZ/OT5XzBwSHnzXqtTCoEaZ6dnZ9/8unJH//Rd49u53lPEwkHds4bY9M0K8uybdtfffopb2y7btvUwFVAMF43FbiWUf6bg3M2O25M8L7mOH9l7InyTa59kRtQcFfpcrRu27I3UYgjrxJXV+YpVyN8Iq8h140LYtyQ5KolrQi2eA8iEtoIHjdggkVIMII3BlBotAmCHPgrd6/t0Iu8bqr0L/c8/BpbM3nFifS6PnyTUCwIqJTSioQBNqYFlKSWAyHuBLqxPR9CkGgIHJ+wc918Pj95cbxczNu22dnlRXkVwsYLIUo9ETxR0DoFIgYOnRMQUpT+/+y955MkyXEv6O4RkZGiROuenpkesTOrgAXIZwQJHB75gMfjF9rdfbl/lXYUH2g0ntFIPtIIQYBYgZUje1qWyEoRwv0+RFVN9+zscsEHQdyb3LWxtq6q7KqszEh3/6kiA8yYue9d2zdHz+bw7DGR0jorq+HW9s7ezrX9/WvbW9vD0cjmOUbtQ/LhJElXFjAsKekp0YtDDJGZzDq6jxFRIWpayYMIGbyIU2hjRI4gjOPBYHfn2r3XbtZ1N5s387o9OZ8cn5w/OzmbTRd94LIYTs7OZ5M5xC3ZyrXkzgeCzEDGKQMFMC5tV1LLRyK0fHNLLHg9haA0wcNlXF8qgi9n6Alf9rdYjklwdU0l1Bkv9Xvr3wTA+Otre/4XxOPWzcr6aLzAD/jC2zlejsxNF2YyeU34OnNUkHLnmFAAWSu0meboQWKMQWttbbZ0JybKixwQfWBSwABCyhZlZq0yJvrQ9847l0zzi6q8fuOGtTkR3Ty8xRz7R48fP35yePMWkV40jfeeSBVFZa3Vek3NhhBCir6MHLRRZVnkeZHn+eVUPURMBiTPMbrP9V1XIxNePKKrDB9ecT4xSc68948ePTo9PX3ttdd2dnZsUpuLiHCMEdKtVOvLq+h6vbos4QMQHyQEMTrzKiS9HJEajUZvvfXW1taWMVmMPJlMHjx4kIjrWZYppTc3Nw8ODra2tpLXy2effZZlWWpjlKIsM8PhsKqq1IgOh8PE7TTGEKJzbjwe53meWeudi5ERCARCCG3bOudszsYYEeh71/d9kuSsBTgA0DTNYrHw3q8SF3l9BqaPkNxcQowxxr7ve+dCDF3nQvBd17V970MQpL7ru975ECJzFIEQ0rcRo8R0z0JiZiQqypImM61NWWYmyyLzYtEURaG1bts2z/PNzU2ttfd+Y2O8s7dLimKM1trIERCr4cDkWhslIqPRaDQapI8TAvd9r5LYXdgoAkK5SuL5YqMd/PJ75at+79X2/7etaRYXFxfHx88eP378+PHjJ0+ePHv27OTk5OLiIq0diTOZ1unLIWDJNhcAdraubW0cmAw0wUrNBUvZEqAAiojRdjzc7PvRdPHpw6N/izwTaZTy+9e2rNYhugAOKOqMej/pnAD6nd0Ri/S+OZ9Om/6i93VgB4CKpsKqGoy2NncUUVkOjB4YPYgOmsViNmnzUTkcDbTdZsxJd0LovBdQ1pakDSAH7iSy5lBlSpDrZr5oF0A4Go276InQ5tnu3p6mzNqh94GwUDi0BgmC70PXhrru69otFn5za7g5HgxGBmixs5c3d0dnR20zbXJjy0Ht+TPQNRqC0PdtRMLx5mAwtGVl8kIl5ZfzYE1p1BBlhMxtXRw9cR9/cHp21BEMDQ1dT4t5Y1R1FC/a+mg4LoabeTnKklaHmTNLg0EpQN5HAg2ifC+LWWy72qotQJIAMQCLhMgC3sW6bmk42CQ1KArftP7h46OfvvvBx58+7LqpLdXIDoZD2t3Vjx+fdF0E9vlgWA0qkxlAJDLM9ON/fe+1Bt7++kae2yDovfc+CIPR2cZ4s2vb2Wz293//99/85jvf+OY7a6Lif4aNL1Hf4AVLuysN20vi9P69UvWKwANhZaEBV4s2XkKIqR5BZnyudBUChcRpbCwxGb285D28NIjv36mh/6cT2F9EO7/kJYQgyMxeBEC01pm1ZVlqTTE65sAcUSIAWLvMTU4W2ylla700nZ2dzeczrUkpncpEvbLCU0oDgPdOayGCIA4ZkTCzCXJDRGFhBDFWk1FFCQDIDMzoXH909OT09OSTBx9vbWxvbW+PR+PBYK+otsuytDbXmYocfXA+hOAZiZfiS0gmE8TJF5MFCAghLE3nRSlFGpQSHxoABaCM0cxt1/goCoGGA1NVZnOrunljZ14vnh4dn55NBBRhp7FjrvvF0cKGLMszM9KKmCUABAESJKAACKBAKC4RaLVKUH+ev7A6qekF6G7V3OEXEDjlUptHqzbvMsoXX90uf4s2bdDmyubkPAd2IUZhQhBERvQIyiigwpBY79siz6w1zDEEz5EV6cjiY7SalomUAM6HZQqrIm2tgHDfEy8ZkkDEAFEgs/nh7dvD0VgA2sZ1vfc+wlI1l5Lal42T1quINgAB8T68wFNIw+h1N5IgwcteKZeMW2it33uhG0xQf4p2AIUxRO9D17nz83Pv/f379zc3N4jAuZj2oTW9gAW9fI1d/SljKMsUEYUQ+r733jfNoq7rFCua/O0AIOFvqYeMMYrwuvdNnjQpvijZtBhjUsGlFGmdflCZtZffTApO8N5H4d57IDJZpozZ3Nwcb2xnWbZ+clEU29vbd+/ezbIsra77+/vW2q7rUjvNzInbmcDDnZ2dzc3N+byOURJyeO3atT/5kz+JMaQEo7feeguIPvzow6ZpQ/CA+M1vfvPg+nVSilmKojo4uD6v63/96U8XiwZBiNT/+X/8X33vBERpMxqPiqL44Q9/2Pe9AGit33zrrbfeegsQXd9rrbe3t84vLv6fv/iL6cXFxsbG7u7u66+/rq0ihQhIAG2zeP/995t6DsKDsrh9eLizvWUzA7/UsdGrfu/V9quH367Oky4TFy4tQFcGWus40eRqddk8cMX4WvLeAMA537Zd0yzm8/lkenFycvL06dOHDx8+ffr0+Pj4/Px8Pp+nME0AUOusG8Q0Xkq9H6ysXM7Pz4ODvoXRuBwMs7xSiIkDkvwxEEQBApFS2pBSpASV6/qTyNPMRjSKTC7sfXTCkZBC8L0TH2KpK0F0gb13bdu0fQMYWSCGTlgxqzwbEJFWlhm8i30XmqZJBsUA0VjjAnVdIMqtLZEyk1WA4GMvEEKU3rnJfEIA0VdN37noInBRVrbIs4y3tzNNRmHZ9yFE1bfUtwAxs1lmjGOu68X8/OJ0Y0uzWO97xHY4gtt3x6OBmZy0RumydNp2AfogOZJhcKgyoxjJA/YAvYBO4IYxdjTY2d449L4JvZpPKLiisDvZljZq6B11HRpdZDoQnTFL4pssx/5IWitri6oaNk0bPESPjXUtdsGzJURUhJojRMYYgVkis4+sCJUqR2PSympjdWZJWZMNirLI81KwHI1U39t51jknZT7c3d89uHGNtI4AIeLRZ0eBjS3Gt2/fzjJLpAiTYbRYmyeE6tNPP8syXQ3KGzcOqrIAQFliWEvAhJnpksJPVjnql+CIK0L5l2fdria8l01TrpKjLl9ZuAKXVomTctmBc/3/Su8nLzrIpFfRpffyIqnxyt++JHxK5DpZYSjJa0xEWDSlqzNVY4qARXhpe8Qvscm4fCi+JP/9pcfqhb4PvxCoe/6p1p6PS2T0Un+7wi4/32GuMr1XfyzVK0QYouLoQ/QQPQIrvbQajzEs0+RkWeFZmxmjV3NcnxIbA1EILka/DDQXMRlEAK01kVKgtNYrDfGSQqu1NqsAPWGIDCFIiDFGrheLELhuFkVelMWkKreHw2FRlkVVloNSZ0YpQ7TCX5kZBIUYEkSJvPJA0VqJoEBKiV9BaiJIgCgcPXOIQopMpjLSxmg0io3OFW5ujgplshvXNs4vdmazRWSROO3qCZgOzCjhjcnvCkEBKEIdQQEgM4Kolb0+reyLVql8qy9k6aF1mZt26SaTvlRe57Cv+r3kD3O535NfWi0lX3LX+5LnwJcU3b9tN/fLM5TPzVM+51cM+JX2fOXCBiRGBUhBa1aImpREBBCjQZssL5QxoAglN8NBkVuNiCF4RNDGaNSEIhBFOEQJDJQSTWRFx0gBeomIDihEKTxdZ7YaDDc2t0nprneashA5ecjK87gmEGZEICIEZOa+751zWZZnWaaU6vs+PZhy+RDBe++cCyEYYy7T1y/fGoho5c+1vmksFwFFKl0JyR3Ke//06VPv/cbGxu3bt6uqjJHX07oUcb5ORMAU0woQY2SOiJlSRIogrrBDXKbJJlngxsZGCHFjYzNJY7wPaaXa2dm5e/eutTbLMiIsyzIhbEqpruvG4/Hrr9/f29tNLdnu7q73LtVjSiFzTNzLFMEHsCsix8fHFxcX1mZExMKZzbe2d+6GOB7vKJ01TfPBBx+EEGKMRHT9+vXvfe97qZkkovF4fHFx8emnnzKzMWY0Gt2/fz81hOsz6P3335/XtXNub2d7c3Pje9/7bymC2BidWzufz3704x8558qyvHHjxp27d9986y1AkpVT+4cfffTw0ePz84vxaHj71uF3v/sd5wKLoFIxxgcPHvzt3/5tSj68fuPGd77zndu3byulYghElGXmL//yL//ln//58aef3Tg8/L3f/72vv/M1NOkwg1HqmesfPnx4cvwMha9f29/d3patTaUUSIzMCIggRF/R5+gL756v+r1X26/vxvB53sIXDesTTJ/aMBFeuVFdITyIAAiHECaT2dHRydOnTz799OOPPv75w4cPkzYvTc7WlsRpXVjPn5aG6FmWVuT1mtv3/bPm2fnp7Pr1PYYtbQekADFZDibWmyJEEXGenQtZZvf39+D0WR+iyZzOetQgLnrfx+gVcoy2d9z1wXYFKh2jI0oWdUyKJIoIK6200ojY913Tqqqzwfu2c23blkVhDC3aGrWvm2YyvSjKQVEOimJM2gaOURqkEDg0fXd0/ADlwpodH1Td1tPF/HB7u6gQ0A1G1pCWQH3Gs5mbT7vZLIpU4/GwbVubT5ybnF/0m1OZN4omPao6K/zhxmB3u5ztNX3fE3Qm6yN0Pg6VGiN5JBFsezdpmtN6cUJUIBqOpFW2Od6/deON45Mj53sJsLd9d3sDCLVSOUcVIgHoTA2tNkEaUF4kSoyoMMsyrXVVDYqimk7mzaJvG59bazNxigmUUcbo3LnAHEBIhCRmwedtQ7m1m1tDpczBjRv37r9+MZl2fVMNC1IUZZ5ZvHm4u6jb+XyhkK4fHtx/8/7k7DxMJQQ4v1g03adRVJ6X+/vXsswqUiKSIF9r86qqptPJhx9+xBKHw/9elQURhZBU2bj2vF76a39pQZNq0tUIFwSBQEiQ+HnunbwUpHt5F7P2m5cX+z1cQUMgl/cqgkBrrtXyP3xu3XnFzuJ5Kc1rXhbKlUdFEtMo1T0ilGIHUlUOiILCqVVRS2UsfSlw91LXuM9L/q4ez8sV87pTeOl+XmwOvrQufyHjOA2nmAWRtNYsQaEmAiQEhSBxybJKNSSlybrEGBFhY2MjeI+E3vXeuxg9SDLm9V3XpvF2lmU+igpQFKUxAIg6yZUiE2kkRCKtDCmNlJCx5OmnBIgFQoh95y8m82fuLLojkrwsiyzPh+PxnTt39g72x1tbxphkWsEhACcOLqWgUok+SGQGozJEZuAYAwmAkFKJfpmQQAABAkaIwF5YfN+2i7br22GRX9s9GG1sgGDbdien50+eHj19/PTo6CRgg6YmrUlnZCyRATQKtUKrlEYhjhBBAWsEhSkbO4Fy6bwGhKUqlSIIYZKJynI8CIJXvlxEoNVwA1fJ7Lhyf8EvIsx9xcrpq7R8v3i/978MBRQFX2KZkxpwupQrc+XQiQQRZsbMiClMnpUSQZiV4qJCa5VSEkSyjDY3RkhOOHgPmTLaZAREwgg+hq730QnlxiAlwcY6O0EiSxSIAgKY5s1FUYJgZvPe+XrRZDpnAUEM6aQD0FqniPK1OUoIPqFh21u7KWDAOZfbQinFHNMcZ7Fo27bz3pdlKau2DQCY5SqUB6t+Qy7jYMkAM8QoLIPBYLFYfPjhh1rr/f3969evG2NDiESoFCqFAEt/zlQLKaW0Vt77GKPzPSnSRmutEJcpxMwQozBHa+329vZoNLp58zDLrPf+/PxcRADIGHP//v29vd08L6y1WaaZ+dmzZ3VdZ1mW5/nh4eGdO7fS206Wm6enp5988mldLxDx/v379+/f/9rXvoaIWqm9vf33P3jv008/OT4+vnfv3vXrB2VZpqj6g4PrWVacX0x/8pOf/Ou//uvx8bHW+lvf+tY777zz3e9+Ny3IxpgPP/zwBz/4wd/8zd+EEA4PD7///e+/+ebSrhMATk5OfvKTn/zTP//ze++9N51O/vc//uM//u/f/4M/+P3Fogkh5nl2cX7+2Wef/tmf/Rki3rx5k4juvnbv1q1b3kdEXCyaZ8+OP/jgg3/4x//x5MnTW4c3i/z7b739f08nTdt5VNT3/Xvvvf/Xf/3Xk/PzjY2N3/293/uDP/iD4XAYY9RlqZRChKOjo5/8+Mef/Ozd07OTvYO9PM8jppBGRIAUJ3h8fEwgVZHHGFPufAyBYyRAIkwRRy/FS77kBnr5ya/6vVfbr3GRf1nttf5lWj/XquK0AMHKevjSc1LWjW6a5vjZ6Y9+9KMPPvj5gwcPjo6ezecT55eGTt47pXQaaL0gByKioijWq3PK6FzbIhdFESPH4I9Pny66yXQ23t3fHlSV1sZzjMGDgM103/u67keDvbz0w3GsmwfcTI3BR4+fEma5HimqNKkQp+fns7bBGOzx6TGSJoWZNSM1ygqMEkRAhGKAcmDyknzwfT+9mHpEEgYkvbkzyhXM6ikoxxJsXjaN7/qm6/Lt3a3BIEcVSzeazs6OT44fPj72LivzudFV2/Z1szg9Vbs03t7ZKYs80wgxGAPGYFEAqdr1Cqm6c2fLR3FhMdoY7F8bDwYwGFgfmrrrHYktzX5u+1Y0mbLaqAZaIGsbOD0+N7ra3M7b/uy9D350enp+987Xru3fGlbbXeNAaHNzx9pcKcqLIkYWQUBaIkAsRKTpQMHuxezk5OLx2fQpAud5XgyrKMgM3nP07L335+HkQwAAIABJREFUzllrx+NMg4SeiMAYElEhgPcBUFKmdJETWKONNUbZvCjKytjCMZCqyKjeNacXzXAwjEAMELwXgKIqghvW8wWZHNDafJDn9sMPfx5CvHfvnjHA7Gez2bNnx1VZjEfDzc1tET+fzxFRaQ0g3od0rq7PcOa1tO9Xey29vFRdyZ+SrdznrrjL2OCLIfGy9EJ88ffrncQoMUZAIBKkz2X2rfzCmVlkTTJNCQ2QmrxELxLk+KuxyvjVi6ZWZgnPeVdanudPaAJaJ2URKV7hp4kEZWyWl2Xlet9r53SIPoYYo48hJPZBCAERPQsG6H2NgEhkbZ5Zm2UWUSMoAGJWkZeJ7THtIrD30Xnfd33b9G3X933f1b5bBB987wJpfe3g2rUbN65dP9jd3T24cf3g+vW9/WulHQBACDEGHzmSNhwpsvSeU1RCVlQsEGJEhPQGiEghsaDw0u6HfSCA3GpjSq1MZoD7hQhokP2t0daofP329fm8OZ1259O+6bq66et20rTeMzJlthyaYphnZZabwBASXw2YmdKqnOSSmHibIsuYD8AUPJi0TMnvHvASX+5KwyCwIrCuWr6Xdvuvtl/fBPgXWCWXT/REXJTDIidrlNU2BuEYEb3RDOBCEABDqBhXsTEsDBRiQFAoAcAjeBYFAC5EHyImigJw6qiiMBDaPAfENMpLWXNd3yuiIi+HA+573/c+BCYiY/T6BGPm1Kx67733itT+/p61FgCqquII6SUJWLu4uKjrhfcRkb7yOGHZXhKB9z7NFbXWzrnj4+Of/exn4/H44GC/qnKldGKKMrNSaIxyjlKqRILshsNBevPO94l4KVIlW3AAYMYYue/70Wg0Ho+rctD3/dnZ2bvvvntycrJYLJjl93//W/fu3b9z53ZygtFa/+QnP/nZz3724MEDY/Tdu3e+973vb2yMEHE+r0ej0XQ6PTo6+sEPfvDs2bPRaLy1tXV4eDgcDruuAxGb2+ls9vHHH3/88ceDwWB/f68syzRCTUin9/7k5OTDDz98+PBhWZavv/56XG1a66IonHMXFxePHz9OiRoJzGTm2Ww2Ho+VIu/96enp8fExc0xfUNN0fe9EOARq2qZpGx88EgWODJJA2rpusixLxNS+79u2SfNfZjk/n4mgMYq0mc1mXdcaY4zNVGZSJYmIkYNwDAFTZuBgNLSjwWA8qqpqVf2CVioGn06S0WgkMaQzJMSwLkpTv4dXc5r+Aze7V/3eq+03wPdYw2ufq9aueA+mnKgX9pSgP0SaTucffvjR3/7t//vuu+9NJpP5fB6CI5VKAFn6wdPz+Ky1VI9IaW2IkjUGLfN/V0mmiAjIkVsfwU27ru+cD9tbmxsbI1JakRZGjgxCmS7ySpmwaPtKU6WwABHXOeYYyCvyiH2I9XQ+55jnWd40nY8CKOPNMtcZUMagSBGhcc7nVmkdtYlEAtCGELU2VTEYjZQK0iy8RKcN5uUgcB+j8UEJZwA5ogB2AgZQF2UlIp1rQoTArJTygZm1MRWKFY4IEQm1NnluhgPy1mg9tMUIFQi2RDwc29Eo29wq+06iXygViAIpMdFbY4t84DoPQApVURRFng+HxnWh7U6fPI1VtTEcbA2rneQKiSDWZtbmZTUgTPQwCKEX8IiBFKNo8EPPfetnTT9t/CzGKIxKKRSKLnat850HliKzWEjsw7TpFGZKDxUDQ+yd0wYZEViLaBG1NPpDBCIBAtCImaKcJfeOup5DkMASYwCCvMxRqO/8bLrIi2NriyzLuq57+vSpsNy6dZNZmOXi4qJZ1FVZWGuJsqW6AzCxN69OIlZ+2QlkSyRAeREoWDpwPj/T8bIT5zp/b+3X8iVOXHL5wlgN+543hIiXo7XXf+Q5Wr0kDK2IiquXXoYon+uoEhaJiZ7Kq7EzJFKnrK4lIAXghZmFERUREdMar0z1DeIXwWhfJt77IkO5lw41v4ggenk/iC+ADC9E0q+P2GUN4yogkQgpBdwxIwtI0iuyxGUbtFzFGACU0tqYzOZlVUYOrsuc67x3IYQYfAg+eM/C6UWBJUYGJ4kqbAybzCvVCyfAFhGUc6F3zgd2Ljjvexec895777xzwfsQQ2AH0XHvnA8BlW675mwyefDoYVGUe/v7Nw5v3r59d3tvb7wxzjKbGZNl2lobQ4ghMhAAowCjEjAgWSJACCiUdGXh8nsUABCjtVbEzIqQCIGDMKNgbrIqL3BYbo2Go3G/Pe9b5+pFN503F9P5tG4XvWdfMzJEB2RFFIpCMgiaUAteEvWtTjfhdKQBhBCRUKXv5Iqv4doTckXdXV0Xgit6NQL/shq+/9ig4Tdo2vm5Wc2vBHC8tLCt/KheHl66DiOV5xYvlxfE1UwYKZoMjBGlIoAHEMRI6IUjQ1gyHkWLCECIMSSfJQJB0SABwAMEViSAQSKIpKEGCqdg9DTBUErxygiEOVH2l4a6RBQ59s4vNQjPSfXPx9Z93zOztXZ//1rqFpTSvDTJJBFwzk0mk7Zt0+R6mVuD+CW5hGudy+UFDRG11qmVevTo0d7e7s7ONqwjiAG89yF4ZsO8LKWS2Qkg2CxL325qfpg5z63WBhEj6vRhlVJ5ng9HwwFXdV0/fvz40aNH8/lcKfXOO1/Pc7uxMXbOpQ/bNM3R0dHjx4+MMaPRMH2VSitrbeKszufzk5OT4+Nj70PTNAlvTF2ZADjnmrZdLBZ934cY4cpKDokikaSSIrx2u0mhQSH4GAMRlmWR57aqylX5hwDCHAFEKTUaDnd3dohwNBolEqxSlOaSPgSl9cH160S0t7eXngAAK82h0lrv7+3df+3e9ubOnbu39vb2nAuryEQAgPF4/M1vfqPt2rKqbh3eTkGsq3cgzHx4ePP3vvWt69cPDg9v3rv3WowhShBIzGAuyuLWrVt7uzsJ30teL8xMySb8UlwqftX0ylf93qvtN9fyXT5H01LywombiAeXPaMuu1etYD0DgDEKIk+n0w8//PAHP/jhgwcPqqpKE/TI4eqeJcEKqd0DSPbxlOhYtLyWldY6DcOS71MIvQu1MUUIfH7ezWdNPW9ixO3trdxmIOB6r7XZKreE5l1HzdwJZwi5xFDmW30XFovQdxPEBZlp2/WZybLcuBDaumm7ZrSZKQ0YJTdaG2O06XulFCF6m4PWVOTYtr4ozNaWLQqJLQsIM5DSRVEhlc5p4TwE7DsQivO273vJi8Hd13am0/7k2TwGNKiVIkItooWzrkFEj9gKmBjQe7K2zPMqz8eD0SgvyNjw7PihsTgeF3u7e31bSPDBT7t+uujmEFiR9j09fjRXOtvaGm1vbudFVhZY5FnfoOv6up4sFnUIMcssgjSLOZAgMhEpykQwcvShFmxJ96B67rvQ9oF9luUbm1vNcd22Pem2Gmxo0MFD1/S+D0ZlmdasA6LrXU2oSXvFIuB9dMoYRELMABQzhBCROMQQUtkaQUQjWqUKpfK+Zx+CDywiqNDmtrAliurb+PjRcZYlZ2R7fHz80Ycfa/39ECTLsrquz7qOEG7cuD4eDweDIZGOkYU5y7KVsX6KvkWtFYFICJfDhV+ogZ7L4BCJcMnnhGUq2Zq8ltzV/v3ra4lmPFeeKSJYqk7xSr20xDWEMeVRy5LrhrIyvVi2qQLP9bHrD4BEiAqAWWIyHliHdwsKoBIErUiRlrCMoiIySqFC5ijAqaN5bsbx5TTOz1fD/64v2RexWeAL9EVrBPIq4+5SG/i8LceVsAVl2ewRKU0SAZhIIFmUAoQQmCPi2qaVAUBpMZBZy7EMANBnveuz4PoQQ4ph8L6PIQgLALDzvU9TXmSWvnc+tM65Rd2mMxeA5vPFbFb7EJzzXe+dT5ZyvHZ8QMTKlqUtAaAsy7wsB4NBDOHo6dHp2QUgDkbD69dvvvb66/fu3bt+4/r+/v7OzrbNS6UJJCCRcIiR+xAUEVEuS2T+ubV+iuNIXPuk64vBr+YMGFgixxgAOBIiiWwOi82NDVIqRGj7/uxs+ujZyZPj84tZ2/vau5ZBR9QAmkypdKF0BmSAEqFNsURepo6lqAYgosRFE2Hm6LyLHAFYqYSyrs+1pV//kvi8zqZ4nvIHX33K8B9r9l66n5fB77+AePU/OX/nc60d4tV16GrXx1ev+hf+TesYE0aFgZkdc5BOIqGwoijiiXjFMIgsJBAQgzAzSopVRUgtYkAwgM9P5dVwGUIILCyIqQlJyXJJPLoU0yqVGcMiPiQ/I14ZDRChSvMu5th1XYJr9vb2EjalFcIyGEDHyG3bz+fzvncAkBwsLw2T1jT5lYg7zdqQki1KCCEN0dJQW2t9cXHx5MmT+Xw+GFQbG5td12eZJNFKcltpW52KnNFotFgsnHN1PXdZlhQuKbPKOdd1XZZlRIS2TI1leqjvO5tZAFgs5otF3ff9YDBID3nv+74HkOSzIsLWLj05+76f17W1GSkKMSSfvKIohsNRUZQA4JxzzqWVKv1QVdX2zo7NcxZx3lFiEigSFKVoOKwOD29amymlRqOhMQpRkhKnbRsA2dzcePPNN7TWBwcH1maIkjrAxIAYDqu33nhja3NThA9v3izLMsZobUaUzGZkNBr97u/+LhFtbW0dHBzY3BJRUeRESgTyPP/a1762vbXd935nd/Pg4BoReO/EAWlvjLp9+9af/umfIqExpijL8cbI+T7ZT4CAUvj1r3/t9u1bwDwYVFVVeu8634UYEbEq8tFw9NZbb1VlkWdGIVhjUMT7ntQV0d56LPIK33u1/bZuCUVJ/V5aZwBSFOlyRptEusyc54pILb2e8Dkbk0iFEAVYaVobOSdhVVJRAwAzIKZfQhpKJRHzbDZbLBbJuCU9aoxSphBWTIqQOMLFxbzvPp1OZjs7W5sbY50phQzgY2j6vq7rum97wmw02skyffzs9MFnnzYLXw1k90Bt74y9M/ViCpBbq4AyJDYGyVjvexYPqDY2R1ppEMkyxdE75yYXE4hAO9dcH6an86MHz8abpTLkfcyygsh4pwOLZlDadE1gUIPBJkdVWDMaEkB2fjZ58vio7Zo7TT8abi3qRqDJrNvZOTDadi0v6i5GaQy2rY/cGw3BN0SaADdH2y4rF7N6Mu1cH7uuGxRDY0qAwrtycjGfXEx398bGjABZxJPKbK5zq7umfvL4oQgCsDZIChGj94uAAVEDClIk5ZXpA0+d980izOqzII3oYG0hGAmIPSibDUYDo+xsMp1Op/V8CqLG41JR5nvV9pO+B5XB9t6o73vnIgcfgvceiJTN8sSAUMagExZghkQQdaETcauBszCz0Wa8MaK7yofYNlOlfLpNTmfTH/3ox2kgWtd133VpwEl089atQ1oNI9bJS9bmMbJzjqMg8lcqAC85suHL+rqkE7vMS1tXjeuJxgvJvC8wSZfo22pqjqskLFnpmWAtd8NL/Cr8ouuUhRmRlwBqcsFYEuQ4VdIcA4deYheDAiZgDSKyjP3G33KB0mUYcMUfIAUowqgEKcGeSz/fJNFMEIIgKSJjjJjMmxBkJQWmqLUxHIP3JgSXIAVRBjSLQIwcgzDHi8n50bPj0+PzEJOYWUWWEDiBtyLaaJ3EfoREqyAIBcjAIgLRo+uN64uiGg5H2mTOR0Gczefv/ezdTz/5NLf5cDzc3dt78/U3bt06PLh2bTQaGZOJlhBDWkdBVtjmOuruEiLKkZlj8IEUKEVGJ9hiVawsS3rPHGMABGW12t8djcbV7Vs3F12om2626OvaHZ9NLiZ19G1AA2S0tjqzSllEBSzAEqMoTUCGmSUGiS7EJb6nUIhArrRwsoxmSHB0Su1bzz+YXt18/9NwO7/KQwwSJUHHwIhaLQNPhIBBAgAhMlISbi6ZEoSEQkvzk2StQhSXZzAioSFKGMtSpytJoJeu7mV5rWlp8gbCruu7pgnexSXjDhMQn8YcLNJ1XVkONje3jDExcowxht6YZX+1vKH0Hq5qVb5yscSRUSlajeDo+Ph4MpncuXPn8PBwNBrVdZ2WfaWWIj1YJbxZa0ejUYyhXtSpWbXWaq1DCCmuIA3imaHvO6Jl4RRCUErlhX3ttdeqatD3fVGUm5ub6WZUliURMse9vZ0333xjd3dnMBhcu3ZNa13keVmVWuuu67RR9+69Nh6Pu6631t6/f388HhtjQliyFg8Pb5Vl0TRNCuIz2hhtUjvaNq0x5p133rl582by3rx58+bW1paItG2bQNe9vb2iKA4PD7XWeZ4PBgMRqes6lXlJMXjjxmEy8NzY2LDWTiaTxaIW4aqqrLVvvPHGrVu3RCTLsuFw6Jz/5JNPTk9Pi6IcDEbj8ca9e/fu3rkLiEpBMvb75JNPJpOpMebe66/v7u5sb2+lu7lSarFYfPjzD9792c8QaX9/75133hmPRlubYxDIsow51nX9b+/92/nFRVWWb7/55v7eblmWRisAYJG6rhWitQauzj9Tk//C9fLVG79X/d6r7TewrQkMK7WPJHZcctpEhCwzRVGsEHxYky3XRTYCiiTH8+D9kssE4EmH5cBeMMYIgETKe59Ez2ub4zQWYubJZPLxxx+PRqMbN67v7OyMRqMYo8iykBUBBELEGHixaDgG17d9v9jaGheFIgw+zntXO9cgQqZtkdvxeNB3wdosuKgNK01lUYEU3hsRywIMnJcE4DrvQmARCTEYrbMsB4HMWO+6xUKCwxg0SdG3OJt0Zycz5hBi71w3Gm8pPVQKurYBpMoUCJpZ9R0goCJblToEynM/GIyapgmegUmpzPu+beNi4RCw6yUE4IggEnzX9rNZfQFCmco0ahKlMTO64ECLubuYzOIIkasyk8wUEzc7Oz3Lc7OxMTBaO8eIrBQURZZlijnFGbUinohEovcBURQZUogUET1L0/vJvHbTC25di9oZguFgKMiRxXW+yLEqhmVWZWg4RHaOhY0GRVnXStOGIGB1rkx1dnbuPIt4Zud9FEFrte9913bBB+9913YhYt93zBxCFImEzBw4sqRUImv0pnrt7q2zs2fn50dNs+i6zjk3mVxkmU2Ch65rp9PpZHKRZebOndsCkDzE1hPeBO4p0kmupr4Y674UpLviZqwZnAhrG8vlzELWNbV8VTLYJWnfssxOSN8yHFCWDqArs0K5BDjK1fF7ssiQdeC6AIoACi65oLwuqpYOMADCXtgTMqkEtDNzFA5qyZXGK16KIl9yr/qliPEua3c/TzT4shLzRSziUujbEqsgVESiEmdsmW6YbFBptQNmEAZhFFAaBCDL8sgxQWNEFGNgjhyj0toHnRhoqEFHCCGGEGMQFhGZ1HU3nS0igyIDQEgKkSDRZVVaEXFFZKbloY4xcERE4SjeyaKOAkUhxhitsxQvs1jUs9mMiNSRfvjw4eMHD27euJEWw4MbB3u7u0WRo0p8IkWEQCS8tJFYrbSwjjknUqsyES9FPC4PmMQgHAQEVTKuN1lmhhV6hraPTecXjdvZKM4ndd2GReva1kduuG9DsqUhIqWNMh77ADodZBZIHSQgKqLE0Vx5mcpzTO+K2+0Xppt9GSnxZZfbVz9Fvxyye4Fg/D8fNfmbwvS+AFTHy/baVxczeekR+OLFk5NhGgEpQCKgS9xtSd4+y3VpyetfG/WkuRoALTn2CMk3Kr0EQWgV7Li2LxaCdP1qpUxCw2IM3nGMmUnuAEvXTY4xLXaud/N5XRbl5ubmc/OtZfQCE0nbdk3TpJokaVAv20d90WnGnFLf1lF+vDbePD8/77ruzTffvH79oKrK6XSW9GapEUpY5XpNMEabTKdMAlh5hq3zFZYenqmxFWGOyUQ0xphl2RtvvH7jxvUQ2Fq7t7fHHE9OjhFRKdJa7+zs5HleL+qqLKvBoCyLtm3n9dx7n2L67t69e3BwPfnwDYejEELyFCWiwWCwsbExGg1jDCmxMFWDzvWz+QwEi6Lc39/b2dkOIYQQyrL0Pnz22afPnh2LyLVr+7u7u9eu7W9ubqZhF7M8efL42bNn5+fnW1vb169fv3v3zniMaSZblsV8Pv/gg4/ee+9d5/q7r919443X9/b2VkQzZYz55JNP33333R/+8IcHBzfeeOPN/f39sixXlBy5uLh48uTx//iHv3/w4IEtysFwcO3ataqqvPcAoI1pmvrpo4d//Zd/AVq/841vvPnmG8NBmRntfcgy7Rw715+fnz87flaV1e3DQxExWUbLQSqmmAilFAK/YHJ7GfX9RReiV/3eq+3XcT9YN2xwNY9BRNIqQ0Rd5yaT6dnZmTF6c3PDWpsYAslhKYUorBhuJIDMkPT6IcSu62JgAQ++W/LpgVbGiUpEQojeB72KR13HMMxms5/+9N8ePXr8X/7L7/7O73xzMBjEGCNHgQgAHFFi1NoQmaQ8bprZdHYmfH17p8pL8GHmQ83c53kGFBF0VQ23tvy1/b2m6kTVQK0t8vFor8x32o4BUWkVuJ3OTxZnFwwMkmJkGQS1ylSmNdnoyOrO0Bhj1TaunvFi5nzo5jVUo4xZRmOljamnkxBjnpvcVv3CTaazLKu0KqwtvesG1fi11yqlaDwa57YYDTfnC3N20Z6dTQGMsCUcKG1RsrbzR08nT54+2jsY5tlAia6ndQjO975r3HzanTybN3Xvt/T+9rCqCm3UfN4s6i4EyUzmnUMQQikKMxxWmS4fTS+axSz4VptMBEIAQgDFAEphEPE+tItmPpk2FxdicjFGIcJwNEaCrnOn9TQ6znRhrEZBDgEldF3L7NAaUkoZZXrRxuqsXDRz14lEL+K9D95zUdimaWaTade2Xdt5L6Rd2zYinCrQyOxdiMnyAoCIlaHdnQ3mrq7PnTt3zqWZqLV2MBjs7u52XTudzup6bm12fHycZOIRxDmfTuO6rpMfR7qPIq7xs3Tmv7zru4r2XXVme+4mgXJpX1/OgVxqVmnVcKy40IFF4TJ5+3Khu4zMe+6HdyXeQFZh2Ev3WkRStNIjhGR0gAiQXCOXjREjiFaUWZVlGlGEI8egKIV40y838+yL7nNfsTr/og5QvhjklOc9NRIRKIUiQqtakwlJkmcOKZAV64sQhVEDZtYKCuESHowhWW9GCoqCToiBtoqFuq73LkQtQDqzOZFSypAirSwAAiogIlTrrzvpjJKHy+q9RkRRyghLDM4tfNf3dtEMhqOyrIosi4AxRmFWWnvvpuenDz756AdEg0G1vbP97W9/+9vf/vZr9+6oPBNcd5ZKWGLkGBiep2cLopAmk3pClBhTHSsplAOXkwwBiUtNI3vhyIKCqJUZl2ZjkDPg3cPd3sXTi+bk5Ozk9GIyrWfzxaL1wbPOrMmLKh+23ApLZjIkFQG9XxK0EY0s3fEjJCAPnktFL6WAyBVJ2W8c2/rSc/W3iNv5ee40XGYQvPDML1PqwvP4E5AXDpTW2mhQKMiIggSgFCGptKwyv1AQC0AUIHxe6wqlOE2g5QArBmEGjopAJV0oYZI3KwAUIWCj0RitCYP30XsCKYvCPqdExhgjKfLeLRaL6WR2eDgejzdSfaK1BlCu9953iNR1Xdf2YUXejjHZ1OHzhu9lR4aFRSilSSU7x+StslgsLi4umOXtt9/e29vNc9v3+drpJM/z9LREj0pNoNJqMBgk6C81eKnlW+N7YuzCuRhD33cA0PduPB6PRqM33nwDAZXSCbI7OTn5+c9/vlgssiy7du3a7du3b92+1fdd6h6dcx988MGDBw9OT0/v3bt37969W7dup+4x7fPk5PS9996LMY5Go9u3b4/HY2sz5pjevPd+Op2enJ48fPjAmOza/rWDg2vrD0JEZ2enP/rRD3/6058S0be//e3BoBqNhqmrTc3tZ599+nd/93c//vGPv/Od7/zhH/7hvXt3+z6EELVSWZY517///vt/9Vd/tVjU//UPv7u3t7u3txdCUIoSV/zi4vzdd3/253/+59/4xu8MBoM//MP/6pzvuj6EUFV533ePHj3853/8h3fffbccj7/9v3376/GdEP2iqUWkqioAmV6c/eAf/x7yvKgKAQbgGEPT1ABlSsLQWptsGT6RvgjhAABaadYa0+yQX1yjLp/ev+hI9FW/92r7Nd3SXihVVxFVsWma09OzZ8+eHR0dPXny9Pj4+Natw298453t7W1jTJozpZiU9QvVMj2PiqLY3d3x3hd5KQJIgXTiRKFaava01sY5V9eL6XQGK/fewWCQ2A5pBZlMJj/+8Y8vLs4fP3789ttvb21tkLLMSIRAKrVkAJBlGZGEED/55JOmGd66veNDCxKM0cNqPJ+HJw/PQ0/CPCh2rA5eJgEvRArAMi82tUnzf/ZM0/lZXS+6vtva2Lp+/bBv2fcMWpTV1uR2Y2TVFoHpFnhyvKgnAaW4OD12TvJiyLGPsWVRx8dHmR1qozY2NwSlWfTAhplihOnFwgevNW2MNrc3t6uy2BhvsrSPjlrvA1GWmSo3Nviub5kwr6f9x+8/ffzwye3be/IGHz19fD45efbscdtN81wf3rjjQu8Dn14clcUIsDVKV2UljOdnc2vL0WirynebxaIt5oPtjaaZNU0dY0RAIhJKVurMLCiRI8cI7FVZjuxBRca7OA9xJixVVW2MtqweKSr7JrKC6DnT5vbhzUUzPT8/m80boqysCs+RoQ0RqqHlSAsBYyDZTRulCVCYCclmxhaWlOmdLUsb6x4iCJAmTUAgoAgIJLJvm0WRm7t37w6HYxGcTedN04zHGxsbm6PRyGZZ37bWWiJyztV17XpvM2OMmc/nx8cnH3300f7+wdtvvW2tRY4c3ZdwlOQXtgbEL2I9vWBMsr7bff4C5FXRRS/vYa4EQKx/TmggPm+AOLGqQCJDXBVnCpYSKdZKSIPv2751XQFVXpAmIoIISeFIX4h9/jYOs4iIQGgtzWcQVEJqrRxjAQaKyEtLU7OmiinSSoUVvheDDzEu4T6AJa9TUYxAylRVWZalUhchQhp4pVchhpV7EAAts2JDN/05AAAgAElEQVQoyV6UMkYrrULgGCIA5XnRdW5Wz07Pz8uiHFSDoqwym2mlQh8V4agqB4VNqZLnp8ePH376+Mb+aJjnuSGSIi/zvMjzQqtMa9JqGTjJIhyXFN/IITCvwyCTEDQmoZRgij5dw8UinF4PwYPSqHRiGWvBnaHarHbv3tx2Pkyni7Pz+fHp+XQ2b9qL+uwi6EHUg64nUhqVMcoo0gwUoueIAEikBVCeR+0lcdj6xMc11oev7s3/ma+vy/h6yuMmbY21Fgk4uiCeGVgpIEBAjMJEQKgQFSIvAxeZEnGXnu8RVOJSYnJiWepB18udMFPCWRTKMgtSDAFCrOfTej7r267vmrUJytoPrq7r4+Pj09PTmzdv5nm+fiy3+enJedd11/YPUt/1FXTZLw7yVrHmS6KTMcb17pNPPqnruizLg4MDAFosGlhGRMB6Sr50eSE0RocY2HO6kaXeaW2et8b62KhEGpxOJ03THh0d3bv3+p07d4bDoQ/eeUeokinoP/3TP52cnGxvb/3Rf/tvzvdJKZc6OgB48ODBv/zLvzx8+DDLsoODg77v27aNMVprk2XL6elpYpmuA+jXH1ApFZkXTXN2cTEaDFN3mpDG9Gjf97PZ7PT0NP2cPohzLikVE0jgva/rOr2fJZ4JCALeub7vRdgYk+d5cpRRSq39YADAGFNV1c7Ozmg0yDITYyQko02ammpFw8Hg8O4dJhyOxtubm4TgXY+4TOIFgK29vd//oz9SmXn77TczrYQZFJVVabQWYUV048b1jc0No81oNEqdvI/BhyAxJg5827ZGK61+abTzV/3eq+1X3uldNpVKF15yE14sFufn50+ePHn8+MmTx0enZ6fn52d1XVub3b9/L1EBRa6wXC7foK21W1tb9+7d39jYKosKAAA9qj6Ntylxj0gTqfl8fnJyGkLs+x6Riry8du0gz23Xdaenp/P53Ht/enrS9910Ou267u7d1/avXSuKwhiNRHFpxgVaGRGMnrumzXOcz/LOz5pFFwNpGgwKrWlkVcnIg2IYdOhi0QlpGgdfLOZQDUYh+NnsfNHNmoXP7QBB5XlpTDGfTGIIhVUErDLKtN3d3uBIfRtBag46OuU6LkuyJgOJfTd3vlnU5wLI7MuyQFJT27QL9lEAsCrG8/lkcn4uEPIsOz87VUhtO+/9wnuvVaYN6mwM4mOMIWJbh9kk0MyNqna+35xPH15Mj2bzc2PM7s7OzZuH8/nU+SbEvvHHEbqyLHJbcMD5tNObg2JjsDHeOj/rFovpcDAG8MzB9T5YVpqSS7VIRBCkGBE4KIVVWWS6GpL2i1am8/nZ+XnbtRvjrbIYCGd946OOaQ6aGR1znRfkA0VBJAxgQtQsgD2TApNxZiTLMq1tWRRGa2EI3scYRELwgdkRMrMHEaO1RiCg4EOKkAYILJ0xuhpsFEXR913bdsFHY0xR5KPRqCzLZrEA4MQEXsn2JPnCu9598P7PT47PbGZv375dWnM5Cvp5MwZL5ptc2ZbM/OUZji+kh19NRgDBq7Fyq1je5/3eS9Gq1I0l5wtGWElZUvbakruUgtA5Ob28OK1JwWVCAoIRQZQChYQIRKuYDY7CIbDn2DXzC2GdWx4PdaYVKZLIAoz/H3vv2SzZdWWJbXPOdemfq3rlUHAkyGkzbaJ7IhSKVn+aiRj9bEkf9EFSxzS7CZAgXBWqnk1/zTF768O5mS/LoACwOTPsIC6iAs/kS3vc2mvttZTedM78/Ri876XsDlWj33XjN/w5e0IUD5xa9nze3eeCB0ibiHQ/JJBS6NvuXU9+OL0h6S4emRWMxuSyg5FVokiMzJzCFSSIShRBtMZQjABkRqPBdDq6vLDahcSnGrJkTNJrWctsmA0xozFsDLEhZrZ5gcTL5Tr4UJbV+08/FNHlYnnx8rJp2hjiZrUk7v8r8qwo8iwzROS8uG7b1OumXnftVoVUneu2bVtkWWFNbkxmjLXJKomQQJkJEUKEJJPuiTXEPmUHEIl7IlIFDzs5UQECqYLEpMtgpMwQkiHKgMrjUXk2G54dVbfz5Wq97lq3ibwJoW5a30VRzvKKbMmUiaIoKTIBpjTC5NabWHy9q2D0BQ76MXDvh9jD/ncVyPzx03pvfrtr3sQDRqKfHG+65h4sYq9Oyr0YQTFGdZ0nJEbRIMEHFS8hInlV50MAcIRulxgSBCJEUjGgFkEBA0CnkVCS+BdUJEafOpM1fScxiiiipv4RgGbbbterQVYQqHdtDF41Jp1nEhNR3zOL2+12tVrFGBOM2Wn0UUTm89vNZnt6coaAPU2XmO+7wNXDLeGwv3uP92jHbqVeQtxsN5999lmM8fQ0WUryPlS9r4wfeNf1Ogx5RW/12oeVdhPd2VE1TbtaLa+urs7PH+w7a0QEEGKMbdsul8vFYlEUeXropNXanfcgxrBXjSJSCD5KPHyNeZ4XRZEiCveDIYr0jZdMWZ5X1aCqBnme7ynKtN9lWXZycvL48WNmPjo6yrJs3++TQOPR0dHPfvazGOOHH344nU5FJPXmJFSZZ/bx40d/+7d/473/4IMPBoOBSEwerQAgEsfj0UcfffSP//iP9+7de/jgQfCekq4dIHjPTPfvn/3df/r7n3/yyWAwePDgAQF451IhL8ZgDD96/Oi//O//lYnOzk7zLEuJHYQoEhFgMCgfZg9DjIRUlcXuyYuqxqiG9s359NrEuvtAD774gZP0J7z30/U/Au/tU85Ti+1yuUzq7U8//fRXv/rVi29frte1aARQY5gIU7ml69z+b/eddwAURQxTUeQnJyeffPLJdlsPByMRUegUmxh7eCkCoCiiNzc3Inp7O/feI1JRlI8fPZkdzZxrP/30UxFZr9cAslwuV6vVzc3N5dXN3/7t3z94cD/LjLWQDMpVCJQICJUI8hhouWw29XJb167FshydHj+eTY9DCOv1djG/bbRVyKICw6Be0fJm+/7799tWn3+zuLx9VlZyeu/c+cYYrrfNerMFYYaMwJEyZWYyGxLkNbvJyG3zJoY5Y1bkdlBVCLHezpfrTkQyC0Vu8ywjzMbD2er2umt9kedPHj799ttvvvzd55t6sV7Mg+tWi4WDlZc1GkSjaLO8jESRt3Gz3ra1h1gBZBCL4LWu16rddFpOpyePHjx9eP7BanC9bW82zcXLyy+C0Gh0mtlMArYuhhIIsjwvVLbberlc3WQZGcNd57suZsI7l5AoGgFVEFXy3E6IcmNKtj7qdrnGZ8+eIeLJ8b2nTz4hgKZuDaNKF6XbrGuBJs+JTOkCxUg2L4IUbQe3i0WIwMTWyLDKB9WkKAZZlqlC27add8TkvGuabYhd8B0iGZOzsYTkndMoSEgszBGQmPnkZArwgbX5s2++TQ3lo9FoOBqtlsuE94zhqqpS8FEqK1ibXVxcPHv2PMZYVdX5vRPLiIjSIzndV6p1t9fuDb4FEfZejrBvwtKDYvSrFB++fSl/UwD2yhe479tLJU7FO7WTEACq7hpdsG9r2Z/K95BVRFQAhUiZkA0R9y15MQYffYjet9umXm7X1zFkwwGEMIC87KPXX/Go+RGQ7x3ny3foOd+R2P7WMJid6RnsGr/2v8A3TvyId34OaY/uIzoUiHchb6ASIfRCQkRFJAUhAUoxFYaNAqIKJXaQIlEkihzVkwZmayyHoCo0mQxOz46eP/9WoUVg4qwsq6IYGGuy3OZ5lheZzYzN2Bg2BtkgInJWBUF4/jz4eHpy+g//+A/T8bTe1r/97PMvvvji66++fvni5Wq9ijHmRebyPFRlWeY2M6KRUKwBy8CooC6EbQhNXSMAEZrMlmVZVcNhnufWZkSEZJhZAOVOh4eiGiHJ1YgRekNE7SWohICgrAAgiAoQVZXYIKoPLgaISGyyUZFPhuP7p5O265qmbZruxWL7/HZ1edXMF5umC14bAyO2FQGTGoWMgUVNj/Q0UTspmERfrYPIvwXY/N5/+9248ft7Wf9dAL936jlfUdEeGlDtAWEPTwj7rtDdzSVq2/rFYlnkaAgMcui8hA6gE2hj7Lz3IgbUEFlkAQwKQSKqGNAMQAACQBc70YCYCjEqqonmiiISovcx+BgkRa6DApJ3YXEznw7HPBpHVWuY1NodRElZsswMoE3TdZ0bjUZVVaUQAgQS1bpurq+v67qBA+sUY8w+Nmd/UkqxPvBGPEP6Zu/OlRzF5/P5r3/969PT0/Pz+9Zaa00a7kmZuae5DjeCXap7T+slPeprt9nbvSTUZ63N82yXNAgpZQEcWGtnsxmAnp6dzmYzIkqCKSJKxniz2ezp06fHx8cPHjwoyyJKJCKkhEWxLMvz8/Oqqkaj0R6tEbGPIT23LM9ns1mMsczz8Xi8N3VPT3g8Hv/yl788PT1BpEePHg2Hw92vNBmtP378eDab/fVf//V4PB6Px5qyN9J+JTIajv7iL/7iww8/jBKLIq+q0nu3f3tjDMfHx8O/Hv3Zn/25McawCT4QJTAWve+I6NGjRw8ePCQik1lEUpEYQlbkiBCCT33+H3/8EfZVhKgqMQYFTK9uNBpOshyJJIp3Haj63scLkiY9Ob8kZ7j9Voz4lj30J37vp+uP6ErSzeVyeXl5udlsbm9vr6+vkzXwzc3NZrPpnNvdLLnSxT1Hl8BeWr9ijHl+JwYLIWy32+vr6+VilecLVU14L/myMHMIogIAuF6vm6YBgKIoDJvBYPDw4cMPPvygKLI8z3/zm998++1z5zrnXFKN/+qf/+XmevXJJx99+PF7T947z6wtChsDQbQo6YQXCYrMDn2LoSPL47OTh7Ojk2E1AcpIrxdXpG7b1qvbOlxdfh2jHY2OTo80CHUtbtZORKdH4DrZrGvnboPXYTWpqqrISwKK0SeP48HADgf1+f37EzN5fgGCt9c31zMoo8auc6PxyXg8YILlcmntYDY5+jpe13VHUD18+F6W2a+/+d1qdetdF8VfXL4MtIz5ejqdFkVmGDo/R5BqML55Wa/X282qnc5Gw+HR2dn9yUmwWVMNbGanZTazdhQHgsYHXKw2pM6cDUoAEAEQ4zqd3640XiCZwbAYDIsYtVxuCRnBAJjkkKoQeu/+iBLJ2EoEtnXdusVydXEzv04Letf5+e08+nW9dsxoWYxxjaltKXnJWWmN07aFwhZAgzKYdd02q8Xt8hpVcpsPqnHC58n1NbN2Mhm64CLE7XZNBDH4ZlszUYxCZNLq3LVbgKCCXdcxU5YVZ2dnhNw07Xq9YeZkN5jaPo2xu4xHSqwMEY1G44uLi9/+9rdlWf3Hv/gPP/vo/XcWQeBVfu8giArfjKb7/pLKa6fJfYTJO+EN9TI3BdFkV5BaV2CXxI5veSgJznc+tD50UV1qPACF5FigMYAGRE9Mw2E1mYzzIgOEGAX73FhKTVt/cFHn/yQaZAfJ77xOcddmDHufCADq4QYCMVm0CIoEFDBGUklHAROCJwrJbSBqVKbkwBoDHB3NkMxivtpsWkKT5WWWFcZmiIiMzEhEyIqkREA7dCMQvaCPoeu6pm0BYDQenZ2e3Tu9/x//8i8Xi8XLly9fPP/24uXFcrWY39ysN6uu3WSZZUMgYohyy0VCT/vkeBCAGKVrWmm72ofYda7rutF4NJ1Oh6NhXhRsjURQ6bGdIihglIhACNT7EcnOOgh2qe2JQhUPSJbRcPKo6LwLGJjZ5IymslXO2bic3T/abE7ni83tcrNcNZs2tq6OkQUyAY1RkAsw/Opo3yP5w4EtP23Qf2ygcR9J8Nqvus7Nu3nT3GpsUKXICvVRYqfaIDrEKCoxsgqTsdTjPRFBEItgETXhPRJDwv2o29F0qpJO5EFi1BgVokgIUVS7zq8X64fnD1LgozVMKRQFaT/Z99k5VTV4+vTpycmJtdY5l2UFiM7n89VqraJFURhjicw+T3wvZXz3laieFHWQ3qKkHb24uPjwww/Pzx8ks4OU0LAHRYnp6tXmdLdBpPPVocnzXjK6X0ITYDs+Pnny5L2zs7OiKJqmSfccY2SmBw/P//N/+c9NUxdFcXx8vA+1stYkaPrhhx89fPgo9bOVZbmfeCJirT06OqqqKmHOLMuSXkZ7ZRam01qWZUdHRwRAlNIuQFSC9wBgrXn0+OG9e2dRIrNRkM61SH09gZmqQVVWxb37ZyopjdGjMgIzY2ouzrMszzOkXWBuH5TK6QUCoO0tpSwhx5AcbtBaG2JEUSJSBSQy1iYaM89zfdUxO8bYs8gq1hoiAlHnugTtfdclSQ8hId31KxGh7zoCqKoC4Q+5o/2E9/40OTd5jc1P5xOEV86dsPvh7ix1cKAU3dWz+2ScA92a7iJKlZkQMCqEGG+Xq99++eViuZwvluv1+lzRObd2fhvEqYoKEyngq9HS9Gr3cqoAJaahP2lGjT66VEZXcEpuNBwPh8OiKFarTb1tnXM2s8ZaQGRjjMlslo0nk8ePH9+/d6/rOmvteDzcbNbz+TwJSheL267xvqtXq/l6tXjy+OF0OsvzMrgQA2pERVC0SIPB6LyoZsbS8cmD4XBibS4YKV+JdWt/sW5W7aaYX81j9BDi/LpGdjFIleeWXddsfWi6pm2aLjdDy6Xhqt4GicGajLggY33XeZV8aAeVqansAmWDVjjEKJyZ80cPRqOHEaqvny+GQzg5Oi2rYr1ab1cXFOvJoLh/evbZZ59umq4R70IbcM6wGElmeVRkU/EGibmSfNQUk00x3WAZIZ/ZIU/HD8uS87wssmMQ27loxKMa6NAUjIaLkQqvAjEiLZsmLtsIfjA8QQO2MJXk5cjYUpWdsBrDbFWkc2GLCOkoGCFv3WZdX603N6v1dd0sszIvsiIv86AhSAzqXBcdSZZFBp9xUQ4GIUYfApEY4iioTofZcDLAULW5KcfD8f2zM1FGkOXiNkZHyCF4EemadrVYudaBKBAIoIRIiknEEb2qsooG6bxjQhxUlZ7AdltH0bwo2DAQEjASikaVqBoBBJEQFQmLsjQ2a53/9DefW8PW0unZuc0yTFbdAogoAAIiJL1piiIKIaqiKEoEUmRU1tTaBFFhlyz7Otf0So28J5PudGoHxdq9EKqnOlBBUz7DQeWcYOe1fyD+3Bee+xA+AGAUVBXfaqhJOoTOkBgDydANkRgz4sJYslank2o2HBrk9Nz6kKudoeM7NGDvjlz/LsruTQbvHffzGhLW/ftz6Kzzinoz6WH3cVx9MDQRiXK/VNGBWeWdZo2TaymCKCCzIqLiXqZOSJx0RMgRiDEGjBEiopIqKkZBAYLMZMB2enyEvBbRqqqs2bGrCMnnGFAQkwkhwq5hFiNwSrkJHqPPCEZFNs4ymQzd6dGj+ye3jx/M57fb7ebZN9989c2XLy9eeO+NodOz07Oz2XBYMCsgcO9mjwqaRFkSIxE1283t7e3Ly8ssy0bjyWQ8nsxmk/G0qoZFXibqTxR2Mq4YVJIEWgUEd9y3YhJa9emM2JMAAhBFASJpstNgw0QoYzJlYY8rezaq1sfj1ape1+2mdnUbt03YNpttG0BLxDIoK7CCVbaCrEpRSZKcmYgEsf/40rkLd+NfRA/Mkg4ZQT2Moeiz5lMxA3pzSMVDZl7vBtChLPvwVz27D6Qg+oeQiL45hN8Yz/B2c9LXV5v0inDvD6hvRKrsYlxkr19ODjl9SssdqOjvR/tXTYr7mlcqB0oC5bTvs+xXi7uHDK1fN5stNsw+t0plAzF1SgcC6a02BVRFIMYQNZHNSqAKGgAEMAJ4q1EFJUr6yNJJJ1WZRVVVgkQFkhi7piU24mPbNF3ThSDGZsw2huRT3LuAKmgUCTEOR5PzB4AI1WCkSqIEQCGE5XLVOWeN7d8vQmNtEk0aa4mtAncuSjL7T4b7qIC7WEsJIgIKhGTYGDbM9GLxcn57W+T52enJyckRaFAFUJIYEAQRemtHVUbq33tJGxYQ9u7+IkBEsNN/7oxAk5k5l2U1Go2zLM8yS32FtM8fSqaayd8uqSv32HUXI4STyWQ2m6WSaP9JY1+PRKQst1neJ2AR9mbXu9xXAABiQmPYMIiq9K8FVJLPDTNlWV7keUpcSGGwuMsqQADDKQLH+BBiCNIXlVKGjaRGOzaM2DNwIkCUzpwQoygAJTUsoQIoat/FzoBKCAy7APR+N0ltDelondZ+BNUU/KGIss+GQULo+0Y1pamnNVskECYqT1Wj4mvVKHzLFrYLnn9zc3yrwuUnvPcnq7GMO9dsAOgXBkLSvllnn7OUTpB9IGl/PIoaQrQWATFNEuhneNLuxK4LPkZRrarCGBMU2iC3m+0Xz18sN5umc6rq2DoDDZrOZJ6YoNuDPeyjS3sFWYxxl5YOIppaZkKMCmDzrBgUhSustYSkyMD05L3H5/fPp9PZs2cvXr64uL1dDBTWdQtsQDQVU4w1s9n0/fc/WK1X1pqTk9lisXj27GuFIOpdG8R3X/z288uLyxfPX/7d3/31z36O988NclDRKKRAQTlCdXLv50Vu2HBRDphZNHTxuuO1L6+uw3+rO4FwarElUPV2dbvlrEMJp0cTpZVrFqJefICgeV5lPIyhuHj5UkQmkxnZKpJZbG9X7cZymIyx7EKJOBxZ79bqtCxmT97/0GZPXl7qb7++HA3VFtPxtFwv3NX189uXn1XV5P7RTCNuO19rFzIfY4vNst7kQ3u/KO5jkYlGJ/XkXnP2fnOvqet64fPC2Qcn04dFPgUZlKOHqjFsb8DPQwceYHKSUcDMukhr4Yioy01s4R7mCDZrQxvRm1LtUO0wKG6FDWRMhcS48d1cFYCMUhGjbtzVvP7Ncr1o2gZJp9OjqhxmWWmZ2YIibbetFy+iBbEthtVwulyuVBSUNVC38ZtV5GCPqrPB/QwAHt1/8vOPf956Jwo3txcAwYewXC5UaXm7ur26VcXMWpuBxgghokJwERRULCipBFUXPTMba3g0HGZZHkWrQcXWCCgSKMQQHEAECKKhZzwIyHAxGADyy6vrEL0P7f/2D/9wXMw0+W8oKYiQCqkaAVZEJDGMrBgVRdgLMAKhEqb2MfAAKvpKrzbtGjEA9oW/3UakepDK+pr6S5C1h3ba26/E3rYAkNIJBAR2JuYAcqcY2fuZA5IyAkZfspQDyo0ZlTgsubAp/y3PbGWynGyWlNSanF0EEFgJeiMPQninFOVHyVTe0aT3XQ1Cb4OUr0cY4lu22Vds/XepngYiipKCEBmRCBr76lkvYqQ+/E0kLbBRgkjYneZYkUFjci5hihADxADCIlYElERZIKi1WQacVyVs1q7tcjQojiIY3pm1qCIiARMZBAJFFSVUq1AyC4HVaKIj12jLMQRQMACno/Le7DHb9/Mif/7t83/+l//2f/xf/+fV1ZW19he/+Ojp04fjcYUYQdWAVVViBACInUJk1rLM28a7bvHyxedt0yFylmWnJ/cenj969Oi9s9P72WRmDUoEiYpInQYPkrqgd+8iqjIAEjACCikQAqGoIIKiAgshKkIUrxIIMMZI0RRoiGk6yh6MC70/9cE3jVuuNxdXtxeXq8uwjGBECicU1AjkipVSHtX6aCKyoiEwoAai6ecVEjIqkoBGjQoi8JqvZ+KCFBNH2RdWBFQik6YaIETc4ZZdmSRZ4r4O+WCX74GAqIRKoBQpKMoPoL++Z4KgvmVY6+thK2+De/Aa3os9IYO7aAtEvUOrulswFFWwz3ehO3JulztDvTacJU0PICBKvZ1RBFSJOPkXEgLrzt4LBHur7f4lt10Mqxa0nh2ZycAMKwENGpUgA2EAAmCF9PfiY4hRgRiReyk6RgRUYJvoHh/3qmwR8V60A0ICJPBAZCKSA1cVg4zjdbxxLgYvVVkSW4GgxAoqEMkAEERV5+PJ6b3jk7OmaYwxLgBRrmA636w22yiSG3YhRI3JASZpum2ekSkEstaJAJMxQKSoCkEhIAqSxugTkFBRRpOZ3Bhze327WiyfPH704Pz+dDzsXGOIiSAEx6m1OiUKIjBjKiqpCLJBJMMUovgQgo9ZkTObvtTVV49AlZgz5izLivF4nIxSUlXvMA0iWaccDs7U3677Mofq3r7l0HpUNR7Oh16IhXc21PubBRfxcEHWVHsCUHBdd7Az0mHzQcKEEmMXI6ZU0rtoDN01vIPEeDcrkBApKWp74kIVVOOegGVAhKA+qXz7moaqxoh9o0YEFTpo3zjQuIFIEEm+zZTaiVMJFEkVeyiL2INBJEDQEJ1lTimmRPgWUfdeioNvAXiHP+llwD+Bnz9NycS+lpPiUF5b/Pu66y6WSwT2ZHeqA6VG/TSO91fTtKv16ub25ttvX0SVo+Ojjz76cDKZ7AN3mdkaE0KMIvtdg4iYGHd1I4kxVYPeLdZKRlKZtUVeJIclQkKOnOXVoCqrMvUBV1VV163rer2ozQtE9L6P+CQDeW6Ton0wqJ48eTKdTZ4/f3Z5cX17tQgS67r++uuv22777Ytvfvkffv7++x8OBiPnZLvpRKK1pqqKIs+I0HvfNE2ITrDr2uhaDZ4ApBron/3F0+RrNx7ndXt7cX3TdK0xeDQ7WS4XTdh6pzqwbRua5uZ2fpNZO5pU1zcvkGizWXpfb1bLq4t501xXg1AVOQJlbJFmbU1FWZ6fT6Zffb1cXv/Lv15bakNcDcb09TefMRebxj99euRtqCoxg5ywAj/AWICUmR3n+WC1mc9vlnXTTifTv/zzP6vbdjQeE4lKRIDMFlUxdJ0XvwKtCIaWZsPKq3MQkYmMFTaKEDNDAG2UzcXll7fzK0ZbN857XxSFBFg3bdYpGWAsgoS2DW27yRiLojgfnBdFAShZxl3bNs12W6/P7z8GAO+3m80CEYoy85tITERmNJwyxNC1bU3RWwnmn//5M/XF6dGTBw8fPHn69OeffOJjUMAQ5dmLbxerdd106/V2NpseHR1dX193bZf0lGVZJn0moRjWtm2JiNkURQ5AIQLtAht7/oY4EVVJb5OIWyEAACAASURBVEJEqpwSeb3zq/WqruuyGs5msxDcl199tVwtp9NJbq1qSJVPIgIiVEy2+4kz0jcr798DcV5FIWn37WPw8E3Z6A++3x90seHJbDod26NpVthQ2JgbYRVIrw8z3SHLPyX52R4b34UL7kOTUkeGIgAJ9glaTKTMfZQzCqoqYjhc7YRAUiWaBFGttSFE5t5vIFnr6IEr91utaIhIAfcRHW8iXhHRqIpgIQNCm2XD4dA5l2XZdDodDAbW2l3bCImE3kmBiJCYTDohJZOaqhrkeRljrOvm66+fXV7eVOVwMBhPxtPZ9Ohoenx0dFwUZcaYavTJZ7yPdohRks8EcyKHVAAZibAXJgsgUB8aua9CgASRXUIlllWWl8fjyeTho0d1627m69tlvWnjuvbbNjZuE6ATyMkURBkZAFC0oKwSNfY+/ghEgJycndNsiipR5TAXDV9l6EQP5y69MUtJX5dG6zsn9h/vSH/7c07p5D35ewgFaZfdKQrSj9o3khko5eIl6E9IqKiyExbpXUszAiIVGUipUSTLJculKEkFogP1UUERDLNx3omELM9iFNEIu65kAshtRqghOFIEawxb74OCMlnQYAxYW4j29WVQJKRqODDG1nW7XC4BoCjy5MnZSxCTB4YxeZ6VZcFsE7xJ7pfMxppMVb33i8UiBc0lQWZS+qWU88VisV6vYwgpfzxZSqZGuIQ9EClZv4hE730IgYhCCJcXF5vN5qOPPhqPx/vml9RisJ/r+47A3YJgUiVdVJx33geJmkG+o/Wkj4nZiTwPpYlvtXj54fr5f0exIn9kr+Ig6ugnPedP179h7PaLAOwFW6/WJPQwePmgVIDUZ4vFGLvOb7eb7bau6/p2vrid315dXb148aKsyo8+/vjBgwfD4Qh3bXhEpCKoykSG2YOXGAiAENJ+n7JlvreQiYi0S/lM3c/WWiJGCkCxaZrFYuFd2Gw3MUZjOIY+uy+CEhAAEDExISIxF0UxnU69d8nzgIiqcjgor168uFouV4vFou22TbNZrhbr1fbJex8cH58ZY6xhJrCGrWUFaNfbbdM677I8imfUsrAzj9dNd3F08ujkZDwYFSqdh7asYkSwmSmr0nsNIQeNiHnbhratu65hFtX26uYZM8egzm99rGNsANQ7XS9jlpdFcVRW567L6jraPJSVaVoJumHwNhdWvl1cgFoyxXvv36cKsYpivEannYT2CLVyrY4GZZG1jNw1LWqYTcrRODeWJWwQvSE1hARkKCvzkeisbubR5wanyM5AjFIH51QiEwOEpl0Q2brZqhjCHNSq5jGU3ul22+q6E20UWrYIQFHYdxvyLWU+y7Is5zxnEdd2USEQhYgapHW+sTazNvPeda2slp01aHg0Hk1rBE9WoxbZpVcyNptMZyk7IRXhXYiLzbrzIUQdDLQsB1U1ZObVcuW6NnhPRADChhgRlFQjIKQBpQpBIvUZaX0mOTOnUN29Pwpz6ioA7/1quVosFgo0mUx9F9q286mwYfbqS9ybcR60fOy/2ZnavHq8wlcD8Q6OmnvrkN4GBnYGBHtTvIP0qn3FVe/0Hwci6f6M1tMubxARu+/TCaAossFwMJ1WljuDzoBDiSoRBHdxfd+1ccFOIPoH2za/n+t40y1Qvz+s9nuFo4eY6nWErbuwgYN3XvbmIbpXyu/RmqgKHng0JBSTPAJJlUiNyUKQfffOK5TvwU9w5yuaymdMDPvK8Nt6/BWSE6imxhsFyLKsKIosz6qqyrKMiUDSIY+SnSBSutNEbxKRsTbP88oaW1XDEFOTnglR1ptt0/j1ul7MV9ej+WRyNZiM8+GAmTObF1meZxkyM4nH0B8meyFJsvgjZkxvJoIyGoCIvQgFEw+mfUlDUzCkIWtMnpf5MAgbNpmdCTVOt41fbtym8XUnQVsBr4FEEChDMKm9khABWcEosAhDUosgJqSetFVJCQbYP2g/jAkAKSVz7yau7ue89n05qHfoXEFfA3i6s8X9w0yL/w65gvjdd6kImviqPahLJYF+xUssU690JcOY3KCi7uRtAAyKKJhYzj1EQ9zXsNJdMweyDqNjjogxeQABi0aImiIOImJkEILIEAUFIKKAKqlqlBBVQnDSjxvtaSvciR1Ta36UEIIKiKiPotKuVhvvfV1vb+fzGHSz3cYYn337fLvdOueurq4+//zz6+ubEOTwAgDDNkZZLpfPnj1br9dd1/3TP/3Tl19+uVqtsjybz+effvrp77743Zdfftk0TVEUiJCeDxu21mZZhkjJwWUXm9CzkZvN5urqum26hw8fDYfDtzBsSVbb+5OkCIc91EZASDLIVHjE/mYAqewC/enuTcj3biz0QyT0v5egQ/ds4e8Hxn5Udzf+yOrL7wECEfFgb37H27lLSnrj+f9wFczhX/2E9/5EkV6MSoQpP3cvUtrjLNh1qew8x5X6jFTYWQuqRGmadrnafPPs2csXL66ur168fLlYzDeb7WazfvDgwYPzB03dt8/tDKwgeB+Cz7LMMneEMQbo+6RjURTGmORMviejE057O8OBvQ9yAopELBqcczc3N6vVytrcuyhR05GEmdICZ41lw3meG2PTvQ0GA+b7m81a5rLZrI+Pjyfj0fHRBAC9d9vtpm3k2TfPnz179uLbl3/1V3/7d3//v4yGI2uNqhApkopI07bbde1cwHEGUmQ8HpVn28XNzerLyRFMVTmLi8VV4xac1xUjMSOb4ejIWihz7bpY123bNERqMwXsrm9u8yyvqrEPWzZhNCjaxtebzc11O52OJ8N7p0cfdbFaLlohZzM4OqmIlGMbW+xUtss1aBgX1aPHD6ujImbtor7oNiJYgT2JrlottrPJSZmX0/H45cXXXbuFMsvzDEh914KcIXQanesa5mI8HNvMLVcXXU0iZc5Fnst64zvXKDRlmSE2Ip3zzpohc0WaMw2YqOuattH1plkubjabeec3x8ejyWxSDUfbZl0v5xFW0+mAjEUfRYPNiIijdi4EL62CZFk2GI5cGwCwqXWO7cnx8dnpg7rUtqYqhz//s9F20zLy8clpWVUxRmBSBFFNWT1FUYzG46oaZnnRtg0hrpe4iSFKCNETKRFA0CiekInYGBOCqIYdNUK7zZtdTF1ZlMQ1+/NzjHG1Wt3e3oriYDA0xuY5ERlRcD6ASMpp8+IEgoghIkLpJTp6B816G83+lEPUkxeHWizYR6jf+drtFTW4c5jEgxCGgzlzYA3zdklkSnbX11iK3f9CjC6GApIfI8YYRVyQNuVbEXDvSnJXO0L4UdTlHwLvfdfu+w5XT3x7KxO+9W73P99ZNdzFPyCkf5rq5end3xny9JoJVlFFMDuZGuLOBzwJLhARRUFTQycJKbABY7IY1No+33nn4rp3LaZX8N8ugZ2YVHDvenV46Q7YRxWMmtiGEDzuQkt3/oF36zCASfesAJKMl5SQbJaVZTm0JquqISJZm/e0houu8/W2ub1ZOPeFqs5OTmanp4PB4Pjo5OToeDqdFoXJspzZhChR7goUqZEq6Y0BQQHZGFAEVUYMKfsxTT5STJoqiVF8FAxRQ9TM6NGsKqsxcu4C3i63l7eL69v1clM3Xeu6GEMEMkQWwDBbJgucqUoEDkIipMAKBokNsabpqBohqsaoCaGlKJcUX0LQu97uWHXEg8mDeoD4Xo3/UNoDmh+G1PRt7Tr/o44Od/N5J/VGBOWE1EEBJJUCmCmZY8cYU+tnsuIgY4iNiGAIkkTNCS6CMCbcmKDjrjMVUAREVFVIO6SWoAMgVY7R9uQpswqKaoyOCRAJJKSgxxT+IaLO+bqpXTJChH7K7ewWPbMB0LZt00ROo09EY1TvQts6Y8xyufzqq6+a1i9WSxH551/9arFcOOe++OKLFy9eMJsEnNKy0Lat956ZY9QYonPOeX91dfXixcumaeqmHk8m17c3y/93tdlstrVrW7e3bxlUZVkUXZtXVcVkQtAQQgiBiY2xqfp5cXExny+i6OnpaVVVgBhjNCn2k0hjVEmyWYJ+LYKknTKmbwBExBBC8DEBSWaOcuDBsG9ofNVO5hWF8PeNw3cjwNeW0x+I5b7L2/a76nG/n14D3u3jhL9PhO7bns8+i/SgYLdvEdc7nA8qrxYW9+EMgPBKnfidJm0/4b0/yStN7/2AEJF9lfS7DkVJ/6yqq/VmvVotF+vr66ur65ub28Xt7U1d1yGGxWLhdk6b6VxS1/XV1bWIlIOBilRlSYjR+1YEVCxTYS2oSAz7kth+lTlcLH5QeUaVCC1ZVRCBGHZuS8gqaAxbyzsL9TvCoaqqW6LlarnZrAHh7Oxss9kE3xHDk/ce5EVeVdX19XXXNar67fOXbft/f/31i48//vhv/uav7p+fAAiCEMJkMhqUYxViC1c3rTi7XUlus6dPT8uhtP7y+uZmsbru3FbUueDY5FEVtUIqqiovSzMYds6VIsO8hLLkzbau60ZFuqYzxgXrAQSAvbd1bQhnZ6cf2nK62Gy/vfp2OKx89N45kei8r2uwdjYeHp0c3zeYiQNAsljaktDAZslRvPebz3/7q9EkG0+yJ49O5wvdbJegjQTnXfjd53WVvxgU742GmyIfM5OLS9fWRWYV2QBZRUv+Zrm6vL49PRsaiyIhy+rZ9Oz0bDgeTIwZi8+urjaLZX1zs/r1r/91tZqzgadPH3auq7bbajCsqjKAX65Xm1qyjFS9d13bdttt5524RoqyOjo+Oz19UG+7GBSVMltNRmcPH7y/nHdtDXCS/6e//1+NyUOQqqryomCbIRMQKlBeFLZpQxQFsNaOhqOTkxNUDd5vtiuRuDuRi0hIqqEdLQMqAtgrOfuD9Kuxp7qXmgEQkQ9+uVw2rUOkk6Pp0ezMWgs7h650fpHYO1IQMaCIBpU7cLVHZ3QX+ob0NsLtRxz7XnWG2MvPDrVSh2dMeVsa+ysX9SaLB3iDDfJuhyTVP8Xl9IB7xQPeLzUkp77IZNETAQAhmWkm1iGNIgIICgyAoNR7/AAAUbKENybLMrE2s9YaYzjFgCDsgdye3DvEe5g6p/oBtXcKJUiReb33NyNTX/XblTAIMT3QHk+KpCY3BCS80zQaUAoe6tpZC0jO+yCyliBd65zzXee71tV13TZtCFGQwLC1djyaHE1n9+7de/zo8cOHj87PzweDYV7lgOCjd95nWdGbjgLE6DVE7wMhJE2GiHfSUW+nkOwQdu05JIkT5MooGLYAKJlhw8V0dPrk/Lh1YbWpl6v1crVerpttuw5BRVjBsi2IK8uFUB4FQgQvmuxEQ+gdM5SUDDET9PGwcZc2RrsSi74qjYFdL9t3Ux/4Rx2y8E7qQ3eigt6JCQGY0BhipuTCSrsUOwBgwswak9kYY2CQECj5XYEwsqE+2XyvAYiiIfZwL/0zAHlR5gVbyz3lCsycExoRjCECBlAfozfGWEPBRWuyGKDb1pffvljM58xMRY7WqEKIQVWtMYAukZHeBxXN8hwAmU2eWxyyiI6arhpUAioaR6Ohtfl4PJ5uptbyeDweDodJcmltlurI3vvElhNxDHG9Xi9XKyZ6+PDRar2ez+fz+fzRo0fT6bTrumfPL168eHl5dQmAEqVtu7Ztu651vgMQYwARjDHElFj45XL1//zT/+ejPz07HU3GNs9EJIhiCEpkd2HrKoCGiIlBUz2naRqbZwWhJYtAItB07cD7Xaaf7vXoIpIizr8XR70bYPz7Xc/pUIPxP4WVAf2Drws/4b0/UX7vIMe85/rhVTFnYvMkySBCbNumqZu6rl98++L2dr5ari4vLxfL1bZu15uVquZ53nVOVRI7x8yprU5V1utViAFUzk6ONcrN7c16swneSwiGiUCZiPM82eC+ph9IOHDfE7xXwr01jQSJkIxoyu4hZgAlAOytkHYJpEQUk4coIjGnildvcifAbGxmi9JWg2FelMw2hHh7K13XbLdN03x7e7NcrzeTyfCXv/zo6LgCMIRYFrlaq2pAY1WMJ6PT9mjt/JbM1ovruqbzofNLF7ZBnI9ioGKTk2YIikQahVizPFGW3sdG1YEaFQFB1/rglxpZg83sQGPVtrzdhmllFNX5thwalkKlNFxlMM3Vbecut9OyOEKU6JoQAtsUaoir200IAqpt2xmTVdVgMswZB5lpTSadk812u121mpsMp7VeubZmpiYsnFsXJRMbCFYbdK1dLvT2Ojx4MKsqdm7LjFluysoihbZd1ltpO68QjfWAXZQOhBSkc11YuqZZmxIod23bKAQmRVSRGLxsfQ1qDZZZNrTZwNrB0dG0a31Tt8x5XgzG41kMtcTOOyzKPMsq10VRXa3XfhEAUUE67y8vL1frTds5Ueg63zm/Xq7Wm3XT1M651Imxk4/FQ6Fc71qEd/17RHjX5vrq+ERIKlDjvd9sG0SS4Maj0nmvoEy8Z+8SV54a4uVQy6n7M6G+tu+8LRLhO2uou6MnHtgH4qt/hgcNfYp30A/vACyCwM4duled4F4OmnqvYgIkac4BISrIPgICX4sl35sVYt+Qj68wlt9Bo8GPTGN/R23ozVDaH3JGeUe49nf+VV8a0Dujxx5BS09F7fS0iErEe52C7o0NQRAENbX07Q1V0ewuZsPMTMyEDL27224lTCicdj9ETB4GuNfZYu8ih9T3WmHfmUopfHqXBJ1YbiamXYce4M6DuS8yMBEz2RBws2lfvLgKMWZZ7pwPPnjn26bzLoQYVdQ7771XhS5IUMmybFANhoPRN988//qrZ+fn548fPzk5ORlPJkVVVsNBXhQms2k+IgAjR9TUXKQ768yU37crjiPu2GSE3hJ11ysWAZFRTI5QGAWOgs00r5tisx3cLNbz9bbtXNPGrpMQmhi9hlYxQ8gYMkKrIKqkCpoGMvUaQwGBPl1zL2I+yM7eeyb1tN5ux4K39tMq/vc7NL796x8J9vRwHu81ZgqgqfgDUdIgt4atNalSIFEjAgBGgZTnQQTMaA0TKAEpMhMwAaFkxljqFaHJqdFHEd0pdkEV1AWInk1eKJqgqE4kiAYiNAwZAsXgky+laAAQRIlRCpu6QlGjktKwHJazCReF9140NVBDlmVZnhFh27kYJcuynRd/IQqb7fbZN89nR0cnJ2d10y5uF8ZmT9570rRbZD09Ozs/Px+NRhKjsRlzz4qnbj1ms93WX331Ved9URQ/++TnL168jDEuV6uj4+P33nuPiRR4tV7TDe7jKdOgNsZQP+YTBWcSu76p66+++uroaPr06dPRaKAAPgQR7ZwXBWaT7EFEEmcuvXozRu99MmJO2QkxRh9CauQzpl+3RURQJIp3LoaoovuZRfuDYu9l8nbV5e85Sl/pZdjtEX8IvPOjgCi+oUnRN3eNf9uDfu/z2R8L3pHV8cb29JYb/OTP+dPVD4VkrbuX+dBOe7XvFkqrrnPROd80zeXl5eXl1fXl5ee/+91ysfDer9drVTA2325rY0xmc2ZWRWZOdr2DweB4NgOC1WrZNjUTn9+/N5vMXl68/OqbbyQE17WEyoiZtYYN7OJi9nYycNfspK99DbuDCjOnkxACAauyIUAEYuRUXwxBQgwhJkPePi00SgwSRfsomOl0KhLn89vlal0UeV5kQGVZjMpyyJzX28Z775xXDc5571a//ew3jx+f39xcP3h4pJoTsuFMkaIHURwUowf3nkwmxe2iuZl/5VrnY63smDuUzvmtKJJyFCfiQT1I27atSIfUsWmja0JokCCjzHKemXyz3W7mG4K8KqphdaJSrJbu899980ig9nVdb4rRiNkaMxgXo3IywhP7u19/icIxGBvF+1iHuhyzqaw14H0TI+aWMstMfr28GQ7zo9FgVGFehOVaJaxDFwsLo8pG3wYXHcRVc43sqgFbm4XartewWsbVPHS1PZm9Pzsq6vZWtRuPh1nG6+Xi+no5v92MhsdFNcrK/L3N6WicxSiz2QRINpvl+vLWlDCc5dZakRiCR0AkJrTeSVWMx6MTpgyxVLUnJ/c3623TXCiQIiADWXSxu5mvnHOq1jlAohiDC14BgoS265bLVeeDj9K1XVVdjcfjZts09battykDp4c5KqpC3He3vWELxDtFHO2jDnYNDxpjBERrbVVWSLTd1qo3wXd5RtvtVlWtzUIIolFTNzwbVBPEJRvrPgFK+rMiKaj28rDXLDcP1vXXsUpSfSruD+OEd/vSKwj1NfO/PiD8TniGgCk1be/+uQMuCqDJMF6DxBBjEEXq34veXFqgb0PCH7Ed/qGqwu9w49wjou+CeT9QU/S92iFEUkDpbfH2YG8v7hMCTi7dB5r01L+nO4QmiIKyw3vSn68NmzvIRwlr9fbKfYcb7iAf8h3eS26DfRLGPisAEZPRe680TEA1WTWkvPbdAxEeHMAQdoaKQMZYZsvGeq/zxfqLL75ZLJaJHhGR4EPngsSYeEJO3hU2i4rATMQI5J1/+eLlt89f/OpX/3p8fHx6enp6dnZydvr+Bx88evJ4MBwSI1HiJ9AYE7xL4zjEoIzGZnA3NBOJibB382cIMYoEUkWMhESJVSXGzIxKi7McYLbYNvNNva3bxXI7X2wW8816W7ftxotBLtgOjB0E5SBk0DBzCjeMCkFi1JD85YmoFx3CK1TqzrtEdjGDuw8d74I7dJ+0jbvxAN9/FnzHee4Pjfd2YwRf8ZTCA0KPEAhVNCKCISoKW2S5IaMAHiPGiL0Lvu5Vaqi6a+JDa8gyWoIys5lhEEkgxPsQo6iEZNKfHIRdMOoKG8suWOhUNfguRK8QyRAZYlA1rMYqMzSuAfGWDbMhYkYzGowHxfDhg4ezh/e5LOaLhTEMIKvV6vj4ZDabElHTds67GONwOBwMBllWbLfNV1999dmnvzk9Pf3FL39Z1+2vf/2pKnz8s48vrl60rr5/fv+TX3xyenpa1zXuxBm7ugkh0uXl5Zdffdl1XTmoHjx6uNluo+pytSLmo+Pj4Wj05TfPqSf1BRF6sGntYFAR2RA0hJju01qbLJEWi8UvfvHJz372cVWV6+3WOa+qzjnvQ5bl1lpAjDFELylkPETvvY8q4pyIMnPXdal9MYTgnOu7+IhUVRBjCN75GEIyMtIkMd8JGZOv7OtoTOH3WMvxu2og8LaH+H2Pu7/3LoPfMW36eKG3tIJ/Jx483D6+9/mIKPTFZMWDwu93bD37xKOf+L2frjc1WdQXg9MISVvVfrQIQAhS1/VisXj58uLm6mY+n798+XK9Xjvnbm9uYgjJSMqYLMuKrnMAGmOMQeCgmYiZiWA8GRXZ06btttvtarMmgrPTk9nRFBS+ffHi6vLC+65tGyNJ/EB5nu89rPZq+D1x8eox7lV+DxCRlHiX/hcJiZhzNjFKnhc2s8FHURWRqqqKolCFIIJEg8EgPXSe5/P5bdNsAbuyGAyHVZ5V1mSD4eCzz35zfXVjDAyqobUms5mqJM7DR2fIIBATMVJHABJd22zWm8VilZdcZEXQ4AWIIMtZBKKEbb2yJiMkleCl3W7m6+0VYpvnOKjy3IwhUlfrw/sfBn/v6nrc1CEEqjcwGFSbTXO9+HTdrdtYXy0utv50PBxlbK+vVw9Oxh88eZpzeXN1tVxcNovbTpZqtsgDgmHksiqq0pqyGN87u6cS18t557bAZlyOxzOTGWzr1ijldmB612BFVI0dWx0Oh0dHR/MX7sXyenFd12sVXyxuZFgVo8H9bX3lWt2saued83XbLUfjkjPOOP/ZLx52zXnXxaLIF8v5ZuNsriYDoNB6H7oQggzKiQTjI1bF+MMPfvnzn//5Zr3NrJ1OxmdnJy8vXl5ev1yurr/+GkSCNYP1pr1dzJ8/+wahtHakCgnGs2FAiCI+BNgZRjvX1XWtIkVRVEXuXFeUReKTCQGZohPUd1bMXplBlPKI0vJr/n/23utJsiQ78zvC3a8ImbJk9wiMMIBrXCzNYHxf/us00ox4AA3LXWIGM61KpowMcaW7n8MHvzcyMqu6pnu6AQyBTuuHssjOzBAujvjO7zNmvpjPptPdrkaEtm3X213fexFINYWB1MIACPfGt995Vufh/44Hp7w+6Psd9CcftusPRon0w/tpbP3g/QUsBxLA+9HyBCl90L3SIIISSRWBmI0mzeJPX5CaQaMDGOz9TQlQk34SAEANQBxVxGO+l5CdOnT3EiYWkR75k8EHyTven4k0yBngHjX5Ld0b/WDM8yDgGmmYg9MUaCJjqIIIKpAo9H1cb6pd1TIbVSBk6wwbTRYRhgkTz9OwI4Nsnc3yvCiKoixFoqpC13WvX795++59VmT/19///XQ+++Uvf/nysxdPnz09Xi6Pj5aTsghMqIICShik931IT5ARCXnA/qcSiSoomAGyknaDMIJI1OjFQ8Qhz8rInMyL41n59PSo7UJVtXd39equXt1VVR3afufbWoREDbBDcWicAoMiiEBUTE1/YhVAiOlz0aGKso8Vv43+gA95Ld+9c/CXp38DIARrKM/sdFLmLiOkEMJgPY2ahMfpsPW+U40gETQiCGvC1RoEAtFhPuIxt3jIJrLynGxGOXuIIkqoyiiiIWKQpDnu5yWVc55NabO+YAi//PxnjrO72/VX31wA2SLLFsenv/irX1PuVv/wD6LQtt03r16/+OzzX/zVrxBxt9tdXFz88Y9/zIpytlieHJ+ubldXV1dRJKmEEj9zz+D13rdt27Zt0zR1XTMbw4aIFSHqoFRq+1YAgsS2beu69t4T02wxt876GOq6ruu6bdsU53jvq6pKY+fOWmYyhoqiSJFPmi558+a1c+745HixXHY+ApCxRiG2XSdRjDFFWRKR98H3fUKySAhJhwIAKtA2Xcoh09BBKmcn3YAxJqB67733h2Kr/7iH+H0X/juVBX+0powM6wFEaXDpG1T6f3b6+lO+9x/x6wG6fVRniGjTtFVdb7bb9XqzWt3d3N6+e/vu7u6urevb21vvvbW28YNj2AAAIABJREFUrhsiYmOTJi2KDAXjg8ttpLkRITpj7dQklr2CeO+TdR4SxuB32+c311d9VXdV472HsfKxz/FSoy+EsJ8tGav1D/K9gxpKyhDT8AsTMSmNYk9Cui9ijeafkHzYZ/O5MQYxieJ807Yikk/y05Olc3lV12/fva92tSpMJlPnbJZle5cZHKyZJFlpxVC33bpp7nxfE9J8Oo/QbnY1ABnOyLIPMUYLNrPWSYCubX2ourBp+zVgJ4oEJeVF6Dg0zWdPi9PzJ0/OXzR12GyqzbouylnVVPXmtu7Wu3azurvswu7Zk+cvnrxsmnqzXW+qWzCN0rru37bdLZrOOQ29b1SILAhb4/LMMaCxhZmb7ZpDrKXvul1nwZ4fn3PsJViMuJwtyJjG19tqEJsRqvf9Zr1Zr7Zdq4RltY1NrXnh+k77vosxJEPvojQhVn3Q0k6ns2WWubaRzOWdr6yFCJqVXEzt6nbTdl7VAhhQFwOoFCHY4GkyXUzKfDYtmr5quk3UtunWt3eRrTk9flGU05cvn7d1ACgMz4ZPlJCNAYCYRp2Jkbhre0CyxjIyEYLEu9VqsViklkUaOosxMu6Zcpq+pQ8qc/fj7GP/GYeRFebpZDqdTvN8g0hJc4cjd1tkEHPt74nUd9nzWfRA06V7VOb9tz5ao7//rt6nbI9ujA8iSH38G2jo6wFBMnt+MNRHQ9F2REuqxgQnxKSYRgAcnJb3jJhB9ndAfzrUcyLuUQ8/XHvz0R//BH7zT/bx8Pvf6Hv83fARDg66us+QU16M90n+0DvFBP/X1GMez7PhSGNMweJgZJ3AWofMFRrm+ZMh4z23hSBZLxzwOYdcEfEggz84M4mIiQYV6JA0JqJ7kk4w8+BSjDTQ92VvgDyoQ5NBMyipSnokIU5w9JOKgw0jgmKMkpziDbNhg8hE2Ha+7bqmrfsQyNB6fff23evT05P5fPZXv/jFzz7/bDaduNQxIWTkvQsCwuCHN/Q5ZbjbFA5cwDB5YqiA4nCxKCT+DBsEzC1PMrss8+NpuTvq7tbVettsq67p4q72dd/10QdpQm+UDKJlYkAeYsDBqE8BCNTo/X7C+wbZ4cbTD5RieHAN/7A1f/+Sf8zUEe8Fp/clsUNzeWUiZ03uXJE5aw0hqkZCJZA4LAlI4BDvRWIAFYSIGkmI1ThSDaBMAKlYKzpmGqkYIQACaPIjzqbI0msHEg0TGqNAQRRVIQbVZp7nxSJfHNu6bxn8889/0df93abtvKItJ/Pl8vjpYnnSY+x6b4zpg2yrBpEnk5m1FgBvVysfoogwcVGUW1slawVAlBhDCDGGVKRIcqSUGqUQRSR5saFK3B/jfQhd37Vd67JscO4GCTGkvSkqISTBsxIjIoTgy0mZZzbVWA6N1xDx8vLy8vKyKErnXIi62VbMlK45H2PbtIroQ3TOJgJT8N773vfeMM3ni6Tm8D6oKjE5dIiUPFFUlVPoxZj6fp/QE35YkfyOR/efp678xF/5xKH9Q8hGH/lD++YbPp4X+L5gsr1b+kee2gjuFhURCCGCKNNAmB+1b/fikG/vQf6U7/30NQaCekDeiyIxaozh8vLmzdu3X3/zzZs3b66vr7fb7d3dnarmed7UNRMZY1Isy4aRKYi2fScATIQ8mELucXCHvHlELMuinOS73W673VZ1XRTF2elJnrndZhPa7l33TkSC94iYiC1J8DY2UuLDzaL3orF7Ndo4L87JGAqJGABTeSsdZ0SUXkDX933fp8J3uorzPCcm1ZhlWZbh+4tKRJxzp6eniDyfz7PMTialCOR5XpZFnuX7PWuIQEU1RBGVru83VX3VNNeA3Xw2PT4+rrvtZndL6NhYtlh3XeayPF+ymbaN9P3Ga6PYZ3ny3opNU5FM+wqarVTb7vMX5z//5ecqdHO7evP2rWi8291SKbaA2vfBV69fXVoyL59+RqR368vftXdMbb277uI7ct1kaqfzfLfb1h2BzlTV5EgKq+ub+ez4ZHlq1azXl+v13e319fKoeHr+pNveVlvSEJ+cnrLLVpvr9Tbrperaer2m9aau6l3TNipgs7LvtK19O8Gm6QTqPiAb45zJssXq7jZqxwwK7DtqGzTGMoPLKaKWE7s4mtze3gQJjA7JgjpQ6Dp49fqiaeKvfvXzvGAv8OrVF6vby85vfazQQ9vtAOTp06dPn/wit1NRF7xBBLbMxqa59nQLJyUZAMcoKupsphKbuvriiz9OitwYkzSZEqNEZR6QLffuZA9FTPdre1QXJ+w4MyezxzzPAajI3Ww2y7IMAMeFB0gUhtaIYjKcxDjmQQD3AOb97lR4IGjBgzGHAR83XBu0l3LSg7be43Yl7jc97sd38aEOR4fwOCVmsjfWAgCAqBpiFEBNZllMBEyp7xRFFaLKQaQLQKjfcgd+2/39w0un3ysg+LZU8NMhwoeOCPv7O6XhiPueGe7rwqnzdK/oGaCNaTxS9mEtQgRkSJEWIhKIAiXB2n3KR8lai4kRB037OIbHsM/3mFVoyBWBdLB5JhxsDhQRiWEcCbRszKFCfq/sDFEAFBkRiEQDAGhqXwBRMsRxxjgmozGMzJ7BQk0keT5EoyZKEEER8b3vuy6zriiLIi+zrGRjQwhI6GPofPf+/bv379+km+p/+S9/+7/+3d/99te/mk8mzjlnjbGWKMOkTElayNRJH+tvCAgSVWN6k5GGLIzuZysRQKNK70OQCACIXFhbLoqTZfn8bL5rul3d7hp/c7u5udvd7fr1rgl9FLFkS2cLNZkqimrs49hcJB2apYT3jBbF4ZPVAz7ugNY5EHnCD2FDfC/c/J/ZwXuYsKa0ZZ/yGcOZs3lmzeCppGkuWjVKDIpWkZRQosQQAyijIAhoIEEDIRIIqgyTgBr2vLaUUCNIUhy4GRErBt9XUbxFS+SQjABoFEUvcYv5LJtNyqXVi7ei9eLk7NJf1X3sI7p8Ojk6W548YZu3u7td1ZZlLgIKFKKEKFluFBAQXeYUIKVwIYQYJc/zFJmEEJhZVKuqSk7i+9q0MSbNNgMMTg+qaowJIeyqqm6acjJxmSPmEON2u4kS00g9DJwwNYaNNcbw0dFCBlaKAmiMyZxTvfer1Wqz3S0WRyKwXm+AYDqbOGcFMCo0XV+3bdf1ZZEnJl8U7fvQNI0xPFsskAjSGAKhIWtGU+U9+j+EKBr2ZM7DevojIjF8DNcJn1TO//gr8zvY7cD39An8k6N3hCD4J1K77146HEqg+tBVfiBzQoQI46jk4WcxYpa/qzgofXA/5Xv/IfM9ABEgAlUIQa5urq+urq6urr559eb9xcX19c3d3V0IwRjjfTSGrXUNtFGg9zEEAcXIInGYXgAAEQ1BBtOX0awzyj5JU2cNoAEAAsyzbNq2m80meJ9n2X/52789OTr+3T/9/s2bN1eXl03TAECKNfq+P8z0Ho7v3fcqR6gGDl2Tscs41IJBkGk0oRrrHMaYUXhqjLE2L8ui71PMQYvFMuozUDOdzvK8WCxksZiXZbnJtgQ8n89jjADkbE6QKGSCIEjCBACCphVYg9lOZmKzsmrufPCL+VHU0EvvxZf5hDhjkxvODZO1zmW4q6RtJfgaRCxlp8tn9cZeB980/Zu3b1u/Ozo6yfL85c+evXr9ZdBaoXl3cdl0dVFmfd/3Xbte3/7yl7/om+2bV7/frN+A1pkLMXRVTdHnWTZhnviQkREA8V29XBxPcgviZ9NJ6N31df3u7au+Kxfz7Ggx0Sjb9e1ud2WzUqRZLIq6811odrs+y4q/+s3nxprXry/v7rZ5TtNFcXY2XZ58vt5e3q1vAIb1kGeTpmlfry8nZSAtug7/+Z//GKXN8sg2WAvW0tn5yXymGovcTbsWurb3ob282l1efrOt356/X0xmbrW6DKFT0arenX3+7G/+5j9Ni6fz2ZnlGULJZDhPcncNsQtdHDEKGqOEGFUghChRpYgqUtWV9x7LwmUZIPo+NE37oVLikON60CK+7z+LCLNJg0/WWmMHN9s96GUMwTH1AzAmoycYgLgf25jfJie5N+1SEICxAp4MwHRvwzemFsNk04APxWFITx+6teNBcrh/QilTeSDmPNxqIwxGRCIIoiAAE+0FpPqxF4X/3k/Usb+ne4VDipDHMJ5GxPdh+zH9P3H8x/7zp0dtuAMO50DlHKxx7pvNTJRaypziMiRCYCL+eERAiGPvVkCSr/Nh+rpnf6caXOo+jkteFACB9zBSABCJIjLOcyY/diJCZjKcrGcoy3Lv1Xuw1uRZzsS77fb66ipGKcvSOpfl+Ww2tZaQHSfHGtCq2krw3rdNU4W+QYAizzkvOMsNMjGbRK4hHvFiApqwjXt+uYgkhbKORie431IEg74aASD2Ij0gkOokg9zZ42X+7HxWt2G1aa5Xu5u7er3r61Zav+vqnapBtNZYpORDwnsOmgIkM4kDo6OU+B1UKP9/vC0OVpWIoqIx47hiFC9RJPo+Rh+jjzFEYkHanz+c7mYAiLg/46zlzNkYo/YhkSqiSBQdRQcIgHUIhGIdBjYBwUPSPpMCMyE5CyIdcCMQyXQCEKQDuLrbXt5uwBX5dJFPl+gmwC5RWMgMuSmyQeao2ofQ+xgllQcImVyes7VV2wgAMnmJQYSIbObSRcDMZAyOzgeEmryaYow+eDIcJdb1jpnyPPchRBEAyPI8Sux8V5oy7Zosc13Xq+rnn3/e+65tmtOz0zzPk1IpJVHe+5efvczLQlXL6XS92/rQr3frPHNFWaR3+G696bp+Np3M5/OyLBOapWnqgX8+XBuKRJR61LB3jc8Qses9PJRL/cdrh/wFEUdTAS6Zjo0BBf6k5/z3ueB+9GV3+JtDkL73Vd18+eVXr1+/ub6+fvX6zc3tqq6rtu2YuSiTaghlBP2lweuY7IAfjueOest7SOChyISJUojinDOWnXMA2rVdjNEZZqQ8K548efLVl19+8803zBzjIOZMdaZUqdIDtaeOGd0+EB9naGkEGQCTAUDVSExsmIiC97inWOA9OT3VqBGxKApCFJkrBBGYTeeT6RSQJpMyz12WWVTjnPM+MBlCC8AJcS4SNYYQQ9vdbHZve39NvFHaRl2vN+sQgTmr275q2rbv2FpjxWa6mOeAIBLZYFnmzs36jjVKxsXp6ZMt4e52baxt2urNu5uq3Uxnc+eyqt0E6diiSGCmvJg5Uxb5LPTBMEWjEdrOr1UqQPBtl9vpxE7n+VMfpxvPmWVC70NFNBNt66rv+7ZpVlkWjelCCFV1PZs+A8hBtW1vm34T1GcOlExsQSHYTGcLN1u6o6ZwGR6fTmdz63ItXBExrxq2Jhch30cA6rpuvWq6ekcQuw5evX6fF/D85byYZsUky7Ls7CzvW2gb1GC6vhfsfd+E4BHj3TZEuMq3GGOPhCgcNc3t2MzNmEsJTjlDBsBONA6uYhr2NXMRjTGtBFWJfdc9rBGkBcBMJi2MEEKWPVJofMACue8C3a85lzlrbcKp7TGwg/+HSAr8mDjiR1KiPaMT9vWMe4tiOty4I8RzHJgf5rvwHr6pAw9Exk05/FQ8QAkORsdp1BYBUfY+WsQpM4miY5pBKUHF+5qixhTfc/KqipTeB8Ik2EtCRN0j2gef9UTyRBXQfzHM9UchnH/yOP0Ee/N72QTjKHxLRfRBujV+J7GiRBKVAYEGTgcme6XDg5StEsYoadoPCBOjhSjxOQ0iSWokjC6kQxOPSGFUWSATGwJF4keyQhwg+giEeoBU3feuEZF4iCxUNCV3mtYUIUjqbKVBaUUkl2WlgHMukbqIiBgJgRiYyDmbF9mkLDfbpmnCfD7/7OXLo+XR7e3t9eX16nbVtG3vu65v27a2zpBhJLTkEFUlqAaVoBpDCNF737fctWQLJjTGOpOGqa0lA+NyI2KVcbh2uLkIQIY5ySG71ahRgfZrHjTAKAwlQkcERIA8LfJJYRbT7Px4vq37TRU2u369a+vG910bQyuMoKRgECMRMpmoEtPgLiXH9YggQzleDwTOSbD7w7gU39EO+89v7X2sEDWa74GKAEEKSJN5RgwgEoMPMSZXxRhijEg4HhPpg1AdUCLMbJ1xzllrkvMHRhWNMUqIGoUESBAFUEgjBkWMRgdRrg7VNVFkUET2gB4gEgUFEe18XG12d9sdGpcV03wyM3mpyF3vq7qdzubWGlVEYmKDREicAErMhtj0ieGJqKKJZpQOwDSQMiCSUj/c2nuQF4J1rvdhvdksxkBov/XSj+CIm9tXH1LglGXZcj578/a1xHh6eupcniZm9vXus7PzcjJZbzYCseu7ru/qJjbOCqgPMYo0bee9B4D5YknMSa8iureATEIQTtXABwCEJEpGSr7LScv9SCH/oQ7i21SUn16u3zem/ZMd7P0z+aETAZ98ZNwNw3m+n5M/cDUa9/IH3c6HNnn3t8J+eRxGFYOFJQ2iekP8oY3qT/nev58c76PNcfhuLNdPfzdNXSBCXTd3d+urq6vf//73799fNHW7Wt3VdR2CpFmONJ4hiiGIQiJwmx76NKmmh5kXACFosuIVSVKvYR5lCFAH90hCIGJrTJ6dtW273W7v7vrFfH50dPKb3/zm+bNnWZYVRZFgwUlpkGDEycJ4z0UchGzDX0lDe8OO2+d7RJwK0nvgZwghheOHsoQU1KYWTZ4XCKjiVYNEmEznk+lURPM8c8465xJhOumXVFCVEBgIJPZdV1fV3cX1H7fV1z5esdv0clNtv7m924RgiCar23a9baumZ8MuzyfTif1ZiQzb3Vq1Z8ayLK0hDeqwXMyPpQvOtfPFHKBfba7qbsvXDomDBGTI8nw+XUQV6/LsZMLoGO36biNSW2fySdY1Tds1bdW7STbNXiwmn1eN3MUNISr4vt/0voDYd7V//c1XLgsnZ+bs3AVp1pv3y+XR8fE0c9n16q7ahQgyP5lZhw5IVbx60Z1oNVua8ydPnz6flxMUrQyDsZgXWZHNfY/Rt33XtA01NXR1pyreQ9vGYppNZpPFkstJ6Vw+m066VrfUb+6aEBuBpgt1npv5snSu7WXraz+ZTADY92hc2Xb+8uJ2kv0st9wJcGEI+6hNUtok/WYUEVFEiiIqapwzTD1gmkp31uXOMVGMgmiddQTS930yxp1MBsAlEY2rfGjo7c3RD66WBIenPMuddUQUoyac/f50VgAVVVC2DMTDSNxIwvhEAT1h+/cZ4ShlxqGVDffPJJ0N4/M75EZj0mFGHcyghxeVMo30GFEMgVAJkcggpvGZqKnhySRRowiBKikmn3gRVWXDGCl6EUoJKD2eFtRBRJemeVFweHL4qXv9u4vTDg/JRxDObxMaffQf3yupO/ypRz+e8HrjATXaM6pAYt+NI3yjciodiUiAA5Q1tdFEkBCRu84PNnxkiCyTYRpggwO7ReO+cpEOsbHexSldYzaSkp+hhUiIjMSgkvSiyDQ0c2FvvAf34ggeG30IgAIKqaomiY+vIhoBlJmn01lRJAKWjBHtKFJFLYp8Op3MZtMItz7Wy+X8P//n//l/+pu/2W63b9+8++brb7766qtXr19fXV3d3d2yMVmRFZMii44ZVYNCBFRO+MUIXddo3ytVAGAogQzdbDots4kqDGOH1kTZew4RkGKas1ONGg/9SxTEpN4gqKhg0uIigIpGgNgJIKKZOjfLZ3JmImDV6GbTX97cXV3f3dyuN9u6Vw1CIIysRJZNBlGjjyJh8AdM+d6Qc9NoWTeuh8EbI373FfhnlCS+e4B4cH6MYPyHNZBhPPHgQTvwXCEGn3rAIcrgrgQqKkGVB8ekZHiqKpFUiKx1Ns9za20iIYtAHwTAp8pyFB3EM4BoI1D0EBVFk7mJCpCCAEQRiQQiyX4JNHl4dF2s6qZpO2My63LrCpsVUbRt+67rEclal1LX1EdJtpMAYK0l4qqqm6aJMaZ9l7YEDJatETEZZN63wpg5deGMdVHixcVFeiSVQpI78V4AlX5EQAFEQXvfGcOTSZk7x0zWmrPTE+fyvu9VRUVT4jebz9na69WtaAwSQgxd13a+t86JQO9D7/u6CURMbAAxRmn7XlQZB/1HyrH7vk83ZsLjEVIIEQGZSImY2Tk3+GqMJIVHp9+j/Ar/XJzJ9yqx/RD/Hv0YQhQf0UE/reQf7lQd59vvRyce8+33XOj7f9yb0+oBOk2HK/G+60+AxhglTGhiw2ZfPN6/Dfvnk67pe5Lyt1xt6a37Kd/7ixYI/bg55OEjIvHv//7v/+Ef/u8vvvjy+YsXbEzv/ZhBiSiAaAgiokmPNnj4Hli0i8j9Kvu0cEsP6RL3iy8hT4ioqprtrhaRk9PTv/u7vzs5OXn69Gnf9/v5VBm/nEtVV0rl5cOud/BBQQkghGiMsdalQgmzBWmjDyEEY9kaO4ZHH3bO1TKLtcFmzhUxgLUZkzXWGmusZWMoDlIUAsCUVIioQkSA3jfXt++/+ub3Qd/PjhrmBmDndRWh6XqjgqenT6czvllt79Zr36fhk4Tbk853wQcxSGSJGMTd3uw2awE0Z6fnUbtddz2dLXsv63XV+W46mx7NF20jIXhnssX0JMsKJpYoolSUc5d9FsNRaOoVbLvGvvp6pd1p6+VmdXu7qtr2xvdrxzwt5tt1/eWXXxrTNU1RTCFGfX9x03W/P1o25eRF72sfFMiCou/jblNVzRokI50Z15dMZQHAbQTyEmIbYxBDOVG2Xq+//uptjNDUXV3H4Os8n81mi98sf708tqdnmcv7EOX2usqcimBT+9vb66qpo8ji2BmjQBs0aCwQae/r4Amh+Pnnnx9PXwDQ+/cXsZ88Oz9iAmQR9UQBIIh4StwdUBGxDIQosSOymTMSYpLEIYA1tsyLRKhN6ySG6H3wvlcgeXgIi8QENPvUxsQ/kcR9arMnA20lFHwMSYTD4qB+WCX8WEGSPlKWT4FnjEQGh/la8N6H4IkACUQgSkRQVUmDfSH4GGOy20Njvfdt3+YuZ2JEDN47wjzPNfQak7p1YDWNDJd7D0ERQUEEQiIl+Td1sv1XOrfvj19KqrO9VJYOiJjwQM+Zhh518O8a5sH0PgdLJ2mMYgxbZ51h56yxe2s+wpQQEiMiZznJPXc1L4vFYrGYz7fbbQR/H98gRIk+hiBx4LsAJLsusdFm5n7w8GBRDWgYJjZkLKlGJFC5J7om8w7QocGQphNVQ9fVXVerymIxm5TFyxfP//qvf/v+4uLq6mqz2by/vLi6vtxW297XhqnIsjy3eW4NAQIQQWYpAEQQBlLwfdd3XRV9u+N1XTXeB0ScTWfHx0fz+RyRAFVUQggCEtLbjuMcDjGhSa0VlaAgSZi576kP6Q0GZFQRiCQRc3L50pwsjj9/Otvuztbr7cV2d7tr2w6aFlrfdDVEzAAsExFTkrmOVgQ0an732l9S0L9U1bM+PHw+QoYwxmSWrDGGrTGEakWiD0FjP47gIexBTalgBYBEhq1Dm2VmwHEr7MXCRMbYzIIRBojoIwSBGAExKPUCQQcpB43AnvTcIoIgIGgQ30HwIAE0OMuLxXQ5Ow1edru19x0ZVACXZ1Gk7XtASGP3ve/bthURRPI+VFW12+02m81ms7HW1nV9e3uTAJsiul5vYgwAWu0279+9q+s6AU5SIhRF15v1119/HUIgpl1dJZHn7373u1evX19eX/fB/7+/+6eqbT777LO6rvdhVV3Xq5uruq6dNdPp1DmbssT0aYhI731d1+v1puu7PvRd3/S+N9YoqAJvVuuvvvpGRJqT5vz83JhzIup733ZdOlL2C/uQvYmjRH9Eav2rShn/5eZOPxz++YG/RFUfZVyP8kQcj4/v+KLuRWaI8C9/BPyU7/1Fhw6HjnP71tafTAgfCTw+uvJilNevX//jP/7jf/8f/+O//tf/7ej4pPe+bTsfIjFrH0ZDj9G3F/aLGB+g0YYbEQEP4V2fKpTsGZ7Jk52ZjbHGurpuQDVzbjqdOuf6vt83SfbTw6NeCFUGHn2ykWHmPC8EfBfrfbsvSlQBUE1yzVRpSyi6R1F5mkEiQjFWRKPNQvQB1RiXmAWp7GcMp4J6snFPtXdEEoHtdnNx8f7N21fb7crkDZAPWvdh24UtkCIZicRc5Hk+LV3XqUJPxH3Xog9dWxtDSI4AGA2iRXII2aTM+IkJEdouxJBJLMpyUk7sdrvJi2w+mcZATb2TEB3lhS2NsaJeUa3TqEZCGV3DMr+76rZXzdtwoWwVkQzHGKuq2my26rHa9XXVAtZFGclkIVLXyPv2pm2Lk5NpVYWomc2y4DkEkkjRq2hLCvkEVMhZYKtIiGBigCJfTopstWpWt9XbN9flZGbYlOW07YLLbFG4ycyVM0QSUWiasN2FSemiaLWr2q4R8cxI7IFi1F6UFBjRIBMG1IjO5vP5cjE98S0CdAKVj6hS9/62aZqu72KQ+XKZ5yWzi1EQmcl0bafaExpQ0CheJPje+z6EkGUWgIEMOVYRib33XhRDVECjgDHGfQtF8BGHaCCs7INIPETiH25kQAUZPbf2+0YRdeiqJF3oaI42SjzxoCKIjyIuPawU7htKw19UgGTpLuNzUEJOBLlxByBR0q8JEROloDSmCb4kQ00NkAE2MRhM60ByYyaKiJBkfUnsBEoKhIAiEUceJ2LqJwkIMiSuE+p3kFb+wKLYn7T4+14egB9lvXwH4f14zux9+HCU/egYVyUv6gH6sfe5QGbWoTEMo2psaGcZZmfIEXECziKmjCV4UPRJviWiSts2yGazTb3u6+ubt9N3fd8RkWEmTnpmwRH5MoBbUqeDmZDxsGqth0J4GOlcQ+KHBENGBwCAUUEkgAoOLAoZ16zoIOeLAOicMWaS59l8Pn/58oX3/tXbV1999eVXX39VtxUTHh8tT46PJpMCUTRG1YiohIoEBjFGiRIlagjofXN1dXW7WrVNN53Nzs/PT09Pi7LMi8JlbhAV00DJSe498InbAAAgAElEQVRWhKlLOcBUcNRaq+xHXhFUVJRJFSKpKCiiMls2OLG8KPPjGSzabNXEXQ1X1931ym+bqBAVDaRmlkaFCCqjBlIfmbPj0FLEf9uU79sjVB2ho7o/cXRcBsyDwboxzGwIIQrek0YAAZGJgQylpa6AAojARNZSltnMZcY4AJSoIhrjkIgQMTMaREEgL6qCIwtIYK9Yj6gRQRIziiAaJAOKwbNGkNg3NUqYlfmL5+dXl9dVdffmzddB2qubC+/Drko3L795+47NP6pK09S73bbru/V63ff9er0OIazXG2ZzeXnZ933X+fV6TURv3rzd7XZt215eXPje50UZRdJOjDG2XVvV9XZbIaLLHAC4zIXgv/jii5vVbdu1s/m87brLy8uiKHrvjWFmBtC63r198xpA5/O5dZYTEkAGgk0iovsQ2ratmrrt26ap+tDbzGV5ludlH+Lq7k5VsyyrmwYAibjrul1ViyTA0sCgTlQ8a2k/tR73BU3+MzvD3+tY/lF+57/RiJ1+9yf8UAbyJ+QkOrjpHoQVH1Nu3v/OVCc6FPl8ssv6U773l5XdfXj+ftg3//Tp/Mid/Nv+mAjsdrvrm5uLy8s0JexD3FVVFJlO56ptCun2WmHVwXhTR5jQQH279+faH+8Ie6JQak/T4/xPZVQ4Jde7PF8e0fX1LSEmIlYitaRscM8F3jf6dLAQRFVt27bve8Pm+Pg4an+7Ccwson3nYYhRwVmb57lzyflaH/u2AxCgIWZmNaoC0QYXMwQxCfhorbXWJKWHQkLAjJYTjGRA/NX19avXr96+e5uVmBcOset8U7dV1zdsJtZlKtluFwCEoZjmiwgNod/tNlGa3tfn5+fWZqGPAAxgCfOyPJ6cnJFO3r29vVut254R4Wcnz//qV799//597xs2wuTWcHW3utYoEJWZXFaSyZRc04EHIjAnZ0sI69315ft3r91kvnz2ZHkyda7vu3XX9SSt78DaXFR8b+oKiR0jrLdt8LsY77reuWxaFvPQG4nCWDhbdr7uw24ym4pYjWCtsSZnxBjD/Ojs9PjJzdV/W902NzfbrJjNF5OiKJq2IySbKxkJIWyr1jmp6lhtxRnquu5uVamCc5aM9n1D7NmI9wxoEU2RF6gUOltXvX1unj8/320Do2/9ZZS7EKqmvr29vb1br/vev3z52enZ0+l00fWe0BK6etf2fVRlZ0tQaJtus14Twm63zd1RMgshHhR1MUqIEiMkDEPSFaclEMOHm3R0rE4LgkhVCR94K9z/+2Fz7nCoYmw63GtlAESBPvxz4yDfg6rOB5td4f73JMkYEFNMobZExQGkmzB71mAaxUFQBEllEQEFielVgQKCEKEh471PObA1BmLnvdfgy6Io8qJtwsg6lbSvBiDCAM1ABOIDicsnbu4/Lwf79A/+KMHBJyKhUd97eKTv1Zv3TTIRSc268aA+eCFpuBEFgQEg6WoR4Z6Zaay1rsxzRiQVAIkxapDEA4xRfIy9913vY4xNL62X4H2RF4j05Rdf7Tbb87PTz16+nE1nLnPpDGfDNnNZlmVZbpiJmZidzfY1sgeiqSF1PfAQx1SXSCncyKVUEBVQ5YfkSUQdxgJV2raJMUoUQi7L/OhoUU7L82enJydHxtB6syKi8/Ozp0+fTMpCVaKEKIEgTdWBoeRVqERqLfR92NWr12++ur6+Lcry1ZvFcrk8Oj09Pzs/PjmeTKcuc8aaNFopIhFUJWoa8MbBbV5FNAkvkwIZQUMUiSjKhEDAqKK9xl4iEELOkE9hcbp8bsrNFrLsLsR1H/o+YgRUBNEoEhQC4aEXM6ISDA6B8SCHUvwBC/LP7pN8ayxxwHB6IBI4eCwp6InMIP9lkEBApKlGnKTJxjK7AewmA1GNUK11mcucy4xzJBKDj1FCiMH70RiVUhrEghSBgVBMMoGRoYgCqEqqrECqpGJBLQBJdKi9SrfbYuwnhX325KSt16vbyz/+4fZ6dbNa3/V9T0TWsjHmiy+++PrrrwHEh94YXiwWN7c3vvevXr2aTqfWWGa+vLy8uroS0a7rnXNv377dbrcp/Fiv19Y5JMPMItJ13Xa39SEWRblarcqyLIqi7/sQ4uXlZdt31trT01PvvTGmbVsATTmziOx2u1evXj17+uT87AwT3mkovI3DXZCKluKD77qublsf+qjSdv1ksrDWdd6Dqg8hRGFrmajt+u1upxJVFZETMiAMW2/wYtkX8ogIjX4YT/7J4/THTQv/RbJE/FgXQv9E5+/Dly/y/fQpeuhQ9AmtqY5CgGES4qG/9Mfjf0zlQHz4+Le9XT/le3/pX/uw4NMr/jD6+y6uKY+WGhHlee5733tfFJMkaYB9MRY0ER0+9jT0YzUP/UT3Oul7HvIJMYpOJhNrzGQyCSFkmSvLMiV7bdsmK/Z9VSMpOQc4IREAdH232+2KiTs5Oem6rq7q6H2WZWyMiDZNk/xtVFQgxuhlcIwa+GyPvpiNtQ5UaLCxMiZhktmKKJHZ71+RFDkIk51MFk+evFgcaxteX68uItR9CD44Z+Yeis06fvHPv/fezKZz5uAKdaVcXa2zgo6PFtbkmS1YFdRINAi5QsamLLKFwt2ualerVdfjZ5/hcnb89t27XbUF6JyTGOp6dzOfOlSLwBoFmIwpSj5ar/3t6pZCUNAnzxa3tKq66ubmYj4/Xsym1rzMbIGRydCTZ58ZlqKAzm8BYp6TqCcuvDd1A4AMMMntJMS7end5s7oLWuelOTk+NTQJ3hTFnClXId926heGTojmbEqX5c4ZMgLUFRMQ9VG7ukXqBTgyqWie27lGE3wnkdjkxihy9KHt+gghsHEWMhDX1jAtl9PlaV23r19/w+SKrPS9b5rGMvdtv1tXt6uViOZ5YU3suu1kMqvrfrOpNpvGdyrKCFaUu9ZXu/putf7tb397fnYa5jPnrKqGIIiQ57kIdL1PWCLR0Y9OdfCf/bar5f5wVrg3adVPHvPycPskuuDI1hwUcY/6+fpoxw1XWEot5GBwL2VXY2YJqghEoIYAJApEEBRgQgGRvukIwTAAEUAi6PsEVGCw6TEJPWBERiYGkb7tSkNMTNb2vt+tN3c3d7uqq+q263rjbF7k5bSYTIvMWUNsONlS43/co3wckxuZxvL4G7hPAik5GSSPPiYmMiLNer2+uLi4uroqi0KDj30PICoxOYiko4usTaBOY8yynCiZ9WYDUQBgsVgQ8fv3F3/4wx+sMZPpZLlcnD85P3tyNodZ0uYhsQIkHk9aTkwkpDKY6z0uRt83JOFxDITJtMMw2wH8MCz6GEL0PnpUHIX1GKIPtW/7ZrfdtG3d9S2AOmdn09Jasx8fyKxFBMWoKApRISoIIBgLbOxsXi6WU9EwmUyD6Gp9u2u2V1fvi3JSTqazxXy5XC6PjqbTaV7kORcaNPYxBIgiEZQTyQlMqlCGICF4IiKyya8IERKHJnGgcGxyNuKD9wRGxXvf9V3vFYEtEAMAEjAzSNxHlt/ij/cXqHDeC03xoeL0sUG8DKECSIQQh+FQICZCRbDWEWdEACoSfN9FHd+N1Go2BCIgAiGI99H7GLwoABAzkiEUJjFEiiBWoBdgwSQdZlAmQRIlAVagIOADeCTRnGha5M+fnHVtr7EhikVB0dK5PZnMppvtxpjkMUIvXjxbLhd93zdtHYJn5tl0SkiTyaQoihgiIr948XI+X2y32/fv3yPyX//1X3/91R9327tnz56dnZ3NZrNU/02UzlevXt2uVsz881/80jn3T7//HRHNZvNf//rX1zc3u6rOsmy5XE4mE+fc9m6dhvTqutrttiLx5OTk/Pw8GQWBKu2hvXjvtYmjohrJIBsyPAwqDHVLkrFq2Pd9UzeGDQ0TkiKiwYe0wcf6S+r4RWMMf5/86tMTzj9WZe1H+T1/HhXpI213JPngZh9VD3RA0v6gNPxIV0Kp4iOPIwlIGjb40eGoP+V7fzEn6+hT92HTdmyvCYxmKY/6eN+W730bxifFiMxkDBvDB78NVSGEEEIUhd4H773A4MbCTICIjKiQRAugioPv6od/YG8crTLqQPbhMB6EO8MjiFnmrGFrrffeGE7AzCT7HJxkYhxswaLgfcyEqhpDFBHvA0iwbGeTmWOXnHPSjB0iGjb3zZNBw5PaMiOaYM81ZzbGSBREBsWkpDLGGWNVxRiOA55r3OREi+URWz7zJ8XEv3q3u71uyEY1GdIyxllT8e11/fVXd76DoyNPFJYn2dnTsq56Q4UzE+mNoLWcgVogi+C8h/Vmt8UYNKJRxZ5MBO4jVE2/2lQXMezKArv+BnBnqIkBd32VlVMGR0BsLXNhTLHb3mAfM6bJzHroN916u9PF0i6PJiCm3vmq6UKULMvysmBvRKMgCnoEi+T6vlfxmfOTyUSlaarYtgGNKOjt6ga1Zprm2clyfjYpji8u75qKX7/aZvbo6OjJYvEuyyyxInmXG1H13itAFJBe6hDybDKbzImIwBM50IhAxoDTiAGjesQcNEfInZmUxdFifmapC9FfXr7Kc9N11W53RyjqjfqMSMuiKCdWta4r9f22aUJV910bmDJDDsGEGEFDjL3v23dvX/8//+0fVeOTJ+dlUYaEndVkowQxAgxUoqHnnKBngxT4UckNH5fiDhl8iYCIBx26x1gTuOdzDlzHoR+IB4MzD+b38EDRiffF+IEng+PjIytMREW8IJIhSn8OFVAksY00eiQgIk6Ku+TiAAqoKB6BCAlAKKEaFPq2W9+ttdfQbdrqDiWQgip2bexDjKIG7NBBvHcIJwVQwaSxfnSF/uiynO+lKfoucclH23qPIHUfjGDoR6IF3OvZ8TBoPkwCE7sTR092QEYkidB1fVXV2+1OQgSJGoNlMoasdYPm3Fqb5cYkJz3OJwshi/R2u94A4MnZ6fFyGXx4/+5t09RVVdVNvVrfvbt4d3Jy0vXN7e1N3TTpmN0/PSZGSsLg/bqVj2V9g8BfxteYQtL0pIyxDy3jB6nvvv88mF5GiDGKRFUhIufsZDpxziICITBScrIWFdGYUkVmUtRkCGIdZ7kryqycFAoYU1kQtK6rumnu1uvLy6vJdDpfLKbTaVmWZVZkJiNiY61hS0RJUpg87hOIS5O8WpLrZPLW0HFzCapCBMWAJJaBBym2wugiMGhzxy2MDzIl3LdDR3rSxy7T75wW4oN07HuFtvrJx9Ovw0etkASPTcphEQ0xptgjxBhDiAIKnKxDUs6GBKgUmSLR2J5LHyxq1MEY3Pvgg4QIooOcGFkIGIUBMFoVk6hEiAKoAITKqEQqpMACFJVFDTALqGpubXl21vW+7TuV3lqYL2YCrmo8MaaWmqq8fPni5csXVVVvd5uq2rVtOylLJgaA6XTa9/7i4ur09PTp02e3t7d13YjoycnJ+3evmppPTk5evHhxdHQkIsn3PNWpU/Rzfn5urf3DH//AzGVZPH/+LPExiWixWCyXS0Rkw6makKKLp0+fnJ6ezmazpA5NY3UPrV/3FwaOc7SExCIaEtQFERGTqaDSYIMoIsSMSMm5NbkL7vPHFNElmQCPNp17kTEhih6eePfrAB8WtO5zlqFO+qcX3bcZm+PHF/cP0Xp8b83IB1NK3yrH+w6/87HC87CGMsz37gkA+JHX/SGcRr/n3O9P+d5fXL73yMlgXylJ1/A+49eHusSPyjj3XMrDVZIuWiJIJMw8zwkxxui9N9ZGkfRvjLHturbrrA6grUSUQEoQdokxIoyz+IgASqCHJZR9OfjRMk2jFLTXqlGaXGEiSNKCfaaXSs7JFHsv6UyHoGUa5uxHWqCzNvqwWa3Ozs4W8wUf8eXl5W5XhRBAwRBbY9K7R8l+eKiZ7We+B0wnEzETCzEDEaoqs2Hj2CQmZ2RmUCAmRCUmJAI1J6dPTs+eqIYod2/efXH1vi3nlM+mrrDVztze9Jfv+7sb8Z2Kbzu/VTh+8uTMwMxCaXRWbxQKms2mSI44Y7JV1d/cvN/tutl0kU1gGmF+QpTtVs3Xu+7trnnTt+u2jRqaLO+NqX3Xbnd+yc9I89ihKyxxPl+cbq5XXVNFhHKaB4Tt7fpue2HzyXy5BMXdrltvr5uq82FezM6L6VRU295zJCKL5EJsmqYW2Z49cQC598RkjVVE+OLLL33Hs+mTSfHs55+f/fxn/wng7RdffP3uD69+/vNnT5+8vLx6Y7NAHIDF5QYR2SMAew9NHbsuZM6U5TRGsTZa23ZdzUKGMyIyxgXpEAxqRjCZTk6n5VGeTebTo65pNtvr21Xl/abvNyG2BS+PypdPnjxdLI6yLN9sK9/XXdt4r0WeHy1OJpMlc6FiY+SuC9tN9aZ8d3Fx8X/8n/+7seScmU4mpORDiCEaY5nZGIU4FClilBBCCMEaIkQFHXei7gex7jfXuOdwzMJGNn8SiilqmjY5TBf3yd6DLA4PaC1jmrf/n/aJn+JevAkyeO4N4zN7gJiCxhCCMdayAwPJUAUVGJAZoyqRGgJWRVTFkTMZte9bIOL0poxl5r7r1quq2fS3V9/cXL5ZzCbL2Xw2nRPa2XTq8sLlmc1sljs2iITji0EAEFUc/QB/eE33Qw38v+ZExwd5I9yXkr8lyMARDrwXbsgwvndQFb6Hu4yfrIzm08kUjNhaY7mYFPlkUkwmZZ7nWZYZa9lYYpN4LTaf9YJVVddVo4Anp6e/+dWv57PZ6ubm4uLd23dv3128e/X6dfuH5vj4GEm7rrm7WzEhzmfMnGpqSISoBChppakOBbrB1xFGQjKmgcBDZUoa7rLWGWOZzV49kf4DGep0Q2JpjHOO68GejZmds0VROOd4xI8KaowxQlRMc3SMQDGKIsQoooI4vEeT6SzLC1XofWiabrPb3d7eVXXlQ8yLYjKZzufz58+ePz1/ulgs5vNlUTgi7vsg4hNiOqXQMcaocXT+kSSdJkREVgHRIDECRWZFC5aRUwCtDMxCpAJRFHB4YgogCEnRODRGEQRVURSVQPbQzj8j3/s+Ye3HE8WPhbD6kWD+wLYzTZSJqA/RQ0giCBkcm1CAkk4NNaJgcmvhhO0dIOAgUb1q3/tEjIwxiEiqqSkSIJIIqoBEDRbEKAoyEo2nMwyyBFZgBVJgoIwdCYSoBun4+CjE+PXrVyH0SHpyukQqt1XfNHWWZTHGqtqenp787Gc/W683d3flanVzu1pZa9NLd84BYGp85Xme5zkRiwRrbSoCGmPyLMvz3HsPgMTGZZkxZiC+Ih4yjVP04r1n5jg4qg9m68kXarFYvnj+7PT0ZLBi39eA0jhjSgpVotxb0o+MBQ4iIQoyp5AqioYQ0SRo0CjgT5eNDvn5oawp5XsigqoEw9B5+g/2o+S6N1rVT6Rt+L1Won6ibDHchZ/QuP24uJcP873v9iLuY/bhtv4wINePijiH9xQf3Cn6oHPzEAf94O99z8vup3zvL1sBNH6cj9K2w6Tuo/ne4fZ49LP76/j58+e//vWvq7rOstx7H0LYV3qGKq5ICAEQvA/eB4Ck8D7U6+DHdq18elsc9D7uL40QvbUGRuOXvaP1oaL1w+52OjpFxFp7cnLCBt2KttttXdeTyWSxWEwm0+1mV+12McbtdgsAqfT9+D25N5Wg0SsbR8ySDj1ANIRMCIQsAzt7wA9EGfxZkSzAZLel16+r+RKOTnmyKP/5d+9efbW5eNNt7yT02De9qM6nWK9d7p70u/jV79dFOTs5pdyWeVk444xBUazqXdVc7+rrLNPFieTTuo3vL297pbtyFlwG/x97b/Yk2ZGdd57F3e8SS0ZuhdrQjW72QjbF0UjDsbF5ls3fLkomk0QbDqUGG42tCqjKNda7uZ9z5sFvREZWFdAA2Rpr03QiHwpZUZERN667n+U7vy91jejOYn9/+6rw07qezWY8qKzWm/X1rijDYlZP56eBPad4Nj/xVduBMrfeI5I5hnrqpif+fnOzu1lu2qvT8/OqmiC6pm0NGLFImqfIQvCLE188ubhb76xL1223bJohRXSuefP27cXFzZPLuDh5MpvuXstV1ylRMZ+ftf0dgBUhlHXFTgvxhEXXmmlCmwZXSRxGlzfgvhMALCtq2hhTNJDo1AoXGLLPoYiumg1oCsH7UKSNtd2WncS069o71QlAAFDTnUiKCYZBvEsQgkgLAGCiSt75xckMTIvg1+vN9dXb3/2uEEkfffRRUQR1linizOwL3zRdnq8oy3I2nTXNJguD/5mB1UHzhg+Ui5wZHgqAD2bbI10C3u8Z7bt5OnYWM3RNx3PjcDoeXBwIjRlAlSChZtZzBrUoAXmiogxg0UxAAVAJjImJUESb9T0i1tVkNp1Vha98WVc8n/JixoFjbO9v3uhsMnnx/PmTJ09TBEMyJGICRkBTFRHF0QcgM0IQjpKZ/4kreN+/sb+j1D3esfdueExAY2TH5pxbLBbPnz+v67quSgJFgzL4onAheGbOFCsRMSQCZOYoqYsaU8qbZ4ypadrgfVVVz58/Pzs//82/+uuu69p2t2uaL7/64rPf/dM333wTvKvLAgCYCQFjjIiUqaEfIsce3bSIAMAZM7Z/a44y94X2fYLRsyfDIWCvfc7CeNVORHE/U0TkipBD573GGYCIPJdA2e+BMtLGFFUhRWuabrVaD4O8vbrph6HvY9f1bTd0fezavuu6ro8GwMQhFPP5/HRxenn55PmLF8+fP//oo6enp6fT6dQ5J6qSJMYBxhH18Q0RHAYKDMEROvY4gBMVA4hRY0wqYJRRtAxGYKj7S/Qd1Xjbp/f0p30bv98tGQsWSVUVVGUY+gNlUwFH2pBFTHrwpoERr7K/mCl1mtIwxBg1D6FmRwVLYAQEKmajSNQdvypiYCZGR0aYgBKRkHfsyXnyBGQCMYqoIVFV10DUpbjpmiL4XEomIjNh5mGIXdcRQT90TdNoEvV6LD5Xldx+1CRD14moJ67Lsi3Kw4O893nhZvF/HKLYKAmG0YVQ9otdRR4iIkJCophiPamfPnt6frpAgCTJjaHKu1PcRJTRTUElmWACdgyEzvuyLKfTmZn64PcHDXtfhFA4dqqQO+Fw4HPiu9HUIcZ7f3Lv+5AQ/9OF3AefhveVHT/wOrxrjaDfGTAcnBZGK/X/YRf5z/nen9Z9dqzqPPi0vIPo/GC+98Fqw/swz32egwA4nU4vLi4uLy4z4CT7paoaiMII7wMzU1FJklIE0Bhj9pgiojE52vcZDhQJGEkUBh8aHj3UOuxxASWjYUxtb7L3rkDuKOUbuwRmDy0VAxMR58NkMkHEGGOexkbDIgSazSaTSfacoUNl9fio3WveRxMdYnZEMRNBjYgROYesSJaB88zkPavJftaRERiBECYpVuslJZE+Rnc3/PYfl1fftn3DmmpQjh0iut2SX3/RTCYsEvuhP1k4HWLlrSprRx5gIFYOyRXDbrf15MrJ1BWpj8vb+zZKV9YUZrNuozsd2r5JsS9DWZUksosCak3SBmPsBirKsvI+KEyr2qiYdcn5KgQZokjqDKSahKLizXp3v9kJyYmc1fU8aez7ruu3yztyPJuWdeEuy5oUjK5tuUuD7U4WJyJYFqVC3G7Xt3c3DPMilOdnl2VZ9nEym52J9oadKkjKhEEqwpSJUG3wHLwvS4fsiVjVttudd0VVzppmJ8kMwAXP7LMfuhn2fX/99gbBppNQFOB9OZ0uRFoctOvur97aMGyn0/lqtU0JAL2pM7WtQRINPnqeiDEjEIXZrFZVJhqG7s2bb3MH/fLiyaSeiqRcdHCB2xbMdDKZXFxcdl339VftgSB3FJ2/0z/fM7XwCGK0h1iM93tuKB+67YB2ZGGMB3ALAo15EY4izwcO56EagoSUV5yhPuivsoZTxdSQgBlLz4hEaJ5zsmgAgJZkMA7OB3LMmdfCCOzYESdHt5rMgEEnVSh88IxlGarKlSXXoSiLwjtXVdVkMpnU9TCYGBgS5K4F5JYLPcSGD4z7P9zZ++GxxYddEP7QM/8LGQDvE9iOMp33H38Yr9/fAu9pjR6ecGwPk2MENNgTYouirOs6pVQW3kRANYQjdHDGrjIhM7MbpfCKzLwHP+SemyMHzrtqUlsOZNPQ9R2gtc1uubyVFAEeCZUB0PQIJGRHMqcHfWZ+4ZSDej1MEeWGZP7OzoGI+26BPUi/RgEY7ZM6R6RM7J1ncpmcmdePc14RBHBv/pB3bQ8Jml337bdvP//8c2YfY2r7IQ4xRsn4JRVLSVPKjE12zjfbfrcZVqvm+vr+y69enV+cf/TRk/Pzi9lsWtVVVVVVXRXBM5FIGi0pc9Z6aHRkueKecJhHaPNxYMi59rG/Wpgb8e8QnAzH79E+8wfffv8jIu93CRyg79ctjqy/AIDUIInElNBMRYYh6Wi5AHsrEWSNCRMisONRGp4debOIEM0kjZirfOebgppqMsIx1TYgBCBTEEAxTEiCDpynwMjIGBGTUHTeExKqihkSOnZBjdTU0Bk5JUpIrJqSqAqRz78275UjGmVf4R3lqSnFGFOSbJ6Ee3U8ERWhrMrSO09IGVCUgwEaQykdhiEOg/ehLMuslDYzYnKOc1FdH2zjQVTdfi/tu05V1DSHIwfF877R57wPoUgKJqCAlumomeGbvf6Inajkh9PIG/OHsuKxg+gh2pT91zsOBMeh5g/hw/8o1eUPsQ4/9L/+P8g2D5Be/O5Z86NxDfiBMJv9wx/9UI9o9/mAHMEW+1iXc3l0rxv5IRf/+y/mn/O9PzlV5/HHlisuueiSK1IhhD8Y1uxlQg9yoOPOWLZ1AjDnXFEUk8kkJ4DeezUTEdhrug9zg3k0TlViHHKImYObPX9uT5iww3j3ITA9JsLjoQV5HCFnbVAu4maT1lxa9t7RkfYJAFJKWS83ut4ZMFGugYnIarWeSOUCPXv2rO+629u71f0KAPMGenZ2dn5+/s2r12kUnOSNfR+74GNmCxMD5ejXFLz3ze0AACAASURBVPYaqgdRBCKyo6L0mUrn2AN4MEYgAI8w1TTZrnf3q1XTXX/26bZreFLWzs0APSRj0mYVP9veVWX2ttLdaYfSlqF7clkQ+qi9aO+KODmBQTsOhfOEZENsm75BoJPp9Gw+a8lBL8OmC64sQwge1+vrHgCZZ3NW1a5fz4rJbDKf+QqTdgNNKqsnorDp2pVKbwC+cCeLidqw3e02uy27EKqJIfSxv1+111cwq588PZ+X7snp/CSUk75re1n3cP/8RQ2AZi5wodbd3V85jL4In/zsE8BerJnNTpMO/bAR6bpGVaGsHFNRl6XDMPQ+BJjUyq6M0bwv7u9Xk0l9tjjbbJb90CLCtJ6VZcGM7FBVdt3u9TffgOrZ6fx0MZvPZ/PpbHl/PaR17Ldff327XF2fnp6v1zvEUFXTqlyIWNcOQy91JVUFgKUCgCXiUFWlqm42m/V61XVtSlFEf/LypwDIxMSctbrOuT1Lje/vrolg9BHOzudwyMLsUcqXhZ5meJSB0aG7hw/+1oZkuXICByD/Xpo/DgIdNB52BOgcLbPHKQnNTCV9ODs0m/GmlCIhYOFns3mWaAbHqiqA7Gjo49B3DH5STeezCVhCMCYiMu+9JPnWE6hVhZtPSiKnIo4ZAVWUALxzRSiCD3l5pmSGhEwjc5KAmceDU03FVBU0q7f/RWy371ZU2o968D+PEfddYDrE72qGvNvXse/O9xARjEw1b0suN7ooJxXj8Z9S0pRQNdE4ho047oToGPbAPQRgYibK5TBVdc6FUMTYA4KqNU1joMR0dnZGhI5JJN7d3lRVeeD1eefEUFJ2NhtlpY+0fQ8Rmz1Mr2ZJXg5QR3mmY2LAzGwkJAIde9S5mYkIzvmc8jGzGiNi1tdD1lrkReS8qKkcemZIyI6LCLpe7774/Ku//6//d1bAZTHaPgPODElH6Jz3zgUfiunkdDqZpSivX7/5/ZdfEuNicXJ2cXZxcfH85dOPP/74k09+UlQn7NhQJakpjIJB3M/GGooROnRMOo4sMjMnc2qkimrZZkMON0EeeR97/VngOOo5FfFHECX+5YnfD6qw4CG3w3c8JHKhSlWSKcXctNIkmpeB2Z4ehTimLozEyMBGYEnVTCSKsJIDM2Zy5I0ZIJqCpgSmagkoe4CTB1QEMFFLhoNSYgeuoOC9R0IPGBmI2JOhDTGKGTlXlLUh94MMAkoOXYmuEIEY4zD0VVUyk5nmg12j7rtnY1CRZ1uGoTdVJjqY9+brVBRFXddFURARmGWoeE7GcpAw9H2MEdEmk8l6s8nR1H4NpmPNXl4hACOM89BUzLX1YxOgnE+OYmNTr0lNMhKJjuITJJK8hxCZGTvng89AF0K0g3n6ox7m2F6Ff9lA9Y9SXX7PJnwkkfxnbvjvPiF+WFT5/k/wu/7Gjk0S8Pt7Le+tUHynDaMHnWoe1VdBszwkD6qOyTmHe/3t+2iPQ1H5e3jX77zCP+d7f7pfMcamae7u7pbL5WazEZHLy8tf/vKXPzxOyrvJBwrSailp3w/ZDDQURRLd7XZxGBCxLMt+s8kbU/a7OzybiI7OyaqiEc1gn39+n4jt6EneiW/y3agGKWWDHSyKcNwIPO5t5teDaHvrKsgi+Cw6z9tl33WSUlVVL1++3Kw319c3r1+/3u12iPS3f/u3n50s3nz77TBKR/TAm3s0dwWjO1Cm1Y/ddsr1aUc0QuUANMYhK+5EE4AzYRMwAO+mZ2cv3rz9/e2yXe/WAFaEgrDW6EG9A5eFLwIRhUIRiiJ0DS3v5O6k6VqdLsg57lLs+s22uaFicL5QIU3kQlFVhSMXo7x+dRe3O0x8dvJ0UgaDtFzerdpto1EcThan3hVkDBTVhiGi9iIJPS+8UzVSVvLWD30Xd94Xs9nMB3d3v1utd0lumJmoPDubN5s4m3x0MnsJejK0tcrs8uyXTbq6Xv+WHQxDl0QXTz/6+CdPf/nzXw19hVgS0XJ1I9Y23ebJR5ddv91sb5vuNum265JZ59mBFrttjzNX1/XFxZP7++319a2almV5crKAr7GqqsViUlQ+xqFpd3XbDJ00u7harkGNjQsOpQ+eAmjpfaw9VFUQ1dXyJiZj1qEnMF6cTk5PnjY7BdAc5pqKKSdti1CdnJykFIfVerVcDsPQdUPfDi9efDyZzMysH9S54vLyEgBns1ld15v1/Wp5tx+Q+5Gn4AcVfvb9wtCD7vFx8pCBQ6YAEIfYpSQiapJXUHYqUZEhDn3fD8MAZlUVTubzoijAoKqqfBSUhVuv16v7SAQEwARghGCEWfwJxMRgln8CSgAA2LVd4T1Pi6oiAN3tdpvNJl1eFkXBjAqogEOKKiqSkPdWZgY4DqGwgf7/QM/5Q7WdH5D3ICqSiOZ0Jheg8u7knAtFKIKXGDXGLL/Pg095q0yqMaWYJKXUJdgNst1sLUkZilevXkmSs9PT+Xw6mdRFUYRQ5AHLnK7HFHNVcbTAfjBlJiK23IWCQ11jnMDCx82f/A+Pt1Yi9j54X2QLCdt7no9DnPkI0DyVJKaKAMwUE+g+GnZEznuTpKMRKwH5QwfGTAEdkjfDlEwEQij2UZAjzGU4NNxzKIARGDRb4nHwgdgHK7P31e3d7Zurbz/97L/N59Pnz5+9/Pjls6fPzhZni5PFtJ4SOTACRSY3+i2IiqiS7qksBMQgoKoqY8JLzoElOFRgH98Z9ieJ5vyBX3lYD/RRsppHFA+9JNg73HpmdqwCCUBSioOp9+AdMwfHWQnM7JkjcxwUkqIhKzoGErVkYCqQBoPOMAEykCev3hkOYAaWlJicJ194BUgxDVHLCTpPBmTg1KgbUoV88JA8zLzkBC8XglOKRJiSdF03n8+DD1VVBu8BoOt6IgqhKMuyrusYu0NU7Z1HQEA4dpDKKyvPkmRTqBhj13Xeh9xz67quqqrz8/OyLIoi9MOQpaHZaVjGUrseR3S55RhjTCkmFTXjg2l3HjiBMXvM724kje01g1k2+F3h4uGVH38df9xwNGLzXYWwH8Xn/KAP2fd3xj54H74fX76j49APvp7Hfgx59vSDVpgPedooL9cjz/rDb9f8L+Ug2D1KN98RyiYYdXBMiGaSIqpStqZkDN4RgmdHe0bjn/Wcf0IH94MUE9+94fZB2pg9PBQb9pQFBEBUA0EwUUlxuLm9/eb1my8+//Lrr19dXd1uNrvnz5//23/7b3/5y188lnTihwwSjr/zMh4bxCJmZrgfmRiGodnt5rM5O19XwXtMIpJ6TT3xYWLfDDTvEgqWJAEYEookAyhEkikTA48gWsSH6WQ4ePTCXteGD+VthMPoko7jRw/TSA9FETxalON7pjx+BKKGyKrY7PqvX72ZTMrprJhOvQjGKOz8bH6SRG7v7mKM8/nJ0+fP6smk67rJdIbMebYpi3GIEVBVEzsARUvmHJlgtnhiBM/AGAV7JjQWQkEDVEeWE1RSk6SR2TF5hMnqDlf3bpAZA5CrHBVDMkAxQkMrQlFXk5R6duBKI+4VN0NyUe8GqUU3q83Nan23bTbIYMKSVpPJpJpYgSDWpiHGtkeFk+nJ+cmia3dNu2rj0PSrNjXKEErg4oRo0vVimAbAZrvrWo2RxbyaDBHLElOSlHZITVWnoqI+2tB3XW+IrqpcVZ7OpjCfn5wsppN5XZZV6iZez6vwbBpeNt19u266fmsX0aEEgnp6EtwJUaEd3dK9x3I2ddM5VTO5u+9W67ZpW8ToaynKhG7dDXq7rIbU391vr2/fxhSHJE03EIXSUV1OfUBQSaax3UXrhiZNS4fGjkhiara9JE3JMTpjI2RNGgcVAyYiF5DdMKT1ZqviiNggZkNTAE5pHGHzDqvSmfLQN9dv3+S1+NFHz+bzBSI7proMl+ennpFA729/cn1VlGVAJBFDRkIyyEYDtP/OkWtUMwUyoBFXjrpfk5Rby0jZbx0QeZzesYfTBIAMUMAde3MhAiCbApgYJASNcWi2y+1mXQQ/m0xCKJiICKhwRGzmt826awcGnZZclU7VgtPMJQoeBycNRofkYGD1uJdpx6FDBSL0FI0weCEcHAqhoKq3ypmTaH2Xmjat1t3N3cb5276Pbd93bTdILKtyNp8uFidMDKYiOtZQEB61MT5AZzuQx97dcN8LBfC4BHwsgz9qtwIgiAjmQGj/NzmBUZXjaOaPTgDfv5IjZ76DXAjpQd4OgMiZDmW2N2bbk1wNRpCUqjTNbrlcVkVIQz90vaNRbTF63IBlvIIammkENyhC5osApBiXd/eb5YoYcrRaT+uTxWw2mxZlkQ1Xs80fOzdiT4hFdT9WAqOpgiEgshEbMxADkY2TWUfiLM2drj1w33l2jg+SDcjgisMQN1I+HQwPuMHD9z4xzMSW8UyxfTt0HHQlPJp7zfgKBFQYkTIieWwMiRHBNMU+DjtmMPHeueDYO+cIEFRUhmHXt+12u12tb95cvbo4f/rRs1//6tc/efkTY0Vkh8zZsxIAAT0lBRUr0BCBzcgQDFVMABOCohGqQ92jlVAA0PbTemSESoCMxgp8YDW9Z+D5TtSL3xm3vjfr8R03Nr5XaHivIWKPC1UHKSCOIHlFytWnEbV5IEiq0T46IWIAb+QE2BTNNCObDE1RjIS9I86/HQMROsceOHM61Qw0c0sVkkhsMSUFQ/YWCiu8eVIyjSpRZDAwQxJkQzVQsWSWEJTB2IyiWZvEOzV0LgCSqOZKFBBlDwNRBcQk0sehHwYDY8cZnS9mSTV3AIFo7Fh6JiYDy1BZQEiS2q5tmqbv+9z0jnGIMRdlRiGGmSAYZbSsqqQkKTGyY5/tWIgAkSxLmXJjOLflUMySWgQTMEWzMZAyAAXUTD3NgnpBEARhMiJDzH6ViAiiAnuC7qGCKCZJk4AImpgmVdl/5/HFFGNWtYzOy0eib3jYe49tlu3ILfaBKmZmzrEZ9H2fG5v5uj1Efd+n9v+wH9go13pXePzIQszgATJ6bL/86KkOgfreCg/fP32QstjmEOXuxyPgIBizIwr3fn5vfKweZPEqmckpmP9CbH+9J1XlJpUFBbJjDtiHepb4A6Wzf873/pgKTDMzzT4BeGzBMQqCFUxyPmNZF69jNUDMBFFRo1oPEru+WW+W/+W//P1//A//+e/+/X/6/PdfX18t+0H/3b/7v54/e3nQzOzH+uzAFXkn5XufFJezMJHE7Ik8IsZhWK+W0+lkcbq4OD9Z3lcqXRx2oAP7InhklzHSmifUjGmIoiYEmCQaYZCkKsExuFy2HwcR9paUOUilw7h7bj/vXzMczMNwP3o06j8tkzPzerWMutqP8CES5fQwpuRcQHCbTf/Z71/P55Of/fzjyeS07/X+/qauy5PF4slHH715+/arr75crVcff/yTi8snRLw4PyfvjMCIjMBy8RdVtA+FQzVRcw4VwETQhEi9U8aWoWUUIHRobI60QK2IDBCMBsPehdrA2h3cXtl2V9eTilAAgBiQe+AEnIjp5GLy7OnlanU9DBuidVlKOe9clQRft7Fsh83V7evl+q7pO0DYaHTUn58vkg0puaHbMWLwRTmZLi7Ozy9efvH737eySgQJOoMdqEjrknh0ddOlHUYmvV8t+90WYpq0J6aQ0jCdIdIu2RJoHQI470Rxt5W2a/seU6pMtarqyayoT/DsoxBCle7qXV+V/tlHJ3/99eYfh9XNrmna5Wpze3U3+ebpxZOSa5Apxxb6KnUm0pR1LKasWLQDrzdiqs5LPRsmw2q93n7xKnWtNE1sGmGuds326vqWKAQfwBwBFhzADxg7TeoNPn66QAymbGbNrtltwRfecULuCB2R5yJEE+DClxPP09W6ffXq/vzs6WTChfcq+Yj1BDB0u3a3897PJmVd+t1u1/XNq1dfiyQRqcqyLCsCMIuT0tHJhOx8+fJFXQZ2RMxR1LEHJEUzICAHyJnerqbRohoYsAGP0HIUQMx6sIyaIAeEoIRIvJeaIIDsjdc5QRAsxBJAApQ8VbI31ROAxBBNpGtWN2+/Ol+cPFuUs0lgdkRYTcN05ooSV1u+u94NWzqbhhAopWSpZSNHDsRYdw4aD84BszEBMDIhRG1BjYAYeyT03KPtSMSnwTnnRbWDdQ+7zdB1sNqkV9/c3S2b7W6zXN6tl2sDef78+S9+8ReXZxfe+ZSiaMyDLSKyH8d53OHcF3Ye71sGj1hk77vP44FceZzvPZgEEAKCxJQtq2zPsEFyKiqqSIQ/cgriO/tyR+zuR+4ZRxks5uDVKMMuD0qtrFU8wLZyppM3+X11AGOK93d337x+XRdF7Nu+azlPgQKKCBKR46KsQlFmV4aqnnGodtvtbrMxs9l05ojXq9U3375S1RDC9GT68uWLFy+en12cpRRz9xWZgUgBgJicS2a095p7GFwxZCNn5IzZcjxJ2YxgfEegYyCHWRfBntjzaEidQRF7zSpkQR0iISNzztT2dkH7YFpFGJFzcq4HsbThwX0y82aZiVnAmAAIUxIjJMak4gjZYfBsohKHGCPYEIctEdV1PZlOuS6dc4FdPTvJyI1u0311+8Wr33/15Mmraagu52eRnHNsPhQ8JqA+OHQDQBpkwkAEpAZGBiwGcUwykyP1mXijqIYCaKN33Ogo4BFQMCj4/fF97GqYQZ7wCNm7h/s93Gh4NCjx2Cnd7LguvGc6Ar6TKn6IX09Hzz7+xA7+ngBGDtDENI9YZkkimqIKITKiBzQKRqUSDqImAiqARJ7JmbEaCwUHKPteB6AHF9hFyEZ8AJrNPBijpqFF6KMXcwwTrxXHABFk6GPfp6FLCgIc1YwMnQFG1WgiHiSo+qi0S1ImAXC+VIVhSKqZuwrZWVdVyTlViRL7oRdVdNTHOEhKpkYoYMlUTJOJoYbCsWcDG+Lgfcjkld1ut16v+77PyiNEGIa+65ph6JnQO5I0mEYwYYdd1y7vl8vl0tSqokJgMzFDYsq8VmRCAiRlB5TLA6RERgSMYERMBGYmBgpkaCCmCUBNI6IrSm5bQFQAISJFi5Jyg36EJwMYWLKUIBmpaIoqAhI1RRmG1A/D0LVt2zS5CuTZ5QV7iOIyWv3AhsiJzcHDZWzCA+x56lqWlYjc3995H4oiZCT7QY/23hzpo3vVPtSEUT3Uzh5VJ+z4rj68rn0bc3xmtKM64Pib9lmZ4rF+fURpMR7JH0aVgZo9EouN1wfxEZtjP0lkZuZTYlUkUpAsolCN/TA0besvLyZFQXs46mHm+6Cgfy/j/UEH1p/zvT9GwmeGe800vEfRPGaljFFdTmBADBJAAhCBdtcul/dXb7/95uuvv/z9Z5//x//wD7/79NXN1ZqJq7pihwhO/0gaKERggrquFqeLs/Oz1WrZtrvF4uSTT3768U8+Xi3Xv/vs97u2Xa+XBMDOgYImHe0YCEGJkFT6CGkvNogddxKTYy68J/ZZrkDkAAhM3rshDwMtPxjJAHikIrA9wo6yq4QBFSHc3y/X//X++vr6+fNnz58/Lctqs9l88cUXAPDy5cuiKD799J+GIZ2dnk+n06Z5njX0qpr35WzCl7cCBIePJGcI4AFKAAMoM9dGTUZspKX84ZdFAYBJNMakoKopxsSO1NLQdT4477ko+eL84qc//fiTn75s2xfXV19/++b3ZalnZ+XFk1k3rOPdXZt2XbeMsUnShVCIQtu2fTetClDioUVEJCMuyhjjze3bXXPfdetBNwDReSDnAEAkqrT3y3szKkpPLlZTZcFJCYCcBi+6RU0hhFCcIIqqnp9NT+au66Drse/cZrt59c1djGcfv9gSSV2XZ3ZGjOSuROmjj6ZAc3d3f3f3xTff1ov5BcFkE1rT2dX19XpzFWMbo0HTC7aasAzTxRxSjEObtAwvn79cT9ffvr0ibACQmdQUsO37pUEEdHlox3sIvqyLgEYm6LhyXCH6vhvarts1zatXXyNsq0n0rqjKaVnWCL5thnZ7U9dJEkuy7aZBKGhSIrKKqsZcRiWCjB9k4rqeEkvbyevXr0XUFF6+/LiuJ/lWq6rSuYuf//znoQib7fpxanFUWH/Pj32fr9hj6jI8rpjjWPcgQhhH+hCAgQyRc/kZ7KEZpgpoRBAcFaezafW89HoynVxcnBG43EuKfbuSSC6FAqrCcyJHwGPmqQCqksAMQYLHqnR15avKxziARkOoCu8IhqFtdqu263ab5Xq1KEBdGtzYAiIEe3v1RiQOQ7fbkciQJJ2dnb14/pwIF4vF2dlZjuYBwHt+TC75w9uqHohmCN8xOEeIB9nSKO3bC2n2+d5ekp19NTMizwz2c8JMRBl286dzpIwBAxiAio4nSZ4mAoA8DjebzRbzGTN5dtlpxnnvvPOhYB/YeSTkok7GEuNusyGiy8vLj1+8DN7d3F7nMYH1bv369etXr76ezCZE2Pft27dvzLQswoEUWpWlqoxuXbloxwSWnQFH/KtzDgYQVcrFiEzzOs6EicgxHo0GAEAoAqhJRsADEhO+57lF+2w8w1pGHxTK6klUzbBPFYki0UyJqSiD856Ykbkmdi4475moLid1WReuaLa7oeu8C6dnZ0VR3NzcrDfr66u3URMzF0Wop3VVlSGEsgyZo1tXpXOcJDW7LZgR8tqH/F9RBKiSFjyKRYgOkOxc2cQfqefFPxy74YdUR5lUmtt0dOTkYh/85++0UfDDz4xHgKlHD3g3xsQDq3N06XTOecfecXBeLKgRmokklV5ThyjIBo6zKxKB0mPXGQQgAkeEPt8FzMxMAJ5csEooqVMsDFhEUxwk9ZJS3hOI+NjuhZCIx5E8ABBVFRlEdrtt33NKqeu6vuv6fohxQMSiKBBRVNq23e62TdMw883NzXq9vrjoiaBpGrOm7Vrv/Xw+n0wmhBhj7PseAENRVFVVFAUANE2TsedlWWZ6p4jkoCVrLJOkmFImFHjv265rmubi4iJFS0lijMH57+Crw6MKzP5DyP+X5/iOH0fvMsnxIOA8uPA5IkYCgK5tJMaL89My8NC19xJTSnEYhr4zM2aqqupQyjq4ahG5TNyhTJ22h9aTioqIgeWskAhUuqbZ3d29nc1mCBOwgISZQnZMJTyILB8RYx75kD2YGozcisO7Un2nESImB47gI26g6uFpxMRU9s+TB/VzLpeH5AEAYhLdMzIOKZzqvpIIkEW8auNtjAcQ0QhlyZ0+cEk4N5NTUpM978uAkPiv5vPpQVcP3zn28Wc/hv+xR/H3Sjr3rLF3HUXyp0KQT21CA1KwOMi2aZfr1c3bm6/uV1fNdrW8u727ub26ubm9++p+dbXaxJP5vCwndVV7X7z/6R4v+GOw5weJAsePVNXz87Of/eyTrmvu72+3203TbkVjWVXnF6dqP729W94tVyqSdUeEyMgjd0+zhyyDUYw5p7UYTaKaoiNTNVEQBT1yEcsl3bFh9yDDeuQZ/SOltQaAWYIEyBm/2bbbIQ673bZpts+ePXOOVXW72znvzs4vLp88WS3Xbdve3t6+fvVNVVSq6hyFEAiRmUMIKUUzIgyIEeAQCSKAB6vACKw0iwDO0IAS4KA2IGQGnYtRU1JVSykNQw84OEHDiJRe/uTpixcfXV6enZ4uFouT2aS+v0vrtaW0K8pqflIsFoXotm/bqI1zqaoQHHtP7Va7LoKxCvctodXB+6qYBF+npDGuFHqgwbQzGgATAA+xT7FFDG27VTBBcl4KpsL7cqJMLsVc8+OirJl7g6RqwU1SYiZwDglp6CGl3dB3KQ2IGgLXViKf+OLUFyfdgJvGZhHj0DTtm7dXv2226fJ0OD/9WVEOKa1vb7+t5gug1KfexKpQubnbrjecXZkFCMW5GApRU2RJyXxwPoSq9kVwRYGO1TtwzKiDJlXDpOo9V1XJ7F0w9rpcoSRCKxAKhIKx9EUZ0YbO4mCgRMgimCKkCGpx5HpbtjYyESEkoXxGEDNvNptXr15lsPvz5y8uLi7y/L33/smTJ0S42qzqumYiMBhxZmZwYBcdaRTHcyVPPr2zIeCjBPCRi/uojQICIFPkvGJysX+0b0A0R1p4DK6AamZxPp9UJ7MqDZrPlqipG9rY7PiksiQStW/XID433sfRWVNNvcSut6EuGSzI0HZdO/Q9ooFZ17Xb9TLGiBKDI1eEwlMoPDMxIyI9ffrR5eVZVZUheOcdM5VlqMrCOVcUoShCpn5kdylE/HGRrx1tufgBVYWZHlmS4hHSYKyxHh7LODJmRDSP4x7Y6CIC9p1+gPDDWn8/HFuXwYR/aO561BTlOvHBJis7gE2n09lkUhXec3aJYcfMzD54zs7mowUfclH3Asu7In9azrnJdLKYzybT+vT0dL1erXeb3W7bNLshDdvt5v7+/vrm2js3m9QHYJiqjO24A4aZ0BTzrKCoqBkQIXO2LkVmJKSs3uUManHsXfYTy+sol9Wyj3vW1hIT8ehsiUdGlmOcn7u0ZsdXMa8CG7t8QIyh8NNptVjMi7ICJGRi54kcO3bs5tOT2WTqyN0hNAini9O/+qvfPH329Orq+vr2+vbm5ubudrVaNl073HdN47PZmpqGEDILw0xEoqkhxNR33vsQQt97iGKlA57mrPhd8eMo4XrE9x8FXY8PvvxGEN5BSL8XghjC46bxUW72MF15XFc9nqv47qX2HZI5HHcdHG3Y9i3yvWjoIBgeezqIjrnwrggheO8dp4QpmYmAJLPBdCAyhxicKzwFlx0VxndtMpJwGCy3EvMqYEbHTEjeUMwldVG5HywOMcZBUtSUMIfmapnls19lD5fFxm1P8l2dUur7LsaoWSIvkv2ERRT28/xqSkZFUYQQnGMA8N6lJJvNJjfJQwi5AhJCMLAk4oLPxuVVXfkQEDHG5L2fTCY5mcwOUiEEZh6a5uTk5Pnz57e3t9mo/RglMIJkjppCD67c+yVCOtZEjs4PJOL84nMGlTlCe5QYZKR5zq/y8s3cI0ICVUmDaSq8kxSb3QbAiBnN6qGHdQAAIABJREFUQJOZJoU27wnHDSsYr/lxPw3H5hhmEozuE7B8Zm6322++/eZ0cTqdTn14GMc9RHd6cIbYtwf3v9OOAGlHI1Pj6zmMYarZI+at7RXnCEc5YsZI759NVcZW5CilPVx51UO+F1OWXNhIVTu8INs38/aWLWOj7+Hr+Lxwajwa/IqaGqCpASE7H+NAjFn1+h2FIPxBpaE/53t/hJTvsQxpPBphLOmNLqD7BOxhdzQwE9FBkwgMQ2qW7dW3N59//vk//v0//Kf7u6vCY+l9WVSXT+tPfn7WD33fr1zAogjT+rQsyneoJ+8bqb//5w/me6omls4vzhGtLP1ms/r66y//+2//+xdffDadzn7167/81a/+4u5++d/+2z9dx7tcZXfOMTk0AkVNBmiMHpFFwRSZUAVFAAEk2TCkYYjDINmJ56gWaO9Fc/a43fd9B9IYzFkuID0IvYgo94JyVLRarpbL+6+++vKv//o3n3zy08VisVytDez07Pwv//Kv7m/vf/e7zzab7atXr1X04uL8/Py0KApmZmLwPsf9hkgIiBFGoSmZOYAKwAGUAB2gBwbACNQb9AaMUAC4mNQUvPOSUt8PAF2M4oPNT4t/9Tc//9v//V//6td/QWjb7e72+urN2/vN9rrtVqEop1Ouautia7YD6OrahaooIwNS6gZNxhRMuO11Ws9nk+nJfMKoqkNKnfPmTWOXQKJZTCJ9p2bMyH1sDRNGi9pR4Sdh5sLg2XmPasxclCX1fQQj75zjQhKoCgAVoZzPQlUN3jOiABqiOmc1ubKe1rOz19+I46Eqra68wfrN29/e0jq48pOfvnRF+KfP2zdvvvzoeSCHOX8onKtCsBSJFM2Wd7dNv1Td+aAKKU/j+4Ins9lsVjt2oMksemeOdXV3N3S9CQKUNtOqLkLpiqqsp17hSd+0JgbGzgWmKvg6MAeGNABQ8K5iDkSlKfddxDwNL6DZnXZcuUPf9y6UzlchhPv71bffvr26uvnr37STycQ5LyKqMpvNyrI4788nkxqRJHO998qVo2ALxhrnh1rrmct5dE6M8wR7yO3DGIOZoiXOVWlLYAkACCh7uDu0wnEVkIC7kiYlT0oezBDROY7qY69Nu4tBu22/XfXrknO04Rw7zuVekNgM3aZJQ2CrC9e3m/VyuVrdiyQViTHK0JYhTKtiUrjTxexiMa/rOgSfPd/quizLwiAPImJRuJSSpME5D2ApxZgimlK2qR/dTdC+B31m39fNeCSezyJv1Yz2HefBEI7iIHpUEVZLksTUOXSODsFHSomJiN2PzfS+g7j9h3UKhvT9JINMh4fc3TLM+GLvfVWWs/lcUlrM58ETI4BKrum7/KG6cVYOmZHIhQCKOaw0s77vu67ty8DMZ2enl5fn6JgI+757e/32s89+t9mud7sdEzbNSb6GZtb3HTsHhKpHoyxgYJpyb87UEIjZBcfOkWNAIGZmR7kVzHxoL+TmRlZ1Jkt5qDsnVIY2OlbvvxCZ9lkjEeWwTEQU0PbCUiIDROfQq6vr8uRkfn5+Vk8mubnG3stIcubZbDKfzhBwdX8PqNNZ9eu//MX/+m/+t91uu1wtr6+vvvji899++unnX35+d3e32bTb3bqqKud4NpsTIZERqXOIQGAwtEOMZiZ916Z+EM9c1F2XY9lRE5bt3VQNVHCken6gZnmY0xuf+pEg7bhMcNztxv1gHcFxfphFwu8qvvC9m/YxCXSvz7QHtMAoJBinTcc50jzQ9yBbwFG7oIC8TzeNCL13k6osyzL4QGSxS1GjgIAIgCKqY6g8TUuuCy59tmkYJzPVMnw1z0RZRqwSEqN5RmZUc4qelSFiNogSkSRiqgQ6OgooE5ESA2Ju1IiqguaXl+mtznHe1c3ksF2IyDAM/dAXRUFMZVUycwjF06dPz89Pq6oys/l8HmNar9cEMUdlRMTkvPdN1yVJWTFkZpdPntR1raq7XeN9mM9PptNplgpnsKcPhcjy8vKSDJ1zdV3nIgvsy1hZEZ0TpMMIz77J/+7XIR3KCyZvibof1dt7WeGhRnbc5cqTQQikopJi7Lt2txaRbD9S1ZUjjkNEBFVphwH2qJ6UUkqiImqWoWFwaG7rgKB5G8mYmUya6bpORJqmub6+XiwWs9nMOZdf7b58Om7XeZfWI2bpd/mQjaauI2JUDjnf8cPyXrRPp2F/gDyQJvaSkPyMhyTzQYm5n0s8zq7HiP8gZMhLzDtPTIfUnfZpH4xA7cMQMiMScgYcoYBmFxPvKQSPBCaH2Pi4frH/1fbjenx/zvf+SOnfe2TbA99sFHhIBtcZO/r25vUXX//T7z77f5bbq1VztdndbDbXZj2SF1PAUNXFv/43f/Ps2c9fvrh6/fVttyPvPRD+sV4yMznnrq/u23brHS5OplX1Fy9ePv3yiy9fvX796W//0Tk/Pzn7X/7mN7umv1+ur67v1qs1kSuryhGzZ3LUdl3OBFVTEohRVYEQVEGSxaQZ7PvddXv4UXrO92OvA3n4ECRl4cRsNh3i0La7Tz/99Pbu9qNnT58+e+qcG4bh7/79fxj64eRk8Zvf/OYnH388nUxfv369Wi5n0+lvfvPr2XQa40CERE4UEQRR82xeBowBFDnfQwTAvHYSYCQS2GMovHeni8XLlz9ZLD5tm5VzMJ36py8WP/vl01/84sXFZV3WMQ2Dwbof7r755ncxbn7+8xfPn81DgM3mrp5hYD9I7GKX9VFFUbqzaeU9I7VNKwMspgvPQZMOqSNKzCAWFZQYnXNJUozadn3TLGPf9r34Ag1dKEQUh9it1/fBDd6XooNqr9pvNhsiqKtJwtg2tl4PbaeOiXnC5IkQQAAGhaYbmm/efKX6RQi3Hz256PuLprkCU9MYZdvHt1dXv/vy61PnKqLmyUWd4kaa1MeNyOAc+xBKb0AZaNKmvktx8N4JKUBnJqps2hHNzFLXNrvtHeLgWDeruyKExewMzBUleU+ioJoU0tn5fKjn7VZvrm+7bgvWhNB6VxGWQ6+ni/nF5cvC18wFGPtg3oUQKhW1USTMKaUhDvMFE3tEN5/PT0/P27YLvsz8tLqumV0WaSBhVZZjIVDNOQKkIeZMDDyRmP3Awts7Nkewp5jjAZOQC4pkgANZBEgIyIhqAhkswEjOeUoQG4tA1tWlAwODZJoYIujQbodm02xXLUhnZsMwqMbcKVqcnDjGKgB4TzZ0u7vAfHE6PV/UPvgsFAzBlWVZlgUAeqbCZagHs2MAy2q7FCOAEmPXxxwTqiZVTRIBNEfthykOZv7RPvVIHyoSjcI1eM8AN2cFmZJ3rGUiIhMz1RE8AEhEZVGa/qnBQsdC/PubY+6POe9MZZDIORUMoSxKHzwRGVIWG+1DH1DNJMoDrZ32AiTRNOQt9PLyMn+aw9DttpuqqrL7UwjOESmA5Aj/UOskJGLnvQ/Bl0Uoi16GXPTExxM2McbdbidJN5vN3f1927ZVVXVdF2OspjPHDgEyaxARQwjOuUPp2gw05ZohICIQgWQa57sd0/2om+7JEYrEe2v0DJzQGIck0bNLaRhiD2Bd12zW90OM3tHl5cV8PvnZzz9ZbVar1fKLL7/86qsv3169revy4uLs4vKsrspM0che4eZz9Kyq0nVtPwCnTdtxjGDm3zvv/ghn91HZ9B13BD0cifuNYyS0PS6PHBI+Otgqfke5Ah+rmfAD9+Gj5h8SwXhOEgbPZeGrqiy8YwJRI40eBkfmPSiRqg+BqtLPZmVZeO/HqgYamZmgCUIyNVHN44umoHbYA8ySCIiICmagsGcCJVHCQxFt/9LsaALyMJBY1RVJent1VZZlPZ0OsffeASjimFpkybqI5DpLXdcXF2dVXeUjoK4rRAzBT6pqNq2IKMYYLZHjnKoBwHQ6XZwucn5oBqenp03bdl232ey8D5PJREQ2u60RzufzV198/eWXX97c3Lx8/mJv2g77PAcAgEfmrT6mYsIh/t/nEpppH4h71J6qqu2tXN7pUhBgpj+gGaQ08iQl6e3dN59//tnf/d3fnZycnJ2dnS4Wfd/d39+9fvX68uJ8sTgpQrGnlYzWWHuDGTxuPnpORJolnrk0ICnFvu/ahhA96+miLEsg7ClPpxMQ6qGVLIp5fFEenIbeq1vsrwITwX4C0FRlHH0+1EHyYzhLfR/iRjuM3T06WfCxhBmPRdB75/Sjjl1u1tvR8jw+ux5Med9Rk6IoqJnhgWwoCRXAgELh2GFKEUe8MH1HUPHjpqL+nO/9S9O8hz+9Z5UOj0dFVcVQFWW1Xn319dd//w//sNpei+1cYc77uiqmk6r0oa5mJ5PTk/mTy3ObVFca//u336w1aTav/R4953EQ+QgN+mFFiMahG4YOTIrC1fXsdDGrq2J+MqmqcHe37NvtzQ3Uk/nZ2Uld1Y65aXsTkSR52grEkJHZi5gZipgKkFkiTWIq4zTB0blyXLY8smj/YbXxjDEUSWqK2dWU6FA8VhttngBcvgDO+WEYbm5v274/OZkvThezWcnOSdvtdru27VKSXDl+8+btf/32v2w261//6hcvXjwf66PGeWwAQGl8C2SQuccOySFSFn1nxGLuzSACM00mk4uLi9lsfhdKkzSpZz/75Gf/5//xN88/ns9mvuuWw9CltGOXAIeqdudnJ9NpiGm93lwjT4oKESwOMYkgeXXm2M8m06HXoR9Sr5vtyrGChZR6gESUnaGYqCjL2RCdSOcceudBCyYmHqM/ME9Udp0k7kPCrm1S2qk1KbVMlBIVzg89xYFWy85xX1dWhklVVUTW9+v1Vperu2/ffgpwdTrbFn5S+IlGlpTMhGAonMVhd3v7dYywXH5jttlsdop91K3zCOCZCwJkI0REHRxi6SY+sCk66jFwETwzEWBK2rX9arUB64sAfT8UIfjgNI2mzcG5GC2K+uBQi9hi3y3ffLtdLjfehelkUVcnq+Xu5Qt/efHzl5/8xWy2AHQpCpNzLuRRKERiZtWUknjvDMgMM5g7RkGgXIXdqzJYVbJI4zCd7ZxXA0mpbdv/l733aJIkudIEH1FVY86CJS+gCNDdQKN3ZebQK7PnPc7+65Zd2bl0gzUaXUCRrKwkwZ0ZU9X39qBmFh5Jqgo9wMrKDELiEBmR4eHupqb63vtYouLA4EJxSOHA4XDGu2PmkJYyZai/he8RABEwiEIE9ACBARkhQlCNKBE89Hvppd7dnqsvKqd5VmmE3vdd17b1rbS1D0Iq85LLgpgZ1CKCtbYo8qPVKs8cMyUHfGuMtYk/R87ZxBLMMuusZTYheERkJNEEo6UnG1WS7Vv6ThwqsjAwo2iYNKdXNI7t71xnDiiM34GnIdyno0PiX6ICDJ6Wkz8nTlQASXG2A1tHprzDJHQa7DFFE47/Q6zDvyOl/SCA9+1O/pDr8d18zunxcdzrVe9Em0MS6Qi7SYwxBB3zD+5cPMZ000lIlho55kHWpKoh+MRABoIYlZmyIiuKvJpVq9WKELI8S2/jUBilt4dH47HRlyDRRFUhxNh7r14pUHoO3nsmY9ky0N7unc2YebPZeR9CiNvN7s3rN7fuNnOZc5YQjbXOudxkxhhmY40FVWNMiuObOj5NVPBB0HpHm1EVlaAaE8YQY0iWkVFjwveAUUFGY5i0OmKMIcQ+Bp+4ENWsnM3Ls4enTdOwIe/btquXi8Xjhw8ePjgtCqcaVJOgEomHAQ0OhhcQQkh52gcLYCg3E077nsbtPYoQOPjFA39OPexu75o9hIPUzgFqOChi32Fsoh6Wsfg+muhh3foeESDd830ZmNCMgCoIggSWyVl2lpkR0kxBe0OBmNASggUg5yjPXVU6a5N9b6BxnQlCwGRyrBJFMXl5CqMwjrKzqBJJIyGQYQRrEEwA1sgmxTwCStQE6g2ZJklvQaggogIIeVE4Z0SEmMd6fWC8MFMKPHDOZVmmIJfXVw9vb63NmKnveyJaLOZV6crCsWHvY5SofQRAJlLVxXKxXC63u10I0Tl3enr68tWrtu2apsmybD6f397edl2XF8VisWib5vr6ervdDsEJQ67xxC+Fd+OsJiIDHjjCJ/5iyqlKY7XR5oCJCIEOTIsTQxcPY5bTRExEry8vnn/5xz9+/m+ffPLJrMz61n777Ytvnn/97YsX8Dd/UziyPMCCCOmKjQahiHdHHSCqBwlxfGREZFJnNDowholsVRoAIAQ2eod63RmcDNpsiaLvVIsfSkOdbsB7tOP7CBniu772h8YQCUGFyQF4+q3pABrkeCO+99bAcfpPd+JWuKcWHP5MHBFGARUc7ekJkJ0zhim5od5dZz14yXrI8Pxrv/eX/9B3TutJ+XoHuw83qgCLSJQYvfq+83Xd366b9ba1lk6qRVFyNcvmVbmoqtzljrKqPM2Y/eP8+fHlzXW3WfdESn8uiE9Vg5foJXgRT8P8BR49Ojk9O/rss49/97vf//Y3//qbX//z02cfP3v28Wef/KgoiouL68vrW40xRAERjcJMhCb5T6qSxBhBfIghDrRwHSzFaZy1HZJVFPFPAPnS5iSSNjVJz3nq91RSsjOpQl3vETEvcqKi892bN29ev3790Ucf/eIXJ598+unrV69fPP/mq6++ttZZ46qq2u12//RP/3R1dQkaP/30k77vhxx2nDhFnGYzCqqkQIiKimlwiOlbms5LJESwzlblrCwqa/K+b/Ns/tGzH//n//SfXNnu24vr61dd14CqzfToZF6WZjGvrIN6429uNsbJLDrjMPYaogJpDJ3hzKDE2EsMInJ1/TLGmcASNMbgQwhV5ZAdQVVWZev3IhtQV+YV6Awg77q+aXYaPagxlHehDb36rtvt9nVzE+J2PssItanreTUDzVDdfrNX6cPMF/lyMVs5R/vmat9fnF+9OL/+MuMuJ2czDK3xrQl9VFVmPFkuMmf2u5vXby7Or15vd5ddFMUm6H61qjDPEV3wguScLRhDYbOMl4AaiQz2WW6dqyznEil0oW2laSJqJEXDuTUFoh3Ld82yDBDbvo1BYiSNue/M+ev9H/7wrWE8Pj47PupfvTzvGn729G9P/7enn3zyWVFUvk95RZO4Bdgk3IMH0k9KaGY2xqpA1/Vd109sH+9jTL5ePCxKYg69b9tmv993XQcAh7mO00gZgXScBKqCqMgdV2Sw7H/P7szoCABFk4sveEJlVYQo4jF69No0ddvcbDcX0WcZh8XsKHppmrZtG9GeKRqA+aIsy2o2n89ns6ooi7Kw1jlryjxPwqTRFh9Tw0Yj50QkagwgXZQ+eG+sBeNUQgjJVZgUBEDTiB4REu1IQSa/70TUSXyYwXM/lQjvzq6+Y5t9x2n78AQdnNYOuuu0+0xbcZrZp8tKxCPHwSTOT4xyby/68yF0H+IdwQfCqQ6cvTCZHaiAvuO4rUNIVHpRkJBM772CQiQASh6Xw8AbBAloJHgBQPrvAECcLEAlhGAi933X9621Js8zl7lheJ90LDj476mgDv47g2GyiHjvm6bZ7+sU2yOgMcaubZmMIWOQM5fnWW6t7TqfapTdbv/y5eumrrMsq6pqOZ/P5rP5Yu4yl+AIax0RZs4ZY5KpMxwk/9Eg9hrH5YNViWhCbyWG4KeQCEAkMsM6RzCWE30wSgRUIhSNIfQxChAm4Loss/m8XC7npyfHR0dHjx6dPTg7zjMjGlRDjIKChhkJQIUQMrbA1AY8vKTDjZ741WQgwj394V1T95bVnrzd7+FbHEuc0DUd/d8QD0rMKdVIDx3k061HeJ8V9oHO8y4zZMxOH0pnupvfjk8LFVVTJgNqZARLaJkMA4FE8cG3OYTMqrWUTmsk6xxl1mS5JVIFkSF+AAFQktm/ssaoPDQATMAMnGIUYXK1B0IwjIQGwRKYiMY556zDEd9Okx0iZJM2ehTQpmuA6OTk2Pt+v9+FQT0FAJDlmYIYY87Pz5umyfPcZa6u688//3y1OirLmXN2t9si0mq1ynM2BskYEghRUn+Y8PPZfF5W1Ytvv/U+ZHmxXC3fXJynHjLPM1VZr9cD95I5scrTjZwMXe4xCacJAb4zRjwceCQRHQLxoJmlZB+YfHKZxy0XCQlG58ykjE0LNZVSMcab64vLi9e+q6vCLucloVxfvjl//aLvdnlGq2U1m1fThjkZY+roqqJ3KFmQqF5CyrtAQGNN7mzm0FqTtuK+75KmeoQo9EB6PZGi38/hPPwIIUxOC5OP5VtNokyORiCgwzF37yxJsWB6Z2B718rCYbwkjKOVUQ95r79Mbywi0T010l2fN3yhlLA9oSG2b2APELO1NMbzqI5lw5gwgarwJ5mf/bXf+4tAfiNDGgBgv68RsSxLVZHoVVoAIkMZZs+efbxr+pvb+usXX4n649Wy7Xb7W9/vcGu6GOpmX2v8IvTQNnK7qa3NigLZwKgl+zOAk8RUFHme27qJbdswAxsKgoRY5PZvf/rpg9OTn//8Z8+fv3r57df/+tvfPnj45OHDx3/3s7/7/e8/f/PmzW63lxj6vhWyKpL0PB4iiPjgYxI1AYrAn5EqNSqPR/Y5wJQ9qpDi0aFtW+dyY9gYUlCimGW5tWa/3//zP/9zVVVlUf7853//05/+zdOnT49XRzc3Nx9//Ml//a//Z9e1xrrE8kNUQCEEVZJJ+I4BsB0C9LRTjAqgYERtUABBRgImiehb39S1xMhkMlflrjTkJGrbdLfr29dvvr26uhCJWVY8fHjMxIaoLOxyWVZVHmQPooRmVhRd39dtd73e9v2O4Hq5OlrMFmWe974h8nVzHbwnsNbkbTP0Lk+ePlHymbtqGpA4M7RCmK3Xddtc9E2z9T02kTD3oe+afefb3gdVOF6VTNTGGDwROgQbfV7vtW/bJ0+eHR8/ODpadX53ffnqy6//teluH50cO3t6/ubbmyvPcJzl6JzNi/LB2WNjiqbptrsbH5qyNNWcTMbKLNCq+hiYwMUYGh8sF5ldBJ1t95vbS//mYsvOzRd2dQTqpe8kdrSqHoD2iH2WkWXn+8T5wZgk4kAItq7r2MXgk67SgZKzM2fnhqqyOBaxr15d/7f/9s+7XfjpT/52Pq/YoPcxHU6iEiRaawzyfl+rCrNFxK7rRWomm+hziIkCF62zdjBMhxB9iCIh+q5v246Q8izL87xtu+9d898BJiWTX8Lk16IgIYQmyi7KHmIL4iEGjRFVCTSilAUvjudnR1lRZPNqVmQzQpOqOpdxlhljgY0xbMejn621AKoSQbooKojWmATLxBhwLAnSgakQCZCJ2bKAhtATEylEAaJhzzOGUkDTBEBNjOtJlTH1zIPq/U/pr0Y1o94j3CRejcJ9+pPc7+5oTK8ZLklyDXlnV/mzJe/9JT5oMD0xZrA9tkQUcRg38DjzSruUgCS01YfAlHx6o/ceRktSa03irQ1AKWFCudM7fXeZRtIS3WUJp7kgCkoqfqKKj6Hru6ZpRMQ6w5aRCQCKPHcmK/OizMuj1dFqeTSrqi+ef/Pm/HI+nz958uTHP/pRnyzq6/rly5dt1yrofD7PiyxK2G43RFjNqpGL+77pgOhb9H5rbe5snjnjHCAJQIgRiY2x1hri0QqJCQiDhBBDjCHV1kSATADifQgxNE3d9+2Is8pEYswz53svQYwhHVH+0Q5x6kcPJvojV/sDMVl/KtUT38O6TLXgAe+SJph73GsU3yYB/iBNxeARNRqsjeXmyO2dvDQFJIAIIVhmZyBjsJh8dNQSVJZmjqy56zuMAWPIWEAAGfBbmVBFJlWCyCAm6aCJiaxBTkMzA5rU5B5UNFGIk5knERvicdZBEwlPFAa3DQRjjRcAgKLIEbXvTV4kUiklQzofY9u2AJBcNJPi9OHDh8vlwmXW+76clYYNW1LQGIRwcCEaGg+JPobr6+u6rs/OzvI8q+v6xYsXRHR8fDybza6urjabNTPP53Nr7evXr3/04x/PytlXX31VVWWC+KYb/4AJrz+sBkUyA09jMja11iaIL2XSCLxFXYRxNmcBYLPZfPnFH9+8+fbJ4wenJ0eG4OL85cX5S4n93/7ksx89e7Jalr1v3/IlOkSn9Q4KVmIitENHGqMKIpNhQgCVmPSB1hAi6WD9AwODd9yCxlja++K994QyyPuQc71P/0cmHGie71n+CgepJPS228+BXkBU4xj2Q9Mbf+/Pq4hKvOeqPakERxNAgS5qGglZItaBBqLGYvojlFpIfPfe/w+Kof7a7/0H0bz7sB5ME/IQom/6pmkuLi6ttU+fPiEiBFEJyAbJANB8dnS0erRcPMqzncRYFaexv/XSiteb293tze3lxXnofYwKgs7lRGytQRIA+e6q6AdWLUM+CAxOnYCqhJB00kjEvFhUVVWenp5U1SzLM9AXMbT1bl3k2aLK6dFZ2y7Pz9/s+6AafAhECuAojY1ERUVBifHAVm2KAp4ozof12/c/7eSUxIw0ELXveLOiKhLTAGQSIsdxVpTsHEatcAg+WpOt15vlcrWcL5MaiYitdcbYwROfBBPvXBFTyDCqogeslbxSjLEXaFVFwag6HWyozGgjoIn5QwjIhpCbpn3z+kLNbd3fhuiD9N63ov3RwydFVhFQVRRlVViXXd28irEDIcsQqQVRCdw1rcTw4PTsaDmbz+dNy8G3PvZ934BEsSbGSIR5VTCtFLsY9jEIYWHN0pqjrm0t4669bvqrGrez2SyGUNdtFB9FmUmidSbLHIpajRa0yPOjrvF9i74jpmw+X8yqYlejSNf73X6f39601xetxPLs5FMEcZaKIlvMj1W17TqFQKTWmaJwZNFrC5KC70i8B0EENWRitF1D66u+3aKBVWGrMltmvEQwMYjvwLnCmow4FpnJHBsmUPVeNput7xWAvZeujc22azeNNfPl/Gy52MYIXaf7vTdcMBVtE7/66lvQzHf42U8+nc1myck91QQheFWfQJ7BEFlVREWUcLALYx5HrYlLhnpI3UtZrxMGAAAgAElEQVSq0UcPHzZ1owohBER/N2L8zj3lAN870CJNLr8SVTyIN6S5ZcsZAZNGg+SMccZY0rLgsjJlYa1hwwzKhIbZ2mREbxAopno0hJAOOmMAEFUw+ORiAIPfdMoGS8SRVNIpECgOqsLRLGnySxqF7SOGpilOAkbZ+tjsiYjS6Bx8T4qhP4Q0r++R7g3npoLooZBimOVTqvqYicc+NqY3OYTYNm3bdV3XZVlWlSWO2v0/C6gHH6DTv+uE/qG9ejpOYIo2x9H+cBSKpIFaGgukV9f3PTIBEjIzsklkSyI8UDCmeOjx0kxrD4iStg8PLR9HiYuKJKJeyjUfzR4Uh4ALZmuMszZKdEVmM2OsRcQYgrNZlZdlXh4dHR2tjuez2fn1zdXNLQAURXF8fKwifd/Xde2sXW/Wdb3vuq73Xe+7m5sb51xZVSHEITtueG9xiGa+PzPRcQCOKbceU7oDiGoKi09NQDr0kJANI+AhCwtpDGJMRMIYvPcikQmNNUTDnNEQCUXFiAPAOPgqieDk1IJ3Y//xjNU4OFC+ZbyJcMD2vnvAu7i7OyLmBFngd0l3BjMPTdjAlEk2BoHdwXM6PpQO7LBDgcpUVkcEGWqbYQXKVLYmEQMhIAhoYFTHXGRUZpw7dKyoGg0QUJXR3GGCVZkpZZvTMBlQERUaaDvj1qdEahhFiUanTGIkEgRlImNQgaKm7BhFEEJNl4fTUk50IGQiVgWR6JM/PlOWu5yzILLbbZ1zy+UyL7Isz6JEJIoifd/3XZcyFa6urhBxsVj84he/ePLkSVHkKS8hz5NNC2DirsOdjSOIIGDbdqr6+PGTvChCCFFkuVymX0wau8VinueFsSbGOJvNUCD5c6ahjN4TB73XmQ/vUZ/Gb+IB6UnG++Vg8pVGJ4kfcBdbh4hJoN40zcuXLy8vz2Pof/zpp/N5per3uw1ImFfF06ePZrMcUUCmdJa70ndaNne0LZEEIUI6CNKAZMDD4A5I08mSVu/LEtPQk+SdzTnZgN67DRDuiOYHyOfhPUKIkzHpJLdDvUeRPJAPvBX5d0Cum+yiDh2ndWTTo741033Ltn/6S1EVICJNYZpKimxMkRfGOmOMc05lMFOCO49vRTz0ebr/ZP/a7/1FO0ARjXfGZdI07Xq9ubq6evHixXw2Ozo6KorCMCAN5tEKgOiYctVcQq6Kjk8tW9KeGa8vvrl407/45hZAEqfn+NgYY4npgOzxPSPwaV94V0ZyqBQIIQYfVIQtMSElNyeNqgGNWmuyrPqHf/jZs2dPn//421//+neXFy/P37w+PT17eHZcFCVTvLjdtJG9b0OI3pvhUB6845Uo5RGqJBtkhPc5Kv1A+d6QIWGMHdjtondbG1LUGKMgorUuBB8lMvDgeEaUarvZbNY0zfX19c3N+ub6dr+rmUyRu/V6+/t///zJ44dpkIwIRFEpZbAQxMTYFAAPVAO1Sn2MXqBWiAAEkJFyElCIRCJio8yCEFS9QhQJ68366+fP0W1c2RVleQSLpsHgPVkxGTp2eVllsWSTt63sm00MgZAACNQ7G4Oj6MOsKuez+WxWWQt9b5p2t9vufQgx+nrv87zI83nbUh/i7W3ve3QGDFrLpbNFldOthv320nfrGAhRuy65p6paahp0Li/Kst5BCCiB5rPT2PvNut+s66bunXVHyyPR/cX1Wf9qU++7N926qWmxfHx6elzvblRbY9UaGyG4jPLCRnVkNMvKPsZ6H5xDY401rul6VLDsQKir4/qmu3i9JXIPTx4dn55kRY5MPoa2jjGS75Gdc9YwsmWbZ+xj17bNdru3Zm9daUzW97pZt5srPVodn5w8Wd92r1+fbzdt3/J8tnS2YsrWt/vPuy9vrvcA/NFHz+aL2QB2EXn1fe8RfVFkChhixAQWExo2aUwwHb3e+8QBSzdX2omds0er5U9/+pMsy5zLur6v69tpmIqjkcHB5D1tz6RT/uukQBNEoInDIxIleCYpC7dYFMuZySwwaemyqiiqrHSsRB4pzqocQELft61XIaJkby2q3nc9ErDBEKKmgBQ1xqTiCyVhXxpScWhSmQwyVMMihjkx5FRVhxptaLHGCF0cq5Okd9XRpAqTV8YAbwCN5dy9mLV3i9Y7n8H7TdT9cXTqN0UhEg9xWykbCmHI2krd5qDaVww+9H3fNM16vb65uVmv10+ePPn000+rsgRU0fDDKZofko78qcrvD/6VA69xkTsF4OCyEsVHQVJO/EyJ4gUDAiFxyt8DttZaC2yihgEXTBgX4X0L9buJw2jxpyICqtYYYkp+DIKoY/c0oA7IzMYZm2dZWZTz+Zytsblz+QA/eu+tcYXNE8MtOVMnDkzXd6rqnDPMi8WCiJ49e7bf729vb9frm4vL85vb6+1265ybzWZ97+WgNx5be9X3nQ4H8cdKnHyb4wCiJQkXUfp67AoGF5jRBnKMaoQBVIkSmCl3WUKm7smoxkAFUJAoQQZXyWmOmsDS5GEoEPHeSp/YWPhOt5a8/+R93usAg3DgoHY9gBLH/6QEakAF5KAER7yrihO2MBl1jl/cI6OmnOCIEEaXH54g9EGmm/o9AEYAEMdYZFQVdlbYwrFlQVVlAGsqp4WDsWcGTJ+D7j2NVmHIwBz2iiRCIwuYkhEQCSnBPsqIwAiKUSBGiagKSoncmq7rsM/iuCNBFAkxKCgbzot8tjhq2u75868fPXp0enpmLOV51vf9nY1kjLPFgpk3m40xZrlcnZ2d5VnR9z0RPnz4sKpKVSUyiNB13WgNlQRXZNgSUVEUjx49zvOi9/1qtVosFsvlkpmzLKuqWVnNmQ0RzefzerOv67pt21BW92CEsfHjQSh7GEWgQ087fiSq7MRrSMB+cqVi4gN+hKqoxGGUGWNkRuakY5eUV7zf76uq/OjZkyyz+/3e+24xL7MsOzlZIWrfNUOfj3ooTpPD6UmanMSx4UQGFNCoSiqYbA/SjCWtp3GPJxgn7gpAY/2mUd6h9B9uwiPohveboAmyw7c1eoT4FkI44MHvRqsDKAje3+1TPswhVUeHGJCJDTpcmrd1CTBBH+ke5sQsnbYTInLWVdU8c4VzWZYVfR8kIgC9KzU8eKn017z1/49aviDStF1Xt23btm3Ttm3T1Pv9frNeZ86NVtSAYEJUASG24+JhJuuj1I3f7jsCXczn8/nJbLZhOjeMRIoqAJSAK2PMJD75M5E6cbrhJaWNiDeGrLPBdzF6NgHRVKX99JOPHpydvn5z+fVX3/z+88+/ffn88aPHT56cPX72dN2Gr778YrvZtO1uKCJBVb2ID9EnIc13zs7/hIJp4jaEKAhk2Mzn89Vq1bZ+u9uLSgheRMjYZOaQjiUma0xMxR8hE2mMen198y//8i9/+MMffvqTn6jqarWKIl3n77phipB0yDqxYzxgC7gDaAA8Ym1NTEGxACZV2yH0ZVEgeMK+bW7q+hpUWu8AfJ5bW1ZZ5VzZo2lsFmP0EdptGxmyarbIbClq87yuG23rrV3mxpDLYh51Pp/PikoCXF9u+g6INUaKwZTlyhttG93t9k3bAyJ9A4Cha2E2Oy6y08zMiNx8VpT5qiiKq8uwvtmqqrVmvjy5vPBN0/ad3JiWaeZsJtHf3u7WN7fz6lGe5yG4i+vrP37x5fHpife9K+nJw58U2Ty0YGV+crI6Pl7mhfnVr/6fN28u2u6mmtty5qwzDx+f+HCsQGx5vTEQ666tERSVCDICBwK369vgAXW537YPHz75xc//84NHD9bbzbcvvyHCWVUyw35b73b7y4vaGDw5WTx4cBSi7/ve+97aDEC9l92+FZnl+fx2vbu5WbetR7JEoEC9FwAqyzmzBcDrm5t/+r/+77/9m5/+wz/8/aNHp0jYdi0SWmMRofd+YFMeyHHfWoFsjGq882AAFRVELvL82dOnxlhEatvu5auviSTpAt8qTt/K4blTX4CApn4vHQAEAAyQwMPjVfbwYXFyZAwLxkgKjq0jUAkgASDU+zb5pSEaMoSQ7HkUUPPciQZRyZyF0bvSh55wLL8Grc+o7RmA9Le3GmutEkekg4SoVEYIQHqcob9KMYGqKBNh0OA0Sx5UJR/eCsZDcRrB4sQlHKbUTEPhrqAiKb/I933TtL4PqcpJrd1ut7u9XW82m4Qj7Xbb3W5f13XT1F3X/e//5b+cnZ6WRXHAxfv/m0QAAQe64EHi1l3nkBSSSSRJzGiGeHFAjCLEMrmUhwg+maWMQVh4wMRK37kbUhARc5rQcwK1EEWGahEUBBAkePIpVjjx2TJrRz/36L1nJbBqmDOX5Xle5nnuckL2PgKgtRkRSgx93wNAWZZlWZycHC1Xi6IsvA8x+tQ6ThbnMoAnQIBDZTg2f0NmAyadIg9dBRASJ70fGbLOWZelOysVXKN6k5JjRQghtVtExpjkN0LOujzPp1t2eKNSZwgASKqClHBVTpLIFKksiJyMFQkJ6B2PS/1wTfGhH31Q8kqHsiKA3HJmEuldRg8MGhJihhsTvA9R4tDvvZ2EgqMndWSITGA4LQcIQaNK1DDhMo7IGASlwpqqcIsqL3JrmVACaARQJLQDuBkP8Ek6bICTPlRxytWeQgMGe6OJDzfY9cCg7GACprteABUNEzEN3iXjqmZgNsZaY6211ooIGf7xxz8uioLNkAsaQuj7Ps+L09PTpmnatmXmZz/60Ww2a5v2V7/65ZPHT09PT4+Pj9fr9e1tl2WZ9wNKlYDutBQTqenps2f7/X693bAxs/nsJz/5ycXFxcXFharOF4u8LG9vb9u2nc3K07PTF19987vf/e7FixezsjLGJJPPxEuCg7Dxuwi+cWpAd9A9v0NT1+lOT++djF4k9/PKdeoYvPe3NzdfffkFM52dnq1Wy81ms9nc9r49Ol4drY5Wq1Xy3OI0CZqMqCdR3H2DFGabxpfDcUaWE0obYwp3QSYiTsi83uHGg5IgjaOVDvyuD45S0bcqyPdu4jrhnwm5lwM3tfsAyVtknIPX8jaiDom/dn/el8SAjKjv8ehMYX2Dwu8g/WG6Y4EISdESO5fleZ4rQN8NKjAA/gDYpH/V7wG8zx7tQz89/M7hChhb8zudqEw9EiIAdF233e2vr28uLy8vLq+Wi0XmsjRaDKH33rddl8jf42pgTYmKw36qIhFZQSREH6I3TMaSy6zLMmut4VR5BREFjaMElKakh+94RdMo6PAdmGKIR8oGpsHjQOQSBQw6mGJREr5rEMSAaIvClkWe51nmTJTu9nYt0u6212AyoOzp0wfdyaKpm5ubGx+6zFpjAVG6rhGJ8E7a1n3hqY4eRD+AgzpEAGuM0TB579fr9Xa79cFnLhuZnBNpBceLNvxbJZW2pBoVdLvdXV/fSJSqKg1jWSzzPJ+QFYUgghpJ1cSYQqOjscJOyxnArmeukfYIDWoHQk1d7/fbttuvlnPE9uys/NnPnlWVdm1dzbOystWssAWbomOrVgwaqwptW/dNhJidHD0Al8XIR6sneX5c17subC025axUPM6dzTh7/vXrrpbMUt3U+3rd+d3Zg7P53GUubncNItnMAiKRzbIqcwUAd12fY3BOrOUs1/nSuKxq2y5zeVlW3rdRYr3b17Xu81gW2nVxv29u1zuEklkVWDX64NumV7VVsapmx4YWGrh0R6enR2Vh2n69r/vzq8vN/lt3G5ZH1cnpcVmsjNiuQ4kksUJdiFLwfQ/KRKIq0gPEKG3fEaFIDLvNLsvyy+vLN69fr05neWltVqxvrra7TbNv8zwvy9A0gU1asTGKz5gsFwhN14d6u0vF/b5uUv0HQCFEH2IUMZYBMMR4cXGRjAp7/8nJ6XGe56oxqdV1Mu2Y2BKDsIcOViDogJtpmk+m+ClErsry7PQ0RvE+EMfN9qppmr7vZ+UMkQV+KGVw0n3rKF9XFWu5qvKyQEMRApAogxIEgQjJICP4VA8z44GzRRpX4MR/SRWJCEx+siO1L9m0D+dokr4M1LcEgaAikCjIoDcYuJqDCQTCxABNWL5IGufzqI/Hifc+3IwDdW0S1w1kJFERUWtNeitGHT9IalN9iCKd77qub5qmb9u+61LaVVM3u30dvI9RQght2+73dVM3u92urus0I+i6vm3bGIec8P2+PtBr/PAW7D0xpwdGmvg9pxJ+T976EF0FOLp/QYxClDhXfNfzDSANjvkYQ6x5GqhP5I5hQK53xd/kIE1MAmoS9RGRid04oJzcRu9ynWFk5o+ysERjTJhKCtDL8ixqjBKDCIjEEPq+N8i77VZ83Jr17e1t3/s8o6brtruts3YgWSYghsllzge/2W1n83nften5HNgQ0h3jUXHAuCDBQYTI6TN1fUjppksPzoSJzJoEAYxIablOnoRy5zYxxLQwm+F5MRs2CCiS8rrT9jLmaBIRKeEgboQpTOPQcPWOpTYkl+v3C0feASnGiGg8zFVPB5sKaCRGw2QMzTIuDHa+T3YQo56WaLQ080E6jCFAcpmWO6LdFGmdXkNwLFVV5FnGhmOIXQfeq4Id9gUVZ421zAS5tUVmysxZg4SCKMCAgExoWZk0Lde7m+QQtU4Y/LDGhsANRURSSpX9GLBAI5l+0FoQGAZIWQqIKCl4EsduIHWQSMTOOpdlNmsVNERPbE5OTwZZmUgUMaP6Iwn2NpuNiFRVZa2t9/u6adquiyJFWRCzxJiUK+mSjkHfaoxNy8k6W2gBSGx4EpfC3aSfB8Ugku9DURSr1SrxOeHAjmosaQZjpCiSyCYDTYKIAYyaIPEQYTPGpOlHerS0u6Y1nMSOkxVCurFT2EPv+8uLi1evXt7cXD9+NDs9PXWZDdH3vgfQ1Wp1cnpsLMeooIqEyVDmLceft6ShiITAY6NJxBbHW3bs2w/tRQ8OrTuWx+BchVPq5CFadoiYjxuzwlviiIO2auw839MXjE9D3+mhDoIWDr+V3NnhrViI+8zou7nxULcjqshkGS0EOrwjjGiIDJE1bMc+GWUEtw9bXaSJ7C3jG4Gq35MNm57H//j43nt1rm998/CfMcaDg1ynNaQHYhsfwtX1zddff/P73//+888///LLL//xH//x008/XSwWhcvYOOYoosmIVlVFkJSS9gVUiTUVu0AROQL2RJ7ZGCtkIhuxDokgTdJiGG5NFVR9m6L5FrEbvtPC6OD4IVAS0Rg1fQEoyRlLRPq2JWsANcYAwAARgBBMWdqf/s3Hj5+cvXz58t///fPP//CHXRvK1cnPfvazqqx2m+2vfr3dbRsm4xwjSdfVoJHoneyUe6PKHypEHqVBgyqBiHb73VdfffX111+r0unZgwH/pKhTHMxAVZdD5D3dulmWMRkRffnyZZ674+PVJx//eLFYHMxgggiJgKpoRIkiEq0BV9ij44ypzvIeca1yK9EGz+ubi9v1TdvuISwZ+49/fJz9H//45vzji4uLq5uL1XFZVRkXjEYDNDDao2/r/b5tpbd1u48hD607PXn2pChi7D//8jdBt6sTt1hZi9huu9ffrKNnCPmbl2/OL9+EsD87fbJcHANoH4IiLJaLxaJS0K7zKtQ0dd92iBYpKMRd/RJ4vTozbSOFK6py7n0fYuyaGDzVtWw2Xd/3ve+CtNv6xpBXKfLCVVVRlNXJ8aPj4zNRDW1hbXV2+iR31HXrzeby4npzcX252b2KuDlqK8H68eMsRl3vRLzpOsN8RGhBd72vDUeQoCJFWYXQt11bldTU69/+9tflbL7dr9e7q2z249ly5QzW7e1uv44BK54jmL6PpWFmBtS+72YznM3m2U3ddfX5+bZt2/Vmvd/vjXGJUSMS66bZbDarlc2yjNmJyPn5+Xa72e83f/+Lv//pTz/zPvrgVcWl+LLBXDr5vQ9F9t0xNGpEQ/CqyeEQRTRGT2Sqqnz06BERR+mefyN1XTd1vZwvERmUIuA9Ps4wUUwy7/FMu1cagipEVR+8aCBSiVE1oIREPFFFGr2gB4uIIa84JnfZYUOIAml8LgONhA9oAqqDTOLu4KS7nSK1FUhASNPAfNp2QggpZxtg7IERQVP6R0poo5RgkR7u0IRNIVHo7natOxhHZMqIo8G/T3vv66ap67pp2+ub68vLy8urq9vrq+1mE7xv27ZumqZuE6EghNB1Xd971IR7UQghWZ7AEGFnwEJRFFmW49AMv5+r+e4G+0O6Qf1wvIR+r2YRETUFfighKULX+cPIcgA0hpOpQfLESAN+66yxtg8RCIdJBA5eLIhDeBcTWWu998xkDHsJ1lo2rCDOuaIY6ZcwmLsw8+guMLr+j/QnHlmRBsmxVWNc5rq+DTGoCIh68TGKb/v9do+KIYSbXd34mGfZbrd99fr1rCwWi0VVlklc2vdSVHlKmbeZQ4Qsy6ZUidRipVHPJLgDTZPTNKsZEOuks4MBfE7J1AyDGT0atoYtsRFNfDgWSfcZINFgNBgVgJgToQYB0BqbfF9HuA4IUSMASKLB4lRUgRITKwvdUxkOVW7ydUjezjJxOgcD1GHwfyj2GTPQD8zlcaIF0BQqIhE1sOHMmqLIFznnFAm8Dm7DJok9jXHMRlS7rjfIgZXIRJEQNUSZQNQYRFQQyaAUGZ6tZrN5aZibptvX6HskYpsc/iVaazJrnCWbkhBQUSOAMEHq5RnQMhDFu4IKh74uXbsoGkSmmlWGUno0J6V01QEAGIlRFUgFhjct4XswKPZgSAJMIQHJ0FvH126cc845UdEYDZuyLLz3fd/HEEQAiVzm2rZD1aIo+75PDM8YIzEfn5wWVZlg2qIoYNivhqsRfAg+hBCLgphZVLuuE5HT01NmThGUWZ4vFgtjTN22IYTZbJa0fNfXNw8fPCyzIsaY7P2YOQafCtFDDmfimuoBqzkdT+lJJg2/plRxY9iaJDJMe5E1xlqrB8YnRMiGmckwRQn7/e7Fi+cvXjwPoV8uF0fHqyjiQxAV69x8uZwt5jICtnrQ1ei7E/kJbU3iynEvSsdOurVGi+x79rJjxzUqVg+jP96XOvbWmOSuu7vvUXQAh41NHcBhVN6BCedkEnMwunuPvFsn/vMdUHdnTHF4ut5duLS1DqglaBq/IRGimZo9IktkEpeZyRLxmL+H72NyypS48R1ZQf/T8TnfArtGEsikM4E7k4/EeJ60OqDO2Yn9GGO8Wa9fvX7z+9///vPP//DFl1/d3Nzsttveh7ppkaiqqiIvvPd9173D0eDRgQrHSxWQPJIHboFbZEPcE3kkjxQwqQpoWsL0w0m6P5QpBCQCfe+jALMii7OMBCKi3o/LB0cGswIqsZZl9uTJw7ywT54++PKbV59/9e3v/vU3R6vVw7Ozn//dT3b7/e3VzRdX5/v9xloekqCYxlSx95I0EfGHotLee0DMXAaA2+32+fPnL1++zPPq6PiEiZgNBv8+HIVwEDwkyZ/xMSpAnueg0vfd61evX56dfvLJx+nqEDFZF4OIAIk6Zw1h7NquaayVKp8df/zw8ZNFmbd99/LWr7sG6rqxjPPjoqwgREU0Tx5/tq8fv3x18ctf/xINtl29rAoBalvfB48mWpIg3sc+rQuXlY4WTQNd6xXF2kXo25ubdVEtrcuczZ48fnp5vn/18uaPf3zJRj/++OPjo1ObmbrZLlYlMWW5JSNt1273u7aRGAxjXre6b7VutucX37p8i9a3wSMGG7mcZ6ujVVvLvq7rplW9sY5dzkfHlUSQGKJ2u3pf1xvRmJeltWXT9EV+bEwFUCGhl9229l6ArM3nhXHiCmqlvt3dNLW5ugwSsqqcLVcPjVt23cVu215fXziLi3kZZU/GVHNLhpomNu3t1e0FGSjnRrQOYhwaYB+17TpQhbKYnR6fCdT72gevPrREWwnF7e0eAJersn656X0j0gEYNmANBa/XN5e+9x9//OmDBw8XiwWAS0DHH7/4IkrwvvvoR0/y3E0zVITvywkY/CV1PI8w8S9FIiDlmT06Wn300UdZhmdnZ1mWhRBi9IoCP4iL/eEQ5PSnIAKExIai8RH1O8Rw37Nj4H0i5UTz1g8Rqg1SlCFVmMjglIstSRCChskMlHWIQYbOkwiG8k6Gfg+VkSaCXGrSpoH0119/fXlxdXu79sEnZuZmu93V+5RZ3HVd0zQ3NzcheBikLDQy+gbmApEpC1fk5aFZCyiE2Cd3EwCom7ZtWwHl/7599Y4d9BfJbcdEQkvV51snWwKlyDAbTmQ1NHaQzBAZl4cgyVEFAbMsZ2NGCysFgMxl6aVba/M8L8uyKHJrLR4Yz7DhOKTO3a2MAfYikhjbprm9uWm6Bpl63/kYZBAOERNnNiuyInNZQk7YKBC0bXtxefHNfm+MKYvi6OioqqqyLJFBRAjRGgZhIhIYhHkwAJUcB0owxRjHpiEFV4zR3KIaIyVvzTuMk41JUJQlMklNKgIimgDtwfVUYxie/1RyEt4/fP8CRq7feQd/1+/JcLYxGrZ55srC5XmWmcASWH0ckB/DxIZMZoEYREC9cE4iNkaNUYVAM8tkEMH70HsfgoDKcpavFvlqWeQ5I4JRsmBjRsba1O+JCIEygTXEhIYg2UqkRD7DwImKrBEPVYQjvUAA4tjdyaF54SGhIkUwpC8S1+nwUCcgBouD9gIoecBICF5FCCDLLBH2vt9ut8l1c75chqgxSmJsFkUxm82MMQCDE23bd7e3N2VZzmbztm1ns/lqtcqyfPJBycsi4WsTZfSw2hYZZ2UHBh8+xoS8s7XQtof0aQDg4d61o4IUVKVpmrquH5yd2cFsc8CiUxPkQ2i7vg+h977pWjImhOCcmUTmxhAWhbE2uW4ONxG9zaRKrg1NXV9cnL9583q/366OluWsBITNZtO2jark+cGeMO7k7zkYv3OHfC8H7b/rVvkwIP5hqvRdDXpwydKM5fsdT94OW7nXYhwKbnX6W0NGp4qqeN+nV51ci5gpQIrbMQgGwaYok6nrG32J8T/6cv/n66Veg5YAACAASURBVPcOaC34XkeT75jgTqmXdV3v9vvtdnd1ff36zfmLb1/+27/921dfff36zXkIQRWMMd771D2y4VTT3PdQQlQejktFUEBMIcUROZJJn0gciYVYMPkO30U0D+wJ/D7g7od2vzDG4o3kYIUIgjJ4LwOMbrMJSQYF0aAgAGKMrao8yx6sVotqscxni6vLq7Zpvv32eZEXeV48ffKoqfdHq6Ub7AEkRqExInbiFI2KlIFT+v0tnw62SEkqIQLGmKIoiiJn5hDCKJDFQxYuvCtNGIdJqWQBFe/7tut2+33TNskCFIBiRCJQiCF6CtE5PD5a3t5y6Opmty6LIuOG9KptozMzhNxyZJOXhcnzKBItx2pmi9KJLja7JwJ4cnxsc2pDALUq3Ow7v771vUciNIbYGVMQLULnQlDRsJg/yILumu7N+SWrmMBdh3XTXF5e7bbbswdHjx4/WixnaGLroXJ5euFNu+v7TqGrm23waE0xX9q+a69vXtbtFZgQwSiGoF0fWpfPqnk5X3oBCKEPEgprizKbL8l37HvbdWZfb4E8YA/od/vbi/PbIp9l2RzZ1F1zvd7ebLar45NOH92sN21f79q2lag4i77oAvatZEWZF2VWWOam73M2JqmrQAEgz0sUhd6HEGW33+WVW2YrYun7XdtH0c5lTGpBoShmjx591PWbPM/zvGz7Pnq6vdk2dQeQF6W1GRBFoJDlNJvlRT7bbdu27W9ur7LXWVo8eZ5ba0Rku12/ePGNc+bRo9OqKpJf2UFE6nf6xiYy550lGiT5RzKAmVXV40cPq5k7Xh5b50IIIgFZCQZzsPvpPiOiM7LLpgkkDk6gOEoQFFERJUlGUfnAWIwOJ4z3+zm6L3Z4TxOp75kE3T9JcCjIUi2XIopGoiCKJIPHpPNKSRI4JgXrpAc69EEEFEXFsVFkThnFw6CtaZrf/Oa3X/zxy8vLy1TZJMf/tu9SMZr2sKZtQXXg57HhoSFGGJpPFZC261KoNo02GslanigNwU3iQw7spA/slj+c7pk83t5Sfr4TBwwfClu/y99DgilQK40jU056jMlzwhjLZJkUAYoiL4qCma1zxlpHDESIzIatK3wfnXOIlKBZQkqOEYOlFnOKXBhjKvC9E4GEwuJBIU5T6anqQ2jbpu1a4yykbA9r06uwbIu8mFeLeTUrisJcXV9tNtaasiqPVqs+z/u+DyFcXFxcXV0Za8qqiDFs99vtbpvYkZO14JjupSktZ1Dg6ZiCNQiZ0n/m5M2owxTAMCfwKQ3RE+GPkqQNkUHjwDce08ynVjdp8hAJcOr94F2FAr6vipgQ++GrtwhXcBCMgAf55vfBBNW3+WHJK3o8p5NDplpGZyl3nFvODKF4DY3BYC2N0rIUaQDEKgJqNSrGqF4DqwCTsYbZKEBP4oiCIVA4XhQnR2VRGGNIVdGRQQtqRiIuiKhKRNCUZE4gCDHBOsxgGZmQCKKk7WOw+BhLYBDVKGlvwiGVYSJ2wkRsxKnxI01siClMUInQIAz+2EKgiT4JgJIAQBzn/VMiqLMOMYr4vu+zLEuNVowxxMAJJze21iHpRFtI/dh8Pk+DwkGBPNi4yh2zEDHdTTpAWAZUcTDJBDckSQ56nDRcSBd0+BEiIkaJMQYiCCHsdrvz8/PlYuasm/CJe1hfjMlOLMHOg4AQIIpQlKReYTLJoXTwYRqPrfT2p8IyStjtti9ePD8/f9317dnZyXw+Q8T1ZtN2bQoVs86m+w7hDgR7nwTurRZkiMDUD3dqk077Hi6nevh4h3xKvf+jD2B9+oESUt7WFk1UmkH4cO93P/Q4BIL329s7lrnerbkDWFGJUSSmlZ384BCR1KgCgEFMfE7LZA1Zw5bIIBpEPgjePKSofr/593uHkv/D9nvp+DxshA7B8anleGu5TPD34GElsWn6N2/evHz18vk333zxxVevXr++ul6/fnO+2Wy6rjPGJFMmEQlDIJekiz0opNMUBxlEKeVaHmzcKV6RefgkTpXT8JtKSRvAQ6en30MF+rAD+PsGHQqa8kjYDv7s6uXAYgkRSElkOP9URWMMIYqItTZzNsvdfHX08Sefffnl17/57W9/+ctfGrYff/zJ//oP/0tVFrPZoixyJoox9r23AzcGph0zbU8DMALfHyWfZiXGGB13g/l8/umnn/Z92G7rgdd+P/UIpqMFdDJ4UtUYNXlGpY2FDVvnRKT33vvemGzg/ZMq+N43was18vTJgzevss3u4vpym9uyOwLf2QZvTHU0r84MEkRhBMclsCfsQr/te2UDn336kXFlUS3Wu7XfdQZyjXazbi6vXy9XFXPGVBAXRAVpkWWLEFSkXZ0cBXBXN+2vfvd5vb7OMWOc3960+/1tluHRcfXg0bKsrIDkwSAZH2LbNevNLaJYR1H3bdeFmLvspOvr7f48xBbREiUpCnrxLqOscNW8UNC2a1V9MXNVWWVZ6Xv2nd3vcL/3JgPi3ofNenP91dffPH70zOTWxNlmffXm8ny9Wz/70UfZrO6/eHP7+tvNfgtIRLM8Y5fPuj4qCVtkwy7LynKmetTV66apESDL2GaOOwESRVHoAYhY2WDb1bt6I+rLMudyLj3l+ezRo4/adtv3Jz62IYQXL17/8Q/P+y4wRuNkNne7vet9O18WpyerWbU6p2vAum38m/OX3nuJ8vjx46oqjSHoYLNZv3r10ns/+fLBdwpr4ICpj3C3daRSLg7Ilc2sOzk5WawqS7kGjEFEUlvCMlngH7C/7uUx3C33lHNMOkSADU7uCEooaRxEA2cmTWUYABXvx3mNmjJ9R8uu95q7tyDNu8L+oO5UARmcdsdqE3Fw4wQYLL+ZOYbo+77rOiIyhqdKZTz+yRgDOFj8hRAPRHqanFfquvn1r37zm9/85vr6uqoqJBKVVNFDEjAzGesWLktBSJMXaIyDfSAihijeB99tVJSIjTFpX82zPM+cy1yeudls4VxmjAUIKB/UP3xoYvjuBovvbMWHxgAfmsodPv6UKoFwZ6uACKIaJCanHOtclmdF5jLHCJDnmXMOADjlblmX8taNMdYVfReyLEtT/0nJkzhgqjFlHRgmJhaVlAcdJR5YnuBIiBtIMZrkh5o8PYaKWgCMtdWsss4aZ8gYUCUkZ9ysnK2WR6vlalHN9Isv933vnDs5Of7ss88y5/bb7eXl5YsXLy4vz/f1no0x1vjor68vq6pcrZbGsLEmmQeCDtRHPbiP7nCP5DDKxhhLxiAbRWSRROhgtpSYUen+TWiwMcQ2yiBvjAfESULi0bVldLEZ+j192yYhBVXAaM80dcj3+j08kBAd3Hp4gGMdKJhwrAzfizEMm4EACIIQIhM5A47BkBqM0Tfia2dMXrgsy9K7p4JoYChwBL2PffRR+jRvzHMmwhiFRSMRgEXAo3m+mmeDY6+oktqMCDGzZuzBkxg4oWsCGkFiMnNlBmYkUkKVJPTEgZ4qkGBVFYUkB0vLLE1+5d7dhNNoeOj3osZRkJV8OgkQGFAJhEGFGZkTRwckaAxRRIjQWWetldGJFRDjuF/EGNu2jTG6ZIlYVCmbQVTSnfX/svdeT5Ilx7mnu4c4InWpFtMjMCBAkEuQF3uNb/znabbGa/vCXSMBkDMAOaJFVZdMdfKICHffhzgnK6tazAAXtgvj3bE2WKO7qyu7Kk+Ei+/7fSFGQtyDmtOLGYw/QxlOlIykKcmcDKUlHzMr4mg06p2TISRe7l4ynUTL6ZBMDyAidKFdr9eXl5dffPZJnjntQSNwn/rQb5/JGGPVOue8973fp4/bMkT9VvAA0ZKYqMoS0wNFCCF2q/Xdt99+c3NzqcpPnpyOxyPmZrPddKFz1o3HY+ddivAZSHg6bFj7ret7VSqKvcXxwdRCD6+4h3cf3nsMPrg5xHfK3Q/+ij76MEV5zzO13zn3B7XoA+fse5X5MuwnEO4pxwoHgDFV2cePIYE1lIpnQErVJSIgWCQDQIiWkqTTOJN+pLzEZDP+A7uej1xS/2X7vXec9Piu4W0QbcIBCql33LVt+913313fXG03q5evXl1eXd7eLtebbTMgHBEx6UPIGmssEiZswKgsAYicxf6UlPf51tJiLX2bgcgTZYgOwCNmCB7BDeoCxscrhz/JVycdzxBEmqYDtETArCKaaIJDKmXo9Vr9LagA2HWhX0IgADlEfzSf/e3/9tfPnzxVxVE5ms/mi/ni+Oj4s8+/yLJMRZyxg3QBH7lcBtvPD8fOiqpEcc6oahcaQruYz3/5y782xn377cuLt1epoP/QRz/66jnnQKBrW1UhotFoZIxt2/bu7q5t8zz3WZax7AA6gF3T1LvdZVNfg+xyq9PC5VZQNqG54E6MLHPbOpqE6KoNciyMQaWu6yqBfFScnJ4dAfqu1eBHW8ibWi/O7+7Wm46xrsQatigSKXSoQc9OjmbTRV7YKDfrqq3q0XyyyFA8YmhhMnPGHj2D2fHZ1OUh6EZA0GiIMQSJAUTQGLAO8hy6LgQOu/r29m719uK6LO1sVlgzNSZdqti0TRMiQywnuS+NSEMWfO4WiwXBqKmtNc3vmu+bZgvUOR9y6Ey++vf/+N6//mp6/FkMrbVy+nRyfJrV8qZjKEaLjuO2rnZNayxnjqxjwNCEnQKDiveld09bP95VlQFCI4rROAGIMXaIAgCh46pqshLzvCxLbhElGm9L5wuCfFwWnau7rilH2cWb7fmbG+cy7yDz8OnnT49P5qvVdjo5Oj1+NpkcZf6bu2XV7Lrz86vbu6sYQ4ztk6dPjxZHeZ6XZTGfz5k5xmiSDEj+oEdI96ARYygd+MxMyGDAGnMf8zqk5r4nLOsH8vke52Lt/5Jhund4nhzGWeoHpJt/3GHRP/va72TzXptnMEZu29A0zWaz2e12dV1v1uvtZhtjfPbs2WeffZbnefripEIlhdeoMHPcGyNT1ZX0nMaYPM/zPMvzvCiKyWwaIzdta42Rodxpm4aryhiDoKIswl2IMbAhk2CDznrnnHO+LEZPzp48efIk8z4dO2VZWGOJgGN89vSZtbZpWmsf3xf/3/7HzCzx4KKxSe/lnSvL0ntfFrm35AwaYzLvrLWiSikLz1qyFskkSVlfCXqnIs46ImKWtm3STRg4KggZKiRvmzaE7hDniI9oDACIBATKIKAsYlSNtWVZHh0dsXIxLo01otyF2LQNs1pqhTVVul3XrbebtFRJe14AKEejT4v82bOnVbXdbDeb7fr65ub87cV2u23btiyK3W43GRXkHSGlqR0hCeuh3k8SXTpKmq30T5wxggBhULIBWOfyPE9GJuzLfd1PXhFsGmwC9SDJgXpJvVER8c+jtOkzGKi3AQoBEigBgASJHJQwNA64yPLpuCiKgghDCF1gAUAUVVALHALEljQa4zIHmQPmKBoJgnMpzsOPcuNAUIVVINElUuYjREh9v4hJAIleyJha0LRY6+WRiWshj6t93O92UkPQ2/YOhXLvobjtvytJf5ROvaEe6Yn2SqhgkRAFUjAvGDJ5nnvn265rmkYQAcHlGRpiEWnb1PulapCInPUhBEEYjyepGwxdlwzAScyVsCh9wKHeVy8p4zMBlxEp/YUJA0tkiFAVmMN+5N13fcYmzXkMMcaICE1Tbzabtm2lz7zpt4J94qWzmc8AjXMchaltyFpEFAYEKosyz7OiLICIRSLzPkd8f+8w8yCsgrre3dxcvXz5rUicz2dHRwuiUFVN13VElI5i6p2QeyoVIRxOyPCDVds7Ms93mkP9ce95+Pj5/OPO7ff1e3vqZv/e0vfEA33o9dzPZOSAdfrAaCciSGSNTYMOIurFywKIHsHu7VoDiTk1evtNP/6YC/p/aT3nRy7vR43v/n/TmKfruhDCbre7vb39/e9/f3n1tq63r169ulsum6ZTpHSVwLAf1Pv9Mg3KSwIDaUG/p6IZogNtTDrHCMEgOkPGUG6wNegIC8KWMCf0AAjAyd+N6d2RDtN3eO5/5J2Bulqtv//+5e9/95XPCFGEAyKrsgj3smYZ0AqP1uvJjw8AYBBTDcFtF7zL6ZhOjk4/+eTFkydPjo9PrE2L6V64lVSUwzC7Pyv3M9EfYzk8/H5mmTdusVgcXV3dirzda59k4HntJ60JhzHMYYGSvIFZhPfKtIFSIFW1Y+4AHHMjUCtUZHZAa9XVdALKfj7FSSGeWglLstJU9VW7MjgTKYVzkQkitrHebO6snc0WhRnPiJBVHTlvcosZsM/suBw5nyGBszQi8Aa98cWoGM8ms7ywb2/epqAw7z2NCuTGGcqLbHFkwYjNoI13skEGiFGJRjECRzw9feYcs27Xa+tbxMBtu+3aSoU5Eqh3bk4GCBL4gIwFn6u1TtXHSKFrAnNgzX1mnXeexuOJ9WbXrG6WL1VjlKvL229Yy0l9W5ZFWWSCjtbZpqpCBJ9NpzP0+Q7QhijWRIGu6ar15tZbcEYsEQdDMJ0U09CyYsWw3e22LDAel2TLYjSZTWcxdlozWXAuE4YgWu+q3a6OEZ8+eR5iWC/vQFnVAWDXNQiS5XR0/GSxGM/mIwK/OB4dHy3applMq+2m6bputaq229XFW5MoZ+PxeDwee58ZYwGQGYyhH+Mp6N+0Zo/A1aQiAwVOYVvKwKyoKAJKfQQ06iG67IDbMoCgDseEDzZ+qYxJm41+sZLIBoOtpfcX3Q/H8RBQ/iiB6Ef2d++53RSUyCBh0zTr9Xq9XqtyXTfb7W6321VVVVVV6veqbcXMv/rVr05PT733xuzxjulfmPb5tH/07pmTw39pKZEwmzFy13XRJrBEBMCheWQyYKzJXF4AAlBRFJnLnPOZzwFQWNo2fPLi05/97C+ssUn85JxNEOW2abMsS97CA6XSn/4mendV+GPGtP1RNrDd+uYEgYzxRHmeOUPWoLPWWmPSasn0CyYYQhhCCG0b67phFkKKMSU/K7OkF9WFTpRT+mpdN1W1a9vAUcDueT8Hyl8d4KrU5wOLKlmTF8V8Pt+1NSBF4bptdvVuV+1AwbvMkMnyIo8hSwVmn5rDPV+DCBC8d1nmx5PxvJllRSYgm81KhJMfs79WEYVBVBEEhyP9kEStPR0iXa69uTY5LIwxgIkYGjBdyiqIKAosCojGWKSkLgSUgSOEw0VvCPGQBaqHd/kAXKH3mYX6tQG+41e4z08/2IfsL7g+he491h3sM4IQ0pFCAIbUEVhSg0ygKJw5zK0vC59nxjvsjX49hlgFRDASRENsHPrcZpm1FgOIcgQS722W2SxzuSOHrACgDKpukEmh9koCBEEcpNKkD4RLvVpCBr7hfpvTa9QV79ngqsCsog+Yi++pCvpzpBduD6JPRUIaDkprEh8k1UtKA3RKZQBxigiRIhlDoiCRNe0nqd+/pW8NsxLJXjiQGtHkUt5PEPYD64NokJj+UQiUZJn74mcIEwFm2WvdU4lo+/QCYwbI1nZbbTabRwTgw4TJntZLhEJdDNBTjik5Eosiz/IsgVVUFWk/s+ibkL3sAECWy7uLi/Or68uyyI6OZkWZrZar9XqlIi7L8iz3fm/o7Zs1g6i6h4rhh3ujj/Vp7xqsfqRy7b2/+OP+Hv7Aa0wEoeGCeuevwsddrOwF2IMSUB5qOPcxqsLCqIIILKyqBH0WDlHCzfZejL7Vuw+USfpZAaD3Pw06KJvfp249fNscfuR/8TyGd+/aR84Ka20fSBVCVVWpwr6+vr64uDg/P9/ttki62WyaumFR6y2RFdEhqBUjR+AU0UbGOOccEgHovt8bvOY9jUh6bVU6qC2hAwRDuaHWkLNUGGoN5YQZJNUMKSXApSgAA/B739mHvet7f/fdf7uoXF1d/eY3v/0f/+P/IAKFKBwROMYQQgsDqn3wNemh2SfFsguIMMTY4/5EZT47+pu/+eXZ6dPF/Pjk+NR5b4xNoq+0yx4I44QIe4jCwF7/gd3KENulaR+LSQLYs0tpMFsYjIOQhtIUSjXpQHozFBIQgobQcYwwiH5jjNBDC7Ldblft2ijqHDNXohufdXlR58Xu2bOMVMpcRqMwythoUzjT1DeXt98ijjN/NCrPvIldlNvl8vrqbZ4vgEcOXZbPRTNgsWhGfnw0OZlMXDYWJAY1BLmhzBo3zieZ9wjKsbu7vXrz5tXry5ejiVgHLF05KbNs5FzRcbNrV5vqTqrITCJuOvXKXtV++ulPjA03N995b4vC5xlw7EBlVObCquqNmToP1qA1GjoBCACB0IDGELHrml3dImyn45myZ7YnZ8+ch9Xm9puXv7VWq+a26c6bmMW1FuPnuxav7rbnl7haXQJ676kcj4ng7u5OBDvuWLq6YbgL3pvSu9yazaous9FismirrWBk3G23jbWTk9NPdg0Uo9l4NrtZXu7qVdTgnLUWIsblarla3cXIx0fPVFA69/b6NUeczSar9bWgWFfmBTmXOU/bdQMQfI7PPzmbzbrlshLWN28ur65u7pa3bdtWVfXixYuyLEXUuYzQdaF9XLEhYX+gP7q3RFUAzP0VmN6cFoB7nLOIsLJJE7t+nof34UIIBxLHH9rv4V7AP+g5+x9AgKAkqKQk+ECxqQjv1Jc/0Nw9PDcOz8/kIRJQsdYB0sXFxW9+85uvvvqq67rNZrNardu2TTi7GGPouq7tmHmxmP+3//Z3o1GZ+j2iVDBB2qhba1MxNCxjenimiKrAaDS21tZN03ZdL5Jjjsyi4n2e56V1rm1bsjAaF6enp2U5yrNyOp1ORpNROc7zotrurq6uX718tVgsnj59BgD1bldXO5YYY2zbLoQuMIuC9x6AmePHxfDvBXgeXquq+pFp9cGf/FFdYlJqgUiMEmMU0BBDCucxhMYkY86AXFf1xiiiiIbQCKL2OBNTbdvrq+umaZ01VVXtdruyKIYRnsZkswQIIdZ1U1V107Qx9rDK3k6qqca/74MICaQvkNCQy/1oOu6Wse7aNrbbXbXdVU1dW2MBTRBm0B4n4p0xxBxVBUGJIITQNS0zW2d95o9Hxy5zZGi3q5qmnkwmeZ4ZayFVrpBSA5TQEOHezTRcEEh754OqcBS4l7Yx825XCbMlW1VVjF0aKOzqmnpaMrJgb6Sg3p+YdkeJm9DfIA947fqooh26NT1AWjxa/ujDJxMPnXwfeW/ci876+aUSaZJxO4POoDPgTOr6YFT4cZFCMkAkpLbEkJokO49RJRgS78Bal+fee5+yUMCCEOYZZZnJMuOtGkzZM0owcDEBQHivbCdUwgOWDfUg7fTmkYFp3LuSJe1BIGUAprdhQnQKH8jx9qQWgH2rDQDUp5ylLA4FVUEFUiKk1IWKGgIi5RhU0oDTJEJm17Rt06SILIGEQsW9Jc9aa8mA9IVKmkalpXSMEQCzvOiHTKn5A+A0vjioW1K91A8E73Xs/eDggBN+3+kdDne895aMtY5ZVqv1ZrMpioLQpESNPgg+Ro4xBVgcTA/TDF4QyFqb5XnyJfbw8725lZBMXxo5Z4whQBXhq+vLN+evq+3m7GRxvJgZlOXy9u7u1hAVWZbnecIc9IJHFVAwhkRQk/NykKAIvisr0T9sjfehj9aP7/zePVc/vAN8f51JByEzP6a/eJy/J/ezCh3SJwaljaYhV//tTupiIrQ2QUr7diA5t0z/X68nUBB8DAo9lPsMOEV9bN0/7IAOO8D/4v69DzVFh3rOxH97/fr1r3/963/6p3968+aNiBwfH5+eni6O5rPZuCiKu+Xy7m5Vt12TFHAIeZ6Ttev1Zm9BSZulzXYLKk3TMvfJrclt/z4ARMrvIcIeyzMwWC2R7QNDE+WpvzvkT5sKvNls3py/+ep3vyMAJEFUY0hFhEMaACWF28EAddBcaDquIfEjnHeg0IV4d70eFZOf/8V5Wfzb1eV1UZTPPvlkOp1Y6wD61lpVYuRhCkh47239MWUQDRHqJs3vQ+j9yofqnh/zVdoDshCRWUSYiMqyWBzNy7JounXb3XJb1831rnpb5iHPtz/5SYFyaqBzFCy11nTWxqIwa+UNaVnY8TifjHMkDdtOQkNAzW53/uo/m7qeTp9mxeJ2VbUS8tw9f/a05SJCtTiaZFku0a5uwma9tDruukldd9B0iE1RQFmapr5TWTtssnw+GefOl6ttp3UMXRskNG1oGmhbOx6djMbzq6vbqrq5uv6OJUzG8/Foul7WmZdJOa6qJrRxvaq8h7ywZZmRc3luVWxTd8wgSkQ5R6wbNhi7ptmuA4Fz1jDHb775PVJA4sksH9MUXDGaFG3TNU19s9k4h5988qVAw9IyN+UIVdVaR2pCF7rQqhgSAKvNjrtd1WwldhFMQxl88fnPnj3/4uzJF//5zdt11YKan37519e3F99+9zVzsNaUk+zoaDyfj/IiN8YVoyk89bfL2yzLjk8msyNVBWe9aNN1oQuhaevbOwWEk6NPnjw9WSxODHnnM2vd69fn2+1WFaqqYuanT5+k5xSBRB5oXj5+uvQz7fSA9GNXGOaEQEiAhsCg0pCnLgjSh0QDqfD7rpwfo8LutZp4iJLu9ZzyIyUxf8gfeAyAjpGvri6//vqrf/7nfx5SE3RvgExKTC5iXddlWY7Hoyx3hCC980N7iVeKO9MUlkVpf8XMRGStm81mv/zlL9fr9Wa7Xa/Xs/n87OzM57nPMp9lWZaXo5ECfP311027m0zLX/7yl0dHx97lIQQRJaCyHAPQcrlqu3ZTbZfrlUHquq4NnYrEEFPzKPLDZ8Ufp6T4n9Rf7NsFBCRCZjXGeO/zPN9tKxUGRBXtuGtjbNumbVtEbNp219TbXd2GGFlYBZhCp+vV0ls3Ojq6vrkF/f3bi4vxeDwej8qyyIs8Faw9uMK6LPOhc7YHpYIIGBxuKtH70Vta3/R2LBWA8Wy6yL2otKFrQ9t2nURRUQQymQNLLs9dnlvn9tEFqQCyzqZMCDIoIrvdbrPZxBiI0DqCFC4ZEI1BBGvIEEGPaiBA7AAAIABJREFUadybQiHdsaLSts1ms1GqBCGKhhgUCZGUxVmfZ3mZF6u7VQwREV6/frmrtz7LJpPxdDoZj8flqMjz3DiT5S7Bxh7KD398oarwYc7tH/uEHv4xAVACcITOgnOYO/LOeEeGsCwxz4YcDhVJp80+LFoZlK1Ba5133mfWOwMACN45k+aezjtryRm2pMMpBywK9yddKl2GFTDuad7YD2b7SdEQcAMEMpwjSfepIAIsGlmEdZ8qnjaz90nidECmeMAxfbfxTplSYAj5YTeuqpEjC/fRrHK/K9vLu0JyQg9kgTQASr3VPjYm7dDuv5gEBElOq0N8DQ79Xs/kSCjjLMtCCOmU895ba1QlTZkTTil92TPnjbGrVXV9fbtcLoui6B2SA28iCUqNscYYBgEWADBE5Gye58IoElQgMmOAw5zmwxoLEYfc+bheL1+9/P7txXme+8l05DO3Wi1vrq822/WTs7M8z7MBUA/3d4z+aFkhfvQ6+4F8msMEEn1PY4cPfkV+xIMkj+7S+8bo0LKHP/RkqsBgHtbHJ/0weBUZ8kHIps9nLep9RD0RuSRgxiEN1VqyA+IoDZj0g9Q4BHjP1+Z/UT3nI/HVo/1mes6T5+Tbb789Pz+/vb0lotVq5ZxT1dVqtVqtbm5unj178vkXnxpjJpMJAI0C1027qarb5aoLwSZXd4KBIYpI23W73S5tuJkZAM299F/hPkkSoaftId1HGveE6xRqBKCS4ioTekoFUQ704g+GgX8Qn3P/9mXVLoRdtaNE/yMwhhBAmHEvVTmgA2lPedHegprM70LcSjq7QTR2Etq4ulszq7W+acPx8dF8scjzPPPeWJPAfQkNR4QAEjmC3qecfeRVD0OUPsILBi2oDnr0B+lmfR6xPlDPDUNWItIDD8G+jsnyzJBB0zJCXe9i3ApUkbeAy6xYG20dcWa0qarQtEI6cpNxNj47UudyY0V4g6qOzHQ0NVA0TYyxbXZ3KXjaGcpKb8tRE7DqoAlYZLm1lpUQA0AHUItsm3bXdOvt9m0IK8IWoAFogQJLG2IL4Ju66zoRIUADyKJxvVmxOCS/3izbdtW2PF8sJuNx5rItRiLrvW+aNoR2s13lhQGTW4/OFcZ6711TJ6w0OjeWGOtdNMDABOrv7m7LYPJy1FbrLIfZYnx8fBx1sq5Hwk5FnR3N5+VsNp7Nytfn3zab2y4CYa7AzKIAzBzathVpcGeJwq6NbVSGMs9HUzcuFp99/pPjk2c+n0ynTdUst3X7JJuMx105mrNuEaMhmR8X+YjqZnN9c+2o2a53u12NKGVpwBoFJPWAMcYQOZARlq7arRfz0yx34/Goa6MqCOt2U63XVVVV2812Plssl+sYo+qQFHQwl8EHQ7WHSmLcT2v6tUN62BO0LKVBGTIgtNd7aIpq1vtQ5vc2CIPS++DAOExwgRTBCXtaRi+Twn3WC7xzoaV/gfxB/R7iO+NM3R8+EmPYbre3tzdZlpnempugxGKtAwXhmMZVnML3IGk4bULPpI3RsLXER+syBLTWnpycnJyczOdzJPrJT37yl7/4hbHOWJviBIqyjMyXl5frDWR5PplOJ5OJMbauMQZO4duJUyep2mURlRhjGudHYe41C/iQogwfmQ/ux/P3y4cDFssPLgP/UFvgXrWVMgnIGCIKISyXy+1mMxoVHLvQNhxD6Lqu65g5MkcVslYUWZWMcSZPVh9nrYi8fXt5fXlpiJJLZ7GYT+azLPN5nqFJoHDKsix0Wdq1JrUaWgOUcIdDlUbUI2GTUk6BRRjVEXqfZeMiqUlj5NDFru288+SS3ZAGtuI9MENVzfBV3I/hrLXMQPeOiT7+JFXT+A70VESYYwhd09RVtYkAZI0idSGQtcY6b105Ksej8SgvYxd21U6Bky8yhG65XFbV1ns3mozyPEsw+sjBWpM0pcOg5V6VjYiKH7HX6LuEJNxrtoc2dZ9rfw+x0KFP+uBqXgc9GFhCbylzmDl01mSOvCNnrLNgjJrhy7ofqoqocFSJiGotGTLeO+eMtQks51Ig8/2SAZnooHPV9BUQfbTkVDwo4HF/aMm97Z8QSREURfsMDGFR4UQNgL2MCLF/j+CBghaht4+kU1oPvmwHfUHyDSqRpoYTBw6+3o+DiZLtEe4lkXtoX7J+ag846fXMe6pf3x/2f5EZKJKiAIaol1lCmnxR8mYNp8SDoK+0OWSWVP4dDnfSTEdVr69v7m5vq6rqJfkKKnooeldVFokhBJbIsQudAY0xghpRZeYYIe3PByTNvQZ1fygRUdt2r169fPX65WazXsxno1EpItfXl5v1WiSWRZFn3lqD2u9493KXR1tqvX+hD1u4B90QfkDegB/azaE+/ok+MoAe/soBZuVje/L7eeljMer+Y/HDjd9wFzxAKz3AfN7v8QWwB2Hse2zEFKyaqLqEfSNAhtD0yz0ceMA6HDCHs2B8d2n0//v33nNJ309x+vuxu7u7e/ny5T/+4z/+y7/8y8uXL3/1q1/91V/91T/8wz988cUXX3/99b/+67/+7ne/u76+VODT01OfZXmeL47GUeT2bnVxeVU3Dbattd75tMHDyFw3bVvvCLHI8/3zf89Yv5dE9uIUAlEEIul/GO1/kIIKoCilpi/hJXv1+GG/tz8y3ptn8qEOME0ZrLM+y7zPqQ9dEDLJCG6JCDQh+HputR7s92CQuJAiMYWuE1TnKMuKyXjmfQFKbRMqblar9c3N7YsXLxaLxXQ6KUdFOsgVFAkBVURCDCkU+AcLIFHtZ7sx9riYXpYAacsnB/0w6vClPmj59o+otbY/wfs1rNkbCYwxPnOFcXUTyIbCqPI2hKvQvdWwKSza3K+Wd13VWXIFZZPZZPps1oZ2u61Xy43PjjJ/enp0Oh2Zalft6mUXQ+hWXWMWp8/H85nJ/aqKtm5dyzG0XdNwhNzn3pH3EXDXdt16fbnenNf1jejWe1YVAm7arbA3RJtV00QAKpyNiA4gLJdtXN+GIG3bOgfTyeTp6XPv3K7aKdOwrZUu7Da7OzCFDWo7QHQGMjJOgVUA1Djnu6Zudq3RWGQuy/zby5uyotmRZ9WxHx0tzp4/f7Frx+HKhNaAuPm0fPLkdDYbIfLLl+ebdWhD5xyJcIht13Zd23VN0+52EiOIWoBu17S79uz0aLp4frR4+uzp54p0fX2TviG7XbfdNKpuPj8JbLuwjGE3XczQhqubc42j0Jj1cqu0BQg+F7UtoTfgVGIIoW1b6xJTTtpux9yNytl8MWPWGHSz3jFf3N4uY+Dttlot1yHw4CM1ydEzsN8eG2iSUD9Nnw+eQbyXcxwMR4YHE/bJXfsQYKR9LdHXINpLAIAUSfp+DxFw/47u38Z9y0fJvKc02HtBgQhoH96w/yfgXgP9seCiB56Z3nfweC66/wHe+yTMs8kZBSjSO5+ttcLCMSBh2zV1vYtxbC0BaII6kKb6iVT6eOVHfE5ElMjOuSzPy9GIjPnJl1/+8m//NoQYWUIMTdM477sQEmQyhNA0zWa7BcAYGRQN2qbpmqbtunSwWEM2BefAwAeWodlL0OD9/P5D8Mx3x2qH2MD7W+aHbIC9QPKdo/uj5Un/bhGR7Xb75s2bt+fnWeaaZldX24TMS18HsmY0nXzy4tMsL9EY7/1kvHA2v357ud1sura7u7ur1ptdVRVltlgsTk5O5kfz45Ojk5PjwKGqqhC6NHYkY/Z3FpGRxNmjdHvhfY2UgiIARLXpGgYpTFlkhfPeGCOiMXBTN4TkvIfBTQTD6gb2ZSiCghpLAOCdG41GWZZ1nSbAdRqGWmMg6aJECOkQr9238TGG0HWh60LHoN7k1jkB8Fk2Go8Xs8XZ6ZPFfFH4/Bv/n+dvzln45Ozkpz/9i6ury+Xy7m55V9eV8855Z4zZbjfVrkrxDekJTvOaB7knmETVByhJ1D9Wg6NwwMb+ABUwhUH0cm5DZB15b7xF79BZcIa8Qe+IkBUEhsjZZEJLLTFzVOUUi2et6RerhADg+igD7dstk/LsddCPgiqQJiufQoq3S30I9T6++7kw3IedDaAnlaQvlJSxLn2nxwr6YMABBwkM1PeLA9VFCMTeiwgR+zYvoWtQEFRBeggl9IGfoEII1hhLljD2+vSDdRki7odBSTMMCoZoINkm3FQ8cKP0J0CMnfbKhf3rP5iM7+c1oinrL7WXMcYQgrWUpioxRjL9eMUYw8xXV1er1apt232zn3oZHDCeLJxuui5yiKFuGxNj0zREKVCRMfazwPSPYu5ZpNqPEzRyRNS63v3nN787P3/Tde3nnz0virzrmouL86apyyIflSPvvRnKz+H7IISYdF+Plk36rvxSkn3pf9aJt38wVOFRROX+V1TuC+CHgM1HquiHU5ehgX2PEvJj/d7D1IaDH/vNgkgEBGNwnx6f+cxaxxyZGQRVkra2n1AYg/22xwBRks/zwX3yMIhPD62/8OPzq/8r7/fenchut9vr6+vz8/Orq6vNZtN1nTFmsVhcXV399re/ff369aeffvrzn//87//+73/1q1+dn59vt2skWS6Xl5dXL1+9+dnP//KLn3z5s5/9hQC8fPn6+vp6s62apnHO8aAqJCJnbVEURKQiMUYRCw9y4QbtQfLjJVMmDv/3/ocM0kT908o40/Mg3AeDQlJ1AySMVdqe7e+JlOzcLyh6rCMCKLMAgwEigDwvkxXEO5+iltNqWlgV9Pb27vb2brFYnJ6dPH16enS0yPOMjBPth7vOuXfN7u+tfIZFqe7HOjzoQBLAzhr7bnn18RQLIiKXKKk9oTF0XZQWiGfzUWjHbbvZVUFgJ7JSWLNgCFmegWUv0TZ1yDPOM0cAoDF0ddsuW+eKvBAegyhAl4zaIVRNs8QtW8mdgXGZGx/rRmJE9WY6OvV2gpKzVEEal/HzT4/G293l9c3d6kakIUrvLpdnY++FkaJiCFs0Zjz2IVK9k+127ZwndIT+5Ph55twNXG/yak3rENrNpkGHWMBojCzUNCrRWDQohgN0LcQYEKBthQXevLkosjgdn43KaZZJ04S8zAFs03Dmxmdnf/35p59dXl0wx8zbPLdNs767u5nPTwF1tb6qdneiQGT6a6ltd7sqtB2KZhYsyWgCbVw2zbxp+N///etqV99tKuengkVZjF6/OlditLENDRkpSocYN9Utt99qmEzKs+lsWrf11BZ+PF9ub4QBBa+v7s7Pr68ul5PR7JPnX5y8eK4qq/UydDAZH8/n810Vjo6P1+tqvd6CYoJMtk0nrM66P2hOdoC3Tr0KDacw9ZKpyJjGzQiIKI9cO3205WCRwtR/7AsdRPwRr0bvZ/9/WEzz+1s+/WgrOIR9EY1Go1SRxxh3uzqEuD9sUzObZVk5KsuyNIayzBFRjAFARSIzW+sQIDWt+4Yn1f1JgWatTdnfeZ4nZMv19U1V7VJuSuptEhumaRo0GQzuB4BERCBViMwpgUDvXV5IlBLCIdlvDgVOdF+t6sfLkf2fP2Q27lOx/iRHdZrzqqqwROYoOiQoaIihC51zpizLybh0RP1O4PYWCOeL+Zdfful8LgpI6GzBEayziFgU+S/+8hdd015fXb05f7VcLrfbrT23n3/+WYzhbnV3cXF+cfGmC62z5uzkJFXDvWS3r+H3ILukT8YUIU3WkDVlNh5PxvkoR2vSHeG8L0d+NoOk6hyy/ggBrTWZ92aoXyXGIXZbeZgd9FDNYQMTY6rU1dxHKd7fDURoncmLfHG0eP78uc28yzI0tm5bY22WFZPRpCwL7136PqfPm+fZ0dEiy9yTJ2chdHWza7qmqrY3N9e3tzeXl2/rene0mL+zpvuTyDL/6Fk2ESqBOoPemty53KG3CS6yfwEyoBFx6LAkGeVSBBkimnRJ2/t3cZLFJhAJAlhCkrQ3S1Ojfu6bnG/p3c4qZAwmze8wV5KDueqhBK4XtqfXI8Kyx77hR6JNUtBdz/E+xOB/YJUqIowJy5lsfkSInPQGw6yciAz0M5TUVhljjLGEun/XGUOIkEpEY4wxWeIMPRrQJMzGvtRMkaTJcZdaw2Sgy/McDsKo0u/0n8taOjD4ichyuQwxpM9qLRK95zhCRGOsQ0JCUSVnnXORgffWyuSWPFjrDXpDBICmaUSkbur/+I//XC2X3tuT0yPn3Gazurm9cgYnk1FZFs6afr0uMqwJHjdeH33Hf9C0/JFfefcn7wY+fPzD3/0b3nlBD0ORHjSrerBU/MC+RHrfptx/Mhl8G70WpudToMYQEuDNezcapVr3IHPzPkIUBpPwI034x8Wzf9jN/+fW7x02yikyBghNQlIlv/D9OdLnfqS8k0FPDeYh5JwRw3p7va2Xu2ZzcX7x6tWb71++aXYhRkUwRLQ4LT6Xs+Xypm1vvn1918rd06dPzk6Pjp9kJ88WUerlLWxr30Verra3t8vRZOSdnp6ORyNTVd1m3VTbBsQAG2fyclI6a6wxlhwiKHQAoOAUzFDy0bAP7235RKbHr+I9KGhvztmnM6dz5JGeU0XgoSPz/aWKPs6HBQZkgmAwupTzoTCYjQBoaPNgOCrvD1pEoJ6fTOpInbUWUZDAe7COkQJQp0SAkoBXTdNEDm3Y1c1qvTlazOfT6TTLixRLmJrMA/X0II7WfkK5V8qlQwwxhcYGVRQVMmxIyAAmIeyemYb3A/W0chfRNBiGIdRMkxFLAEEMEQEqs8QYokSwziys95kpMrI7xG3suoYj17UEFlAy4Am8iQYbRTY55sZPirbTVpu2e4nk1XSa76JGwAyw2ra7gBMn4yzPAdGIHfkpG2WBzGbeGVXeVtsu1gptWRhyE8Wzql7tNg1DdJlTgbZtQhe6NkRll5cuRzJQjrQLTd02WTEhM45xVNczwrHPR/NFcbeKVfc2IlobgaqoPkYkQEuRoZYYyDC5VmO7qzsAV05KZgENLS9Pno4mE390XCIyh3B9Xn3vb158Xp8+y8flnDki8vXV28urV3d3b8YTk+fIQnVXc1zF2HRxw9opcdTIAsSuExAkS9Q2cnXbanZpLGzr3Xq7y/JmcfRicXQG9ZpxK1SHcKO8EwSDeRukATpdfG79wlt/fbcNGsgXGktQJ+zvbpqL15vLt1U8nrx4Pj85/lyFMj+ejBbj0dzZUFc6n22L4tYaa4icQ8RIKARkwKXUZSQehsMKAG3XNW2XzPTeu72vChX6Cbru2XqkfVKlJmtNf1fhXtdPCRNHAiQ9OVMQdUhrTryBFHSVFnhACiA9C08IxfYiKUUBBWQlVAQhUeThGBwAYEpJaqeoH74pD86M+9YFHzkrEPp4seTHmU2nz589/eT5s2+/+857f3p6VpZlKsqd886mHDh3dnbmfTYMJlEVEIwhgj6xXVLlkYBK/ScASqPkLM+zPLfONV3XdiEwCyjHyKrWWWEIMSRDzj7ZT1X6zllYgRRYQbg37QgRgTHMLCxpeJ/G1CqcQAOIMMCfHusx9zJcGAJ7ACDGPs6OiERYFfI8AzIqGmJEREOk+woPU2D6/lP05Z1KGmL17Uf6Y5K0wckIJdwDKlRVGFScNeNReXZ2WhS5s8Y7652LIUThruty5ydFmWU5i6gC2awjJSIWMdZ+8uKT2WTa1vXLVy9vbq5vbm6+e/XdmzdvADQvi7quQggXFxdFnk/GYxxkbIj98UsHCIL93ogInbOjUUnelOMxOQNEaCjVqhZtqhIJyTlnnUmQ5ESiS6GIoMqRWCSxPKwzZGlYGSFZC2REQBJFFQjJpNqgn/ohaMrDQkLrfFaU5dhkjowDJAU01mVZ7py3fYBSUipiah3zPEvfehEJcdKFrq53eZa3TVttt01dQw/DYFVzUC6mfHBSAO5bVdqDn0UE0CHYfgiiChBxuFIJjA7LA4XExE85B5bRpsnRcInJUJkm98cQ4oRqCbylzKIzbA1YUodiCSyhRTWERGZfOu5X/YZMcpylZt5YQ2gOjgAd8q7TEkh4z1pB6nlxmlpGFehxmn3yYZ8Q0dfAA8J0YFVCXyAPmXvIAizIyfq5z3wCkSEqtFeB6z2YUgGQOU3EFFJp0AuSUsx4byS1VhU4tCAOFZRRBVPWcMrvRGJKuYAD3BUBDRKRUdTksbZEiamuJGnpgkhklHs5fn8aWDKAQECWDKUWDwmQKL04wj2LJzFCEWnfu+7PmD44HhiUEQWUQ9ugajJzgSIoDHB+YY7JPZ5GaQ4gih+eOMscCCTPXOYdEcUQUBEUCY0hS2ikxzOBNWa5ur18e/Hm1SsEmU/n41HZNk3XNqQ6m07nsxntA9AHZnQ6EeXhJaLDRveg2Nz/ROADRBE9jJPWhx8FBz/Rx93Zwy7tvtXZj+8OlVyP+0SN969w39bpOys7ffDJ9R1ujCbiFGIyBiBQWgsryyBlD6ktFIm3tzcicTafHB+fkrGqjCLp7SF96gKlvHUFA2gRHaJXtaoWgPZE3veLcf7A/urPq99LUaAAgsgAUTQgAIIHsKBWlZLxmPajYYgKEZN3BQnU9hIAAQCJwiI7lrvvz/+v15e/u7p59d133798dfn27d1i9jzzY47m6Oh0fOx/enS2q/Or64uX33/3f/7fv3XWfvHZk//9v//3z3/yfLLwJ9WJK7JdQ8L29nbZhjXZkJfu9OyYoLy9ab//9spRQepKP5rPpoRYVRtDlgiROqSo6FTzVPUpJhUKKVggT2SNyYk8oUEwiCZVeYPqi7RfQCcsH96PL7Q/XHslJx4G9Wk6Avfjh0fA0lROUjQYPISMjCGMChE0qCgqmj5OmhEDUFBiBBQ1qg7IKiX4MqM4YkcASOAtuEyM78g2gjVr2lESGvK5D9zeLuvN9vLyujg9Pn3x/MXZ2Ysynxg1ICk5Nb3EtPPkYZLqQAnR7NFWgIKkliRiEBFFQRPICiXlB4I1KP05LkmFk9KfBvEdAph0WaRCnRBEWUUskkFEEVSVaJo2F+OKbDHJn82Lp5WZYgerVrpwGWQXWjaIRWHMNOPMrlmNHZtxNi4N1uvt7mq7ewlUW0OGfCe1qgM3i+Gm1annBccjQyOFbDSai6G27bo6atzZDLt428WaSFi8z/xi8ezN+fUm1rFtcutDy1V3t6vaXVMHjk9np3lpWZvRWHdNkKoxrlSc7erRxUV2crKYzJ7PT07t2/Wq/g3kzpXRZg1LFaNzpjAIqnWUzuUEJkZt6/Umz44Wx0+nM7/d1lW1fPbi5NmT0+PFYnmzvnxz/fZiubn8ZrOaC53lWW4Qt9vdV1999fr17+vm+tPPFqOJGrcFcxfkqu7WLXepDkNL1udGRqHW0KFGRMWa+ab7fnE87mLcVDXurC2fPSmnxTxrpdvUa27eNvW26UxuZxjEYWZ847JWFa9vr9punZVQ1xMip+xXt7C6pd26aIuZN89Ojv6COUyn08XiCNhaauoKppNVnpWGrHXqrIA2zoEzBsRJBCAhDIB9XYIIm2319vrGWrs4Whznx6mV6tODk1JSB+cGEWi/bSYEQlKgdJBBT5mjVN0ZViMJjg6SyOIACIICwJL4BtKj1gVI1AAAkToSQ4CUothRBaMaVVLBpPMEUkIwQ2UICqzEgBHAoNp3/RGHk0J8rHs5AA4OJU4aYM5mk88++/SnP/3yu+++WywWf/u3f/fs2TMikwKI01i6bdsnT59necmSukQC0WT2S7HFKmLoXqqUSNQimJRHNstcliFRtaubEIxzpbVN23ahA0PGpDJGkxdiP1VFRBEWUWswyeNZmSUqiLU+Du5DRHDGgCKBgsZ0qvaR8oMr82EAtu5H7OlTMXNVVV3XJXlC4o4cHx/7LAMiDp0hA6Z/PyQlZKqhRYVSZam9+CeVhgrKIiliV1hFRBGsNUhAqmnZkKAZRe7NyeLLL7/I85wQnbPOmHq3u725WcWVBsYQjWVSZVZjQYxJcjWDOJvNfvHzvzyazzfbzevXr379m1+fX57f3t0KyPHx8dHRwmfum2+/4cht2yFgUoCRMaCEgAbMXleFlJBFbEjzzB4tZmLQ5VlgIWt9lhVFoQgcOXSdMZQ5X5SFyxygAlFahKMB6wwhxqDDmFbzLssL73OnrfQkFqB0KaWmRZUYWAigT1tFJWTAqMhgFI2iYYYuBB0memnRoaKgOkQLAqb1aYz35m2fl8VoMTs6PTkzZBKEL89yleQPVzQACpB2OJyGtkYBRFkh3SycHmwkS+RZIiETRNRISIgG1AAYRSPpgU+xAUniilbRpH8TgWD/W4qaQtUVKeH81AF4i7kzuVVv2KJaVEfqDXpDnsSaFDNzX0sn1gYZi5beWU7DwJTvoybS6j1IwPvAPRKFKBoFWVDTS1cEACNkergEDdWxHEiZ0kK4FySKgAiKoIhJJJL98qlnPfZBfMKaUtwB0nYyVfPMBNLjLJQAkdAM01wDzMCRJCdADR1KjmokkjD2gZKkSAwYQC0NQzmLRIhm4GwkSZABIEVENDbrv0EqFk3aSPcrGQRCo6DAYpCs2Qv4ez8qCgwx7MAx9CICghC4n/ukxXUI1iJoUO5QmYBAhBQNEApwAHFgUrg9K3NEAmvJWWMRwZjYMxzRGGsgAIHLfJHliLhTMGQJjEXnbeaMVQGOggBlkX9ze/Pqu2/vbq6ePj0+PVk4Q5tmF5t6OhqdHZ8s5nOOEa3dt6WDr530oepsn9e1d3Xuq0052Ag+dtweEGQ+FMzwbjTC4Yc8gDW881vvV/xpB/3S+94Gm2wFIntyZ1qf9GZ1BTlAsPY/kRiS1CVGFgFCmwJFOAoiMUvXxeQYapr2+1cXIvzTvAAyzvsQ2vTokUkUjIQB8YBe1QFkiAVhoZqr+oPl+0MiDfRlBj7C0PwQxePPTs85DD4IhmEwADGjDpSQtFqie1krKiCrGEx6HkakyHFXNTd3FxeX375+89XL86/v1m/bUDdNx10+Kk6n42Pn8qaJTdNsNttqU7FEa0c//+mvPn2+Fm2yTOoNn+y0AAAgAElEQVTm9vyiXjdZ7s7G0/yv/uYTERQJrFXbbXa7m9uX380mz7J88fNfPH3+Yjo/9vkInGeOEriO3Kj6JDJ617r9QKd4EKmHCAj/r+S6GuhTcvo2kwBMqj85qogSIKFREAI0RhUNgkV1CiioaFgxEhvlAGSMI7IeEBGMMV6VYtSuE1E2xmVZzmJUA2hcLzf1tr69vn369Obs5NnJ0dPRpHTWK4GysLBCsLYXrewfNDLDA0kgwlEi9XFp0jRt10VCZ7AzxlrrY+w4zf1TT0f3SUf740cejG0AQJNaI8U9C0odmpub29zh8VE+mZiOdb3ZMEeB2IUmME/H+eL4yPucGdo2lhOD4AFAGKzxk8miixhjaDpuGrbGYobeGUJgbppu4yw4C6xN28bVeivKhIoWBTgvXDnKojSr2+X19duLi7fVemk1CqD3E2PKvPCCIi0TgTHkbO6LvAuw3oSua9r6JjTV82efTWejp09Pf/2b725urutdTaYj4mYHmbMADsBWVUNEzhgAIGO9B2N2SAAoWU6RLUD27PnZF59/enZ09NK97tq2bTplEG27bjca5cISYueM8dbXApeXV3hTMax33TJwFwJUFccuGoQ8H2flxGhx3d513IBgkedogCNYm5GxIaqlcldtv/76K+M7wasIb9Fq7j2BG9lpNjrN7ZN6F66vlipZVTW3dzcd3+Wl5FlBwEWRP316OhkzEgk0XdysVnd3y4vr2+mzJ58Zl4/GeVHk3rseYg9pKBGBOkBEJTJAxnQxAhhrrcvsplr/+7/926bafvnll3/3d383LgtEFNXAEdOcNW1yMAXpMosWRQHK8pDv/yE3FxGioXScDet73M8V/1wSng9esHMOALIsK4piNB7PZrPFYnF0dASATdsKcxtCU9dwqKVPraLwPZ/DGLJ2EMAbHYJpAYyx1gAEZhiAn6q62+28995762yMkQj9ATUuzchSdZFKwxTvQMaSMUlG2LZtsuiQdZCS2CKjMVmeU/oj5AFiqhaapmvbZDzt6rpp2yZFtoQQk6CLWbqubZqWmfM8D6FDpM8//+zo+Hg0HjvnehccERElmIo1NgUA9LITZhq+mAmzvk/0Sl9kRQ0hxBhVxXs3gCX0ISdGRJgBkiMoxiheAMEYi4jWAnkvDEmWmUIXUk+e5/nx8fGLT158+uLTm7vrBCR7/slz5+3bt+fVtkLErutEipROzqws97SJIQ9QCJw1dlSM5vN5J5GcnfgskVSNtSnlKDhPgNZab71N8TyDocX7zFpK7wtVJUvWeu8z7721tm3bXoeIYI1x1sLAwgXSfmkyvAecc6rJWerTZw+RQ4xROMaQNMCh7VZ3K0vm4uJis9mOytFms764uPDeZ1mWZT2lhoVD6FIP771LSZsfxwT8qf4jAkCT8uxhyBJMwxuTiG4ExoA35D3l3uTe5J68UWfUE1ijzvbZEu/dBjzy9T4catzX66kZOVgzpu03sAArsCYn/wMAXo8wwY8BM7Rv8JI+GD9Q+90X7b1g7hA08kAFJu/DV+xVizRIo60h6mkvwspROO75oYOJUBMio5eZpmfQurSiPwRn7XPz+qdYWe83LXjY/BxMzijpV/eiceaYpnrD/2UD2lTbut4JL8hievqaul2v1yLBmOK9gr2kFmHR/RduCE7oNeF57tPfr8DGmmRMTUtCVbm5ubm6viSC2XQ6Ho2qqloul03TTCaTlMGwD0T98TjARz3Ye781j7q7jwAI9/rbH9PvHf7NH+73+J1+Tx/2ezps/D7a7/XQwT5hqIsxuTOY/x/u3uxJsuQ67zyLu98tttxq6SpUNxpAkwAJCZI40pjpZcyk/1sPM6YHiiJnQGIl0GtV5Z4Zy119O/Pg90ZGLd0oiIINNGnWbVWVkZmRN+K6+znn+35fHIYOAPM8T3brly+/ubi4WyxmZVkZY6aVnxJKB9WozMWDjz/pDv7n6N8T2efNpwuKb7zfkuAx9bjHNCvaqx8RIQTX9c395u7q+uXNzWXTdFm2LPPY9/d9u2kb67w475UOJgORqEUvFsd2iN6FvnHaVMuj5dOnZYQ2QF833UCw28jri83JycliWVYz3Vuzvq+Hi/rq9nOMVZmfzi4MsY3SIDzSnDHvGVKJdIL7dI+33qkjvoHeZDgcAuAQPiQDGt43T4eD/I03HgkCmCyj42oXMT7cBYQCJMJxfDWSiFYBKAAtAoKCSKRYK8yUYgZSSDwO4AjVOKVM5uAoCX5NyIAA4K11G7/xPta7ZrPenp6dLleroqoSkltkDGkI0UskBE6tylFzNfbgiBDXm+2XX3/z61/99vZmh6gkokSYriSPYLGHbeuBYD8hE/aRo5Ba7ABATAjInhGoruuYqdPjGQgRKW2yEBGCsBZlNGls+846RsoBshCUCCYYoHPRRwmRvQuDjTFQRIwxCgVBGyMEG6yzWvcBrPfiQm9TF5wLbbQxRmlt275puvv7dXrOw9AqrZmNUqaoSpURd8IKk5KWiWaz6uwMduswDI2z3oee2BuDznVRQlEWRFwUeZEjYyFBeSvD0BuluCwYKZGAsswASN83s0oXBbHS1ja3dxd+2O2ardLx9GxeFYv58YI4aA2cZTHOj45W93f57V0kFxQi6yzPZhQIkRVDxMRmNMSahCOEIAOAkGZSClkr1trkOiuirwC0RNFsIuUSMu9IIhIi6Twz81zPrY1b2wCEs9On/dBefvUyH6QqpchgsagAFFLbtBZoQBrWmwtAYi2kgmEuSpMXRptkiQgiIhAAPZADEWAShBQjEYJ470hTCLHruy8+/7LvhzzPv//xi+VibrT2Mu4PzBxFnPNjCKRKDWD5kNppYjmNaJgJA4h7eQsePOzh0Q92m5GOCPjtgOxx7I8HPDH84xfkd5glRMyKJtVeYhLEGJNrzjmXjkqHaJMgY+AWHSgYR55BGtRJaoenaLVJ8jQBeL33xJy0EUn7meqpUawgI/96pL2L+BCt8875dHxLenBSmpWKwYtEpTNEcj50fZ8GUYn50ff95eVl4iUk103y2KQVe6riOMaIaBNgvev6tJwPg/VhMxlv1F7mur8IyWs3ImoOjiYjv+RAa7RnfQFQKq5wPyimMfsxSowRZTI/j0pJVqneA4BEPWal9ifLVHMDQJ7nq9VqsVjUbQ0o6dmWVb5cLp1zyfSVnoD3HoB4DyAa4UGTQGsvtwsxYowUbD945wQwuVi88xKFEXulbD+kV9M61/eDYo5REaJihYSkOFX4ZVkWRWGtTU8bH9CtSeyS5p9CcihChhBDYm6v12sk9iFY751zONXeZV4UeWlYN00bY9Bat117cXGOiErpLMvSzzWZgYkRqrR6n7d8f7w/mF285eR82OLlAEw4ijNHYEh6K+9TnpONJ82ZJQCEhPBjxDQ+0kxKj38whjLDuaFMsyHRHBUKU1QETA9rxDSfl4N0csSHfLzpPbiPisYHaBOMPgqhsd4TH0IIccSa7HunMjJexmTAsW31Rl879VZjkBAkBIkBYkzEpoc4w73tL0ksZe9dOQStAQoezJam/ti0cKa1U5LSWKIXCGM4RIx26Nu23u7WAXwEFmEkDCmB3Yd9qbaPBabJfTd14WGSucqBNmKCfuAhw3yfSz75juJ+rRvxTnE0qICIBO8xxqHrb2/vjlcneZYz8xRtuvHe7h2n++r2waQiD3Y+RFRaEUIIAabVBsdGdkx4rXRQtsNwd3d7cXm+3W6Xy8V8PmelNptN17UAUpalNvqN+e87DY7DZPHDgu3dGuzbDUbfNd97q3J7b3H4Bz/1PhJMkLfrvThiw+L+Yo5NkDhKPONBkX9Q7409CIpRvA+InL5XiDHNz+u6vr29u7y8quuuqlKxhzHEEKJRvM96OdzbpwASOrxJP6gP+8FDoj+vem+ysYhEQhwLiBiBprTT5IcnEoGIUxZh0gsFn3IMeRhc2+12zdV6cyMgz59/f75cbHbb3/7zb39V/1PbbNp+m+UINJtVFSKVi8Vy8dS2dH5+/dvf/nq2gMdPFp/95Q+2u5f325vb+01rr7/68vIf/uEX/+pf/eQvFj84ffIsSlHNZ4L9//P3X1xfDgoXTb2pd7dN+4nEcLw6ZcqYmVmPBdIEKXqD4CP7hKV3PhAJxl/vf+xY9u79+eaNlE6AyS+d7PgBwAFGIBBNBCxRx5jW0gSQVQAKREdIKZBEHI2mknRKqkESQRQgQUWkCHWStDsXBjsYo1gRkzKmgBhE4maz2Wy25xcXH91/9OSjZ4+fPp/PyyxTiJy4Us47iMSMDKO4jlhiAEJiZQDC9dXtf/vbv/+nf/wNc/782Y+cjd6FhH9jHncGeACmjYfHyaKIaTmPwSdMX7rugJLuyRhkGFyudZaVIINW+WJ5HCQLQqSoLCvbw9X1TWZiVZmqKm0PSF5Qgpeutbtmpw2AqBAEAWIE6wbWzBxB7GARYk1D0dkts0FG5zviIs9nWZGxUsGLtX7orXd+uVyhdLftNbGwElKxmulCtDIALD44QvBRsix79tHi8+4SsUUm63Zdt+n6KoIrS3N6eoJo80LKMhkttLWxa3uvtGKT5+x9HAartPIuNM26KPK8KHSmrm9fXV59ySBFXs2LxdHJ8YvnH6FZ9uKUirPZbDErt+ubq8sZIWdGV4tZUUUbZt2wrdvt0CtGJ4EgKO8BMAKJkI/RCimlK5XlhFgW5SovmpoE5nm+Oj2dC612Lb18vWnbnjAuDINREBUAWR8Q4g9+9Nng7K9/+yvnBwm9ZrNYrqLQtm6i9EhOm9C0d0obbU6NQaNYZ1pnWmtFnJThSR7sgSzEIAQxYoi6LIthsF3bRSRiVZTldrtr2gZAUOTTTz95dHqKRsfgEYCU8tZaa7U2SmtWylkPEpj2FgV8z2ER4M3g5jfX7tHcB/Ceeu/9TdW93+A9ssyDpeC9O/Fbn/qOPWZfpKWz4QRFdMNgQ4xd3+9HVYh4MEBPc6EkhhNmjiEEH1L5BATiRzRulMgsALy/OulbKaXSURN5bM2ksL6xKz9tyIkqmHJbfAjWu1HEB0iskJiUYBQHQDHmWgNS07Yhemd75/rUVt9sNr/85S9vbm5ilBcvvrdarWazeVWVWZYZY7Is11ohUtd16/V90zR5nt/d3Vlrz87Oosh2tx2GIT29+XyeSoik+USAxN9LZJqUChFDSCezETURgogEHwQlFY0xRueGNHrCkW35AJF/4E8wMytmzayJp/kOIQqyUsSMMhXkwcfgk5AhyzKlONkg3+DFH4wjrLVaGa30nnxDqbREAsDgQ9/39XYbBMgYaXsfvAshTtjVEEL0AaMwc72rQVAkWuuappMYjDEpHFoZRUwiorWpqqooir7veZKTjfXnwdEuJrwdPASjWevq3e729vb8/BwQQ5QgYq1NlybLsriIhErnnGo5rbX3frNdN3VjrU+v1+np6cnJSVnl+yL8UHozRWK9wUDf480exmXvnHoRU4rBQ/k3usgPfElRYnpQDB4lIAozKkKNyAyZ4dwok2nNpBi1RmM4U2QUKhKmyBAII0lIIP7DInNPhHqXOJMm4tOzjQ911XToBRBMcY9RwljvSQwHy4iiETUhKSxm+kUn595BKSXBxxAgxHTmmAzPcVSTCgiRSMQ4lpBvGK2mKmvM8EyZLilCYRKSjgxhERQJIToAn2B4Mfi+rbfb9c3t9Xq3iREEiJklSvApEWp80mnUDCAxjFXZ2GR58K8+0AFIcRok4nuq/X3DbQxeR3iIb0m1RJqUe++ji7a3dd189OSj5WKplHLW7Xa77XbrnD0Qkx+Mgg9eUZruf2aORMMwJFgMM4vE4F0IgRBSwDqIdF339ddfXZyfD0P/vedPZ7NZCOH+/t45p5RO69UhdPStOdtBJ+P99d6btwZ991jvverNt+Z77y3z/qhScHq3h1FxGg9L9v18T95yCL5V7+0z7iV6GdfLZNKLY3eOmZVOXO27u/urq+vNZhdDWp9VDOJTJCkRM3kvOHYViN5bA/zPmPW9ta3/efI56bAhzW+ErYSJ1hMnVSLaod9s67Ztijx/8uSJyfRyOUM+vbq+VNp89sO/LKtZEP/xi+933XbbvPbSrXf3gYqsfKJxaYOqm+Jnf/0ff/azv/npT//q6vb3Plz95je/qttXdVu3rcxmR4tF+cknT/IiNP3l+WWX5QZRP3r06Gc/O9rcxramj7/3g+XiKHi4vVk3Ww+RJeiyODJ6juAgyneXufCwYeCfrJB+c+5HwBp1hjoDVALkvPQAEYAAFaIZt7dETKGknCVAUoRITDqS9iDReguj+k0TszY5ABqTKzYhSvBRMaki98EF70Cmji2QMZmIiITzi1ebend9e/f4ydnx8XI+L4s8Y6bMGIkIyEAgUWKQEIEVIUkaCHTdcH+3ub1dl8VKBPvedm0vaBHHMJNU74V4KCInEIhBRgk1Udq6mFmxQqIQQl3v7u7ub27v57PFyclxVlQobZbPlqsz4cfr9XqzuSNniYtqsYBYDZb6oW27u6Isj0+XzMpZub9p5vOqrGazKt/t7upmfbe+KWdFVZR5UQEYZCPimm7LnCmTs5YgcVvDkk/jYJu6vb65cKFfrY6KyjD2u/U3s0VeFDkxIwVnbdOt+23PmnVu7tfr2fzo8ePvPX5yIqKuLravXv9eawlSC9iizKuqKsuVD13X745WK4XaDo7IdV0/dPbk5MgH3+yapuuZTVUtkS0yM0M118GBt7YfdhIGa5v79bmTJZpn5d/8++WsMrpUzM+ePTs6mt2tX3X2ztlGZzkgiFCbRYhBAkPQeVbmJgeIROF+3XeuUQUXumyaNamojAHQCvNcLVfzJ8en3xP66Ob6Ytt3hNg3XsUGy+bZx58qWnQt7rbd+r7vOz1bzJQmZAXEyuiyyoeh1wZYyWJZ1nX76tXLIjs+WgKEcrLZMBDDWOEDjMJOANCJXYZIZVUBMQIT8vHxsQ++aZq/+7v/dn9/+9Of/OTZsyfGGGftMAwxRmM0EgpE712IgVA+JD89hBgo8VSEQAAORU5/usXgX6I3I2ZGpjzPk+ZHBLwPzvu0tiQKf5oA7GuwdM8nJWCa1I3MgIk9h0hKIRGFmARQmKtca52y/py3IXpjdIToQ0gVUd/32+226TrSxoaArLLMJHmkRNBKh4guSFnMl4tVCMKkEppzU68leMXEWtsQtnVjvZdoJfgsy+bzRVGUbds9fvy0LMvPPvthWc5oOtIRYdJqeu9jFGPyEGJVzZzz1trlcqmNWa6WKfKnaZrz8/O2bZno6OjImEwxZ1mW53lRFPP5XGstMUXLpHLF7q8hCAQJSVI4wQPTOGLk0/CYCg2pxlMqsjKc8jGY95qQh14XIQGNJSFzCJ6Vysuims2IuO3aUVIpCZQfvPcRAAiTvDZ5JURCouen2DIkBqTgQ9c09zd3gpSVBTAn+yEQJhuAd06iKKQ8y6KPfd9XZZlneZ7lANC3XVvXTJwVRhuNiM77YbBTf472Y8UY4gjvItKIQuN0Ozm7mHnM8CirxXxBiokVEEWRVKWXZXl8dLycL3Olv/j888uLy6HvHz9+/KO/+FFd15v1brvdtm17fn7++vUrZlpv7jeb9WD7g8KP8NvB5//yw5kApE4oiEMATWQUGCZNoBiKnIvclEWm9RjKrBgVg+ZE+4BkKHxgVOD7TSTJXBdiBGRCTPFsY7sFouCbnaLx3BKTiD0ECGEie+/rGQKGUZAlgMntJnHP8Nj3iVJlJSGkYm9E5u6jCw6gBN9ygYlGsSK+qUEdvzRF6cQAkQBiDDL6cqNAtG5Yb9bb7Xa720EDBMTEWo9H8zBq70eN9L5g4Ok1TcXega13z0GIU5rbXvo6zmnjwUwymbNHeSCMSfPpPkv3WtfYuu63223XdQBgjPHed11nrQ1jXhS9qdGgtEogokQCJGallGIEoTE2ZCpfQxAJIdCUd2XtcHd385vf/nq72xRl/uTJYyKo611d11VZVGVujDnkhcKboHs4zCp839TuOwZ63626/O7K7Q/We28Vh98y5UvQ2n2eAR7Ulvu+w8FcBvZGvrH9+PBeGwd9iU7EPgKIaMY8L521N9e3V1dXm81Ga4VatMEQwr59kC5cytpL5wRMyJa3Qhf+f6/nPMif2ZtfJ5UOjJF0Ca4bgnfOD0Mw2tzfb373u8/PL15VVflXf/WTs7MTJG9tV5aV0dVicaa1Rgp5SY+ezE+uTKDg4wDk6oaqnGxPt23/+OR7z59/8v0fPFX53cXV+dXVN91w2Q3O9SVjpxiefnSUl6i1I7aE2tqwXfuhU1Vx8uzxs6dPnhd55axnNM2uX9/XN9e36029Wh199NHZYlYqEnnXrpo0S+/7AJF/YXX3XcpPSMCxIOAFvSAAeEEPEAQIBAJ4jChChDJiKSSMnUJBFIngINgAIKIFgHy0LjDx/f3m1avXxuTz+YJISGMIMXif2AyQIvSImSmG4IMP3jsJfrvtbehtu90tVsv52enJfD7PsjxOc44xAmg/l0xMJKHgo3cxZkDIdnBd2wO7lCykFE+GVtxDAqexQ0zt4REqhTJ2q0FijNYOzjkAXK2OFosFkwJRRBmpUsS4wIPH0NnMlGW5xLi0g2nbMNhgclGKnEUCZiwztaqKZbkonHfWdwE6pQDIuhCZcq1FKRrqfhh2MLBWBYCx3mZZDmCGwfbdgBR1lStWZVmsjpfaEJAHZB+6fujqdnO/2bDial5tt7uuc85KXhwVBZUVC7Tb+uryipwbvLcSpe9tP/Rd16/mChSHMCRvcT/0i8UiSaO7riG22qjtDochU1oVWaE0IpCHKOgGt7u4vbdhVszCZvP909WxqtTx8SrPtbWtehXXWxkCmhK6ftf1QzVbKg59J31jfRBkPjo51gbySon0ROBDpwyLeO+s5kVhFlV+HKwhqWZVPsse71QdwrBbt+ibWR6yXB2vTgFmlxebrpO+V6ujo1llFgsIXpj1Yr40Js+LquuG2XwZI7VNuLq6RVnMy1IiCVByryIwAk9njsSMRxD23hMplWkaqdyU5HzBh9vb28TSAohHq6VW6iG8hMY+7ocw29/W/4hEiDR1D8c4BoQ9Qe7bgMsHfeRDotnBd8cPXRk+yJ4xNe0JiZljCtqOSSKI04CNOR0iJ5VYqv5SUlxil+MUrJb63DiidYkxcSBSwielWZNIJEJWnCb2qahTSh0fH+ssr+aLxXxZljNiilEABQh9jD4kRCW6ELphYAqKOYZQNw0TVUXuQ0QkY/KiLBlzkKCY86IQkZPTM+9cNZs9fvxEa+NT6suY/0lExAKIyEppnaospZQwK2MyVpyOckqp6+vrtNiVRSkiXdc1TZMqk1G1mBf4EG/N+5ebkJLl7DBk+WDcC957Hn1a4wTq0CAAU5ghEZHsUxiRmPYB08ScF8VqtVJaJ9HjvqQZo6mnfsOoNJU4jqYmeOsYqSEiQbz1MYnhlRZEESHglFRJgiLIxIZ14g0SjiJJQo7gY5DgrUD0PrCituu2m13fD977lI2GezrqdHqWySwV40OOFhEZbcqymi+W2mhWCohCiEopY7KiKGfVbDabGVbGZIjonNPaHB0dFUVRVbPlatk0Tde1Xdv1Q+ecq+u6abfDMLypp4Y3M7twL7H7UPfNJNjFvQYxxgNxZCQCRZRpKgxpQk2gSXJNhaEqY6NZKUx564RCFAkiQjykGO4Ltul9cXg8PpxM0j6Oewq1hzfAhuMYRBAhSjLg4VjQPAw5E39lL28c89Mn71NaW1O9J6neS+fefUq2TDENgEAicS9Q3rPmEQ+EqElMjLJP+EvHgvQkYowxCIJApAdda/Te1vXWe4cgyUxrWBlGQIxRwgGTN6XtvRG6gKMI63AZxANM815yDG9gJ/eovKkojSG9XdMF99758SM4G621bdsmf29yLDdNMyW54Zj/ONXFaZlNG0VEASBKdjsQJEp1LIygSA8SvXeaKRnytrvN+cXrV69eRomL+Twv8rretk3jvWOu0qw9Lbzf5oWTiYYHf6jeewPj+QFzue9w4r31L/sS9NuqxPcqS/ckIYn7Kf2ez/kw33sAz4C8Nc48sEONZBeRvdA32VN9XTevzy+229r7wKxAQjKmEXEyQcQoMQKzmiY9h04uOlQK/IF01ndaw39QSftnON/b97nxkAgukkLqYozO+d5au9u2d3fbo9Xp9fXdb37zz7/4xT+aTLVt/dOf/qSo9O3t6/nsaD47RTF95wRb4Xq+xEdPtBgGKIfB1ds1y2Jo5eJ11zfuL3/8l//bf/hpXvTKtO1wM7i1s+iGrG+bap49frIAGuZzfbSqGKur3fDy65vr83h2XH326SdHy0dFXkgMQ+/77n672f3t3/73ssxDcP/pP/0fs08rUmNesrzjscE/0q35gY89sPW/YRdMFznEEKIL3oZgMQCwT82PdCsLWIgikpRD+3MsAvik4hEZonRMOvB8Wq8FBUc+s8hHT5/M5rMyLxCiGwZjMkH2IQAIodLK2DhIDCGA1pkg1m0z+O7u/mY+K31wSPsBoBAIEhBgCA+/CbPWbDQbxVqRYiLnfN9bIEtEWqugGZlY8YE0OnVTptl84kYnc8LoJJ8iAY1Zrczx0XFVZiIBhEKk3uJm5+sWXMj6YQDA+WyuaSXAOHQ6izrTzBglaGWW87Pl7HQ+X+Rz7mwD5MpIRYlBbNd3AkET6TzjYai7pmmG5fyEqIzRbre5VjMANlkm4iRG5waTqbNHp23bD7Yl8j76tuvbvr5f3wHS4KwL8f6+efny8pNPPzO6ms0VIkdo7u5fxxibZte2bdc1Xd+JhP7USwbOu6TbSa8ds9LahBB8cF2PXb/WJiuLko5OMlOwHk+X0bm2Ww/ekd7c3l4s50tmfXZ21rWzm9ur2Wwl2PeedB6s663zVbVQHJxre9uG0OdZcbRarI7KR0+WdX272Wzbts3zI+y7WqIAACAASURBVMVgh77K1KxcLmYn7a6r81Bk+dHsuV30u/r29upOSUGPRMQvV/Ojo4/r+gsAE3ym1dF8Xh4fx+urewBVlnp19CjP59vdMJsdE84gNnVtq9yWWQrKY0CWwCIsoiRyjJRWbSRmVNY6gcgSiUcvWYJhAOSIfHt723etxPDp9z959tHTJH2JMTKmyUZMMEWRb/Orv4dSMP4ne0OewJt37nebIv6U6vq3N2AfA/vRUB0kjpXQSAme5OnMcTLwRJCkWVIISilmDeiTbMD7MVBB64Taiog8noeCIEGe51rrNFJLz2jEKcXgff78+fNusFleHR+fZlk2WNu2O4GUWRzXm+3t7d3lxfXp6VlZziQOmlXqeuR5JoiDtazUcnW0Wi2MEok+hJCEl7PZzFprjIkC1jnv/ahyDEFElOJJe0Y8Ck0jIPowgiVSRYeIx8fH8/m8KIqnT562TZNilLfbbd/3TdOcnJw8efIkN1ka+lVVlYphay3yWBFP4o9RiJ5WsXQ9tdbMjJPgah+pPG2imKA4KRlthKBOc0IRQSJjzNHxkTHGhzBlQY855mlUKCIhBmZKWIqJfTXtByKpEuU0JZcoUUgkST0TCoyQEzBbTf/CpNOJJ4RotNE6IyTv3TjqRJW4EW3TWeu01gKShpmjeHdcuGGU/x5qB5G0MkVZLhYLbQwSBZFhGJKByjnnrHPOYgTvg/fR+5gQPkqp5XJxdLRKZsWu6+7v74dhuLy8SASLg0pvOlvJyDGZzvryAbrrD7njIqEwslFUGC4NaxKNwhAyBZmSTEum5CBlNsKYjxDGYCqcpgUID5OzvRJ3ajKnJYYE9uidtwTgEz92xJTgflIXUZJX76EpTzEmGSRASMLMOL0r48EBfTTvhTCBN5NBcHokQAIVQySJIiSUsuwxyYdHqfE43xsnd0liFwUBMAYMAWIIEkRQJBKDYiIGkBi867oWRDJjXLBVZsqi0FpJlBBHRuvhYWnf23pXIfV2EbK3Kk6oAJiqtH1lki5v2N+iKfxj+gghRMkAIPlmk3hhs93Wdc3ME3Ae5cDRmFTxMM4LIjOmKHYBSRQoGTk3IY4ybo+ZUUyK8Pbm5uXLl7e3t8vFbLmYB++bumnbhkCYUCk2Rqfb7LCsOiRB7Eex8i06zDfrPfzueu9wLvfewvKPrffiwZV/R88Z39RzvrfeeyvOIR7cDg+CCThwUwqkDR9DiF3XXd/cvjq/gBiYRztlAnhrZZQyzg1RYoyi9RisjsmUnQ6pSAj0zhIif6yT638tXouI7BHWEGUESYqEttve3F2+fPn10Lvtprm+3vybn/3N2dmT//yf/jMzf/nV73/+859/9dXnJ2eLJ0+PPvvh46qqrHU3t1dtf+Xgeru9zEv4ZPHYmLxv5fLc3l5iswWm8vr2Sn/pFsdNlGsPF8sTv931PkjoTF7qkzNz+rgKglqzMVIVc4yn3fbk/Kvf/f6fz133959++v3lopLoiqKYzxf/+md//atf//Ly8vznP//v//4//Izoxf/Xrsg3/kyUrijFAK5P4o4AU/JYCFHESxQQClMLF0LiFxOnoBpyCCEEbAeXZRmxAonB+8urq8vL86+//ur5s49evPjeZz/67NGjs5OTYx+CtU5CmBa+PkYgNjlnPkRErCrjvO37fhj65XI1ny/niyXENE+MKZ9CM/ngAYEnccJ+1wlhrz2AJEpyHolZaa2NGuUgyHt9VAwh4SOQKIXJj8Q5gmpWlVWFoBWrFP1oXdhu+4ub7cVFL1jM5x9vNneDLXYNMAQEnRWzCKG37eV1DSKs1WJxlJtFcLjb1sZowLx3bZDW+j6EvmnqXb0z+UaxQXSsw2KZiaj7+/Y3v/mnLFs9fvxitVqEaK3dVVXlbN+10Pd9N9gQxUdA0nmerVbLum7v79ZIanDB2nBx/tKYgkjnRRViZu1OgOt6t91um7oRiVmh19v1clEVpWnqgRXkuWaGJC8pyzyCRwrWWQWodGX9YJ2PDnJdVEVWzqrnL55td1i3/W9+/XPbeQx6MT/94ouv/uH//vtqqXRmI/V32/vb+8v1dl1Vse9i03UmL8piVlTzCEhKLUrDmomL3Ax5rgHE9r3rblezjx+dHNemK3M2TH/xw79ezcuvv/787rIdehh6gcjDYJumOTo5efLso9NHX5s87we/XndIqm3r25t1WS7zbJU/O2LIzk6qZ0+qromZXiBmTIZJIzAISWQRJWIgGpAIxCFwlJBleeoohwBt16/X68vLy4Q0zDNth65p6p///OcSw8nxUVkVIQQ7uGI8IqeN/wPW33E0811r+J+PnHPi9Y0bExIh08htSb6RKEFi8GFM5wZg5oRLHL9cYsKQEjJNBiFm1kYrpUOM3voYQwQJMQYf8jx/8eJFlmXz5UJEmqZJg8TtdqOUCiGu1+td3emsOT4+NsYMw7DdbrXRZVVlWSYS+r5fr9enp2dHR0fBhRiCiLx48QIkeG+d6wFAKVYK06kMUg4gsjEmTCtVKoSMMUSYrPlKcYwhz/NhsNbavu8T/sQYxWpMjklnDqMNRCFAiTEl1D99+tQ5d319/V/+y3+x1uZ5Pp/PN9vNMAxMnOf5bDY7OjpKs748z5PcK4RgTMJsYgwhhpjnJSL2fa9wBLEcSGMSwyaMayO9PemVcQX2AlAURZ5nqdQLIfZ2sNZCSoBgBgDvPSEqYDwwI002TgJO/VfXNk1WFrNypkwWccQGElKSKltnG9e3dZvKp9msmpRLyKwVsVIskia9U2eOHwAx794Y6UECcT/5ZGYKURuT53mR50qbwdqh77t+SDiWacvgMSJeqSzLmCmE4L2Lk8A4NRSOjo6ePHlSNzulcbGYf4cPYxp3/s+5UxGEUbTC3FCecW6UIVEYGSAzmDGYFNQW9ufOlIU2Fkt4yFp5x/uW/iWkvPMRixBjhJQeCSPuFGEKy0tDOXhTcoWp/DhoKIcgIQYKiDiZoyCdneVAG4kiECc5qMSJITXBAw7JLmn6EUeZ6ANnZkxPesN8uE+nEgwyfnd4A16viEGi89YONj3U9g5MxrTXLb3DUpbRpxkPh1h4YF07rILkjajSqVyQfa07YT8gjPrNkEZ9wbngXPBeoviQPOAWALxzd3d3tzc32+0uLT6HozLZywzfUHhMRyAc1VMCMcD4PBPWPn2fwfaXF+cX569i8FVZ5Fm2Wa/X67u+b2ZlobU+QN7+j53b5R2lHny3jPNDypUP02q+f0L4xg9K6TijnlPeW+/94ebsnvEex9S0KMBKY4x9766ubq6uroZhyI1hohg9JLgYq8nikaDRtF+u3yWyfZvc+/1rxv+6es49tw0ACXEMMkXohnYY6r6vr27Ov/jy97/8xa+OVqdFvsjzUikzq+bzefXv/u2/Oz5ZXV6+/O1vf/X64uu6eXp28qIqTphZayIHbmi1Fq1h8E5CgZIbroa2rrfeDSBk7++ufvf7+vRJzKt2ZSIaYQWagfVOyLOyWkcRqJt+6LTrTnIze3T6fMsAkTNTFHnhfNQGtZGswBcfP84LWCxLYxAxAYvHaZ7ggWPvrZYg/gHSzlsNknd78PhOZvB7zm2IKISRIJB4EhBhFEysbAw+hVcK0ijIQowjRjCt0CCIoIiFdKQsL2fMFKOLwfddXdfNy5cvt5v19eXV+nb94uOPnz97NpvPjDFZZmIU78WFKEKIiKQwjF1BEQgxRWSNqSZACQyASR+y97DGGBHImOzk5OTk5ARF2WGAGHCfFBtjiIIhCCRQqCDSmH47Ds1HSQIRiUSZgpuJKSMjEUNI3EEvGJz3dWvX916rU1PMqlnc7bT10naKABbz8vj4aLBl01zWuwsmJMmYTQgRBImlbuq2X1u/IWWd74dh8B6VYgAI0QsEZnGhC8EPdqjrddM4RP2YHs3meVktiEIfQgigs9wLhmHo+1bpWFb58fExs7E394P11nrnw+3NejbzRyeLPMe+b65uNwBq6IMdhuBChEhOmqaez7OqmtX1vYhDRusGZ0PT1CKBNbICcb63LdfMpBUXADxYZ5QuS1XNZ4Mb1ttms/bb1W3b1G7A7XrrbGhr57abxl7V/XU7bFwYEKnrYtsNWs0gSXADhMghkg+KsMpNZftdjC7EOHTX681F01xGoaGH+9tQN03fRpLyB9//VwgsIb+7bYJ/nZd9WZ2ykixHoSGRHI0xxhREnR1AYmb0kUQui7OT40fru0aikkjMmpim5nc6/ykADSIoKgFl09Q3hkgMItE5d3Nzm+fZcrmcVUUatqzX681mMwx98H4MWcIxbo1JvVeM/dax8A3t9jubykHI5h+Y7U0+2wf+LMofIfb+7r32nTXkQHxCOEmTJMYY9n8ZlYQp4mU82yGiD9F7N4xBdyEpLtPhJYSAyEldHEFClASz7rpuGHrd66Zp+r4nRqXHZALn3G63vV/vsrxy1qZ5Go2HONFKKU5SQFBMeZ4FDt57EJhVlXdD2wJAaYweNYyCk0mPAOLeL5/KrRS34L3te5tcdt67+/v1ZrNp2zbVhPP5/OLisqpKVpxnmdaaibVS3rl0hdOgMoRgjGmaJsZojFmtVrPZLCkGY5TBDt1Nf3F5Uc1m8+U8ORhFJOUSpV/c+9C1Xdu0SrH3LhIrpWVPjE+l+Bi+mix3kmawIwWax5FcAr/MZrM8z5OYdp9xJCOZYDqPUPrc2xaDdAL33jdNe3N7i/fUtF1WVswKkVK0ffAx+uC99y5IDNv1zjtvrdtsNq9fnzNRZnSRmSw3SYHPE3YmlV54YLDZi/n33rTE8hlP91FEIFFGl8ul0qa3gzKaVZ8exsyJnxwh7CdaInJIvD30KWmti6KYzWZJP/ye+2J/z+G3eTLevLFHStM+EO/NJuw+qQ4jESkGo9AoMiwagREyhZqFMKRQ3TRcnG71+HB8TRBLwRhGFeVb8QBJyxbjmCSZrHR7ywSNFxNGC26cftqoV0w+vhH4Nl66fbzGhPecCDH7pWyiusY0p3o4Nz98Svb4y4OA4QeRZHrl9/HluGeeTzQYiFEgCoQQo8AIRR+ft7W2bdqu67z3EiQBYykFh0eBuIenH9RPSCAPiWywf4EOvYawB32/XYFM9V7cw05Sfl5qqoLAfsoHIogwDEPbdmltEZG6bpq2dc5Ou8RETME3541T5bM/8qVVK5GNiQhQtFYoIhKUIu/szXV9cf5qfX+XGZXnBhDWm/vtdgsQ8uOjLDNJjL/P83h3VHDIbvm2veM7irEPFKp8m1vvXYLLu1/1HY95sFC+U8K9E6Sxv1nlcL43zTZH3ykhwUQLstbvtvX9/bquGyZGZMBR7kKsUuZqSPG8xDTVe6P6DN/g8/8RDSLA7x4AvvXd/sz8e2MOU0j0qhC8oCeEu/vXl5ffXF6//uabr3/3u9//6pe/+Xf/9n//qx8//fTTHx8fn2VZprX+67/+q+99/Oz8/JtXr77+4qtzRPfJi4v57Gy1VPN5ofI5NcWqna8bur680WwhLG27si31tfSdny3U0LVffXlerVaLEzIFcMFliUNl6vamc7fNUM1M4T3d39t+18Wh5fjJ86cv/EkFUX38vedHJ7PBrn203vV397unz47OHi8Wi/l8XgCGFPP97VvDe6q/9/0J3kdAwsM/vPuptyZ7AEBAEhElbSs5owhwFNljARE0kiLNAB4BmYSJMbIElBgBAgkZNqjKyPPFaqUVO9dJ9HmuteZ6V19f312eX3/z1evnz7/87LPPfvSjH3700ZPV8TJllQGh9xJFQpDEarfW4cRjV6NQ08CDSHpcHRVrAPEhIEhR5B999NHN9Xq77WzfSnSEkvbMcVmO0XkHoyAfgtJjJ5iYaLyDiSmOQ4lRjcZANsjQBzVDJAnRWWe7PlirHz36y3ImEXZKBeta63MJvDqqTh8/I15dX7ld8yrEEEKEADZgleVFyfevr+/XL71sZ3Mj4vvBGTMriqqqFrumDjEiynZ77z0PAyqDfddfXb4S9J8Uz58+e3R7d973vfNYzVYmd6qp+8GnKzKbLQF018Wuv08t/qaxeR7KQi+WRdvWr159DcJMOVOeppp93+UDx+iUBu8H5wfNpuvarhvqukYFJolgKHa97Tub5/N8ttCmqre7wfoQAZABo0iHyCLO2q6tg9HZDz794cX1Vxfn69dXX3T+TmU+K7S02PWhH3yMSvOQKWuMFojWhrr2YjWHrG13gg4pNE17dfV5mZfz+bFi8L69vb3Ybnco/G9+9h+H3n/9zavzV+vz1zXr84+//6O2X0esfewBS20qFDWfL6PL6sYxz5Ra2SEqXlblWb2j6CMyKp1UvSKY2q6MqBFNBJGoEQXRhZBCmCTLTXqjrDdbuQ95nj06O5vPCmOyoe9DCHYkc2qlRiGixADEuKclvEfVeXgjPyzUKSVkvwyOBlOMBG+Z9yaM+oHR7+16b2oavTsgfC9i+zu4vm8/BgmJUlNy9IeMuW8h3XEjFjwd1hGtc13XMVOUOAz9MPTOOUb0zjrbEynnXN/323pXlbPlcjV2vwER8f7+/vXrV19//fXjp09Mlg3DkBd5WVVlWRKic65pmt1uK4KKucxzyXOlKMaQKi5jjFGqLExmtCJAxcnMy4SRSCtVZPMizwAkhDAyoeOIk+n7fhgGZtrtdsMwpP/Xdb3b7awdrHWJll7XtXVWKz2fz4+Pj7RWs6oqiny5XC6XyzQkTBqtdFmSVjMVG7PZ7Ozs7Pnz50VRpJ/ovb+7u3v16tU//uM/Pnr8+JPvf5LnWeoMl3nhSxdjVGqkxWw2mzzLmAjUXjiG+2wfmNxNSTgUJyVYKgbTdCsdDZNNOhV0+1ntKEJLRk1mrTWN2fYwArInhAkRWee2293FxUXdNCrLytk8zwujs+S78C6gCBMzKULsrIsizrmb21sQGPquzPPVcn58cjyfV2VZZJSBQGJpKBpnfPJgO497RPkeFZtGMSk7TSlVlZVbeqX1TKJ1rmk7a51zPr0KwXtPMvmm/EPa4cTiTx/WWufcPi9ktOeOmEZJCQXjlEBwb3t73yb+0K3HA+PfFMowbu4HN6CABAQmEiZRJJpFM2hEw6AwogQZB2SQlF9phzw8ucapHhKRh/dGWpHwwTSXWroSJ94IEgJGSqCOEAIEDyNiYgp4e3CoxTc6ywdzsWQCTJru5IkXgTAZ/2gCHI50zcN6Dx8YM/gwpt5nEYy/2vQLPxRracYZJQIEgJT3IAI0SeOJ2qbfbLZt28SpeYaCKCQCEgAECGjP8Q5ykKfz9uqNb2NwBB8ciN9SBU2tajqo8WAa/qXLSH3f1HU9DEP66zCMmJbkOEEca5iHk2BKcIsB9tbVcSpOjBhCQEAmIqAiy5JPXTP3fXvx+tXF+eu23s1mpTHKe7vZrpumLnJTlnmWZUQUQpgErW/QHb+tBvsQ29gfBXR5b72XejH/wnpvkp4c/qypgovvLfnGZeftQPkweohlXHBhsL6u25ubu9229i5kWZG+kIgERy5LmqzvRw4jAYxGluqEiKe3sMAfinr6MLz2n6N/T2mI0Q2u6YcG0Gc5//wX/9d//a//59///X/ve5eZ6tHZ808+/sGLF5+eHD+aVQvmzHu4ubm/vrm4vLz87LMfP//ec8U8q46stbt6vdldsOlOHhV1X5lr3O7WRnmI3vfO5Hq20BPzEIKE9V2zONKrk9wLoISc4/woZzNkeZ2XCFIilF/etq+//urm/DpXzxUdKcpPTkvSj6o53V5fbtb3za755S9+GyN9/5MfbDa1c9Hwn9llJsjzYrU6efrkeVEa1kBkgQUoUZU1EiGjgEUMzFGRCk6Gxtfbum/b4HuGCKCQ+ezsUVnqpt7c3V2zh8V8URazobNdM7jBv/z6+v62/eLzl8+/9/Tj7z/7wQ8/PT07nef5dlN3vfPeKjZMzKh88BIgeoFksgIIQQQiYop/wjQCRCTFHEIEECLMc2OtiyE433vfkyIEYKbEi5cQrE34hJBYEiKg1NuqhTidyURiACGiPFcAYp11rm/a3mTzTz756cnJUqDb1herpRRlS4iXFzevL9YRvv7o2QzJZHlZ726j7SEMfbP2lNOssH5nXWN9a3LIi2JZLAlygKxrQ/QMokKwfdd6j95xnheZyURM127u7vR8xVmuq2peN62zMWVEPzp7cnu3/vrrVxIvWeVKFXk2QzQx+tOTKstV37fB9wieFTgbIASEiKCVMkLgg724fL1en3dtVxVVtcib2gJAWZbAYkN3d7cTDMTK6NzZYG3QBef5XGtyLhBBUeSPHyvX677fvXr1zY//4m9Ojz+Kgn/3D2Gzu7rfzoNtgXqR2HRbH9hkmcTYtE3f+RS7rBWVZeUtNNt49vSFl7v77Stm1/RXL89/cdI/yvIMQQC8Zu0HtbkdAIzh1d3mXtCVM2radT/c2nAbeo+bIvi55hypLGcVazSmdBaMqvJskWeLPO+ddd47ZAEKgA4wpBhjRJ4CAMYuboyBSbHSh2CGpmlevz5vm+bpk0ePzk5NZvI8U0ozawC01gJ6Y0xeVNZaiZHpD/M59/3Zb/vsByvFPkxB+j9JcwaT6C75h5KTTSmdVHNJw5mOy1dXV9ZaxawUh5DSw6WqqiIzi8WCWa83m+b+7vr6unhRPnr0CBGjgCAYY+7X90TUdZ0x5unTp9PhHmPwNM6CSDPr5NAFkRhzrVLWepUboxAhEIDRnGdmGCwyBx+++vL3CFCWRVnmduh32433w9A1db2u67rvh6ZpXr16Vde7EGJVVd57Zy0iGmNMZhL8o6qKk5MjrbXJsllVEbOIeOdubm826zURHR0dzWazm5sbETk6Onr06FFCj6Qc3qqqTk5O8jy31qZ6oyxL59zx8XGM8fLy8qOPnj579sx71/dd0zRXF5evXitmOl4d/exf/+uu6/qu81MluZc8pfHqWI8hM3HKv2RmQIgAPgTng/dhfxLSxmijR/PPpMLdJ8WnA773gREfegf7HEAmIBIA62zbNHXTYN9vdnUKAGRWWpkiy5eL5cnRycnx8WI+/91XX7++upqVs1lV5Xk+9N16vb69vf78i98bo2ez6uj0KNXJfd/7EDLQPOKR3hA9pp8vRIk3mjoECRI7um1DSJT6qpqVZaJwOaOM1loTa2201ngQeLg/6u0FolrrMcJ1+sc/dRTyoUpxL7wFQAJgHJnx0cU0Rkv093HPGonlaRY3VQWCb0VCJO/6Xow2jjrG2Vk6tTIIBYEQJIQY4j5Has+xmOBSI54FplTESRIHggiJHHvwc3kqZfHwyfyhBSslcuEkW011bZy+9kHYGQEFcAwtFHQh+kBMipiRBBGTI7Sp26Iqq7LKsjw3elp1CTGhkkASthRCGvSSYqU0TLPHvRr24e8PFSAevGqpRBWUURzlbBeCCEnwErx4N9YtYRSYAxFYa4dhCCFqZfK8yLKsqqrg47dyGUaO/xQXQZNzRTNGcdYyMQIZo/I855QZEUPT7L786vOb26sQw+nJsWau6+12u4nBGV3keZ7EnO+GeL2Badm74z6IRvbH7Urfkcfw4WrS78hj+KOew3foOaeRNiVAGCI1TXd7e3d5eemc3S9KST2QVLwxRmal2XiwwQuiZJkG5HQEmURnjH9iUP+fqt77kKCnd2dQUWIIrm23683N9e3Li6tviP2Tpye36y/uNy+/+PLXIdDR8slq+bgoqqOj4+OjoyzLAaFt+9///vPN9q6qsp/8+CdKq+BxNiuVxghD010196+v7nevL37x6tWXbVtnKzI5GYMnJ89JTrytnA3O1zacVeUWYQAJzKhUBNObXJQBZE/cEaiqyonbYejWm7rQirCRQP/0q/p+d/z46bLpdoQ0X5bIvq376+vr4COTfmjm7JuvMQK+nbKeZBEhBPWQsPSgGPmQ9+XbdKn3PTJCBIRqUZw9Pn724lmRG5ORMhLFCQKi8gGAkBQIWiRPLIzse2m2g3N+GAYSzRgFFTCfnp48fnwcwvD1V+bu5rqtuzxThiOL7WBw1m82fde9vru/P794td7cvfj4e2ePHuV5irRSMTlNSCWbYDp1AFBCge1XdSRgwRgDYiQkJBCJ1g7W9lF8lufaSKxd3/qkUJpyVwES+g0gBY8mXqhiThc0hhBG0b88NHTGPT6CQJRIpKvqqMxnVTX3sQsxf/pk4UPrQn91beu2ub7torgYdtuda+pWfI+ATdN7znG7EBx0RqCMCCGaPFuA5DGwcxJ8CDFIJO+jDwCIyFGpUShibX17e7FYlFFAqZkf2uC9DwgIzkvXDsPQKxWKgjXnpipZYVllSN7Hoal3zvVlmUmmg1fBM6FhiqBAcbRD37UdEwZjhmFIIKksK3rbeB+c8zobWVKArE0xn6/6dvCuq+vOGBLxxEEbarvNNy+/PFo9U1QW5WK1PPvBpz9eHOe/+Oe/rbtrABcTexIigLjguiGQ2DIv57MZQuGda+uOICuy0paFtZ1IF2JdzZ4WhfbOxyBlketqtVwel8Xq5CTAl/9MGo9Ol8ie2M7maMMggiEUzCLeeQ+a5yGE7WZXFhQCaK3zLCcEAI8UBVwQSyyIcaIkIxElABpMKqCEwFZal2W1WC7TydvaXqIP3hWFAQBjjFLKeV/X9dfffLNcrr734mOl1BjLk1Bzo8DmQeqz341CCBFZKLnjI8sBv+kQunmQPLzv5e+JcClO+L1qszFI613B6Hc6JeDN+O/9ppsKgCjSte3FxcXFxeXp6enq6Hg+n+d5bkwGI6uFU9UXY7y+vr6/v3/86NHz58+8d+ksqLXOtMo0Z1nuQ1hv1glyU5YlJkA8yBhzl5R1Sldl+f9S917PcV1Zuucy2xyTDoYgAVq5Muru6ds9HTET0RET86/P452H291TKqlKIkXRgvDpjt1mzcM+mUiSkkrVXVVzB6FQIEgQQJ48Z++91vq+35c0oCGEKKC1NsYrxUykCI3iTGuR5N8CsQAAIABJREFU0HUhABCI61vft9H3XVevljdXF2dN08YQu6579fIFE41HZV5kXbNeLW+M0d53fd+0bZsEnADRWgOAWWaYcyJKJVlRlNaaLMuszfI809oYo61NrAXftk2eZ3mW1XUdY6yqKsEY5vP5s2fPEnsmz3NrbRJwpng9Y0yahSb5qLU2z/OiKEajUQhO60HWWFWrm5vr09NTRNBaW2MUc7KcTSYTAJjNZjFGJvbeO69EBGOSqstgeAOKIt6HrdUZEW1mrbUpFTANALfv9aB+TwHgaePeTJI3+rqBMslKaaO100gsSL3znXOjYpx61s57pdV4Mt7f2x9f3+ibGxAYj8b3T+4f7O9V61W1WrVd7Vy/Wq0Wq7kxVkBu5jdaMx/diTsjqu3/B57boF4D2XBT03jWOcdK0ZDdMMBLEZPY91bDuXMg+ZDDsUvLS5kQSFssaSLGDCFFt2Hpu3nmm6n7Ris6yMd/6gS3Ed2k8mQTyb2xPDAhExJKwtUQbef38D6BZZt/kL4SbkOlN7M5TLrP9Mu/j1ncmMIG0Y0PGLfaS9hOIHew4rcV3Oa7iAy/3vCFQ5Zy4uVs5ie3Fe0HpxKkYZ6b3L1hmDDfGl12JfGboD2SNJ8bfH8oAXyAZGTblpdN3VRVo5RBoBgEgbrOuc4TDcmBRBy8d871rkdON1UkPwRdOu9jiJsriunlpO+smQhVjG4rcpThEsWd8j2xdlNLWWnNUSKEiBiJNBIZbcxVPUixiZmVMSbP8q7t07B9Ix3EtK6mEdwwRAUggbSSaK2NVhDFOxcT80o43V1Kcb2ury4vnn73x6auyyIfj0d93/ZdCxJHo2I6nWittk/H7UT1Z3SYH8/IfoGP7uO/+tFx3M/MEj/2Cv7Jeu89o8R7sR+3jZ6NCuLDV5FWQtkkiW2lFIlKhYAhROf666vr66vrtm2VUkqp9zA3MMg1B9HmYNhLJGTa8Dnpx/icPw7o3oV773JEd8ewHzen/ip8zp+p5T62maVuwS7oNobYtt3pu7fPX3zz7dN//+O3/07K/fq3n+R5Pts3xYi9U0jYtl3fe0IejUoiSkyFP/7xjwL+X//1f7t//2Q0HkdPzldVe7lYXQe5enP6+2cv/sfl9fOmW5KCfNRNpoqRHj8o9iYPNN5v1qqu2uX6etl8S/S27+YAiqgXbLRCbQKyxNgAKGPG1kabhywXxir4runbb7//7uwqO7k+LIri5OThg4f33707evv6xvleaaO1EfEbSAPFRLrzfnu02upB0qchRnV7e/2iZskHBd7P9yMTOTafmP27k3sP7mhFxqo8487XUYRRtz4ICmkBckCeKBAq3wgr8/btaQBJqkhgRUrv7+999tlns1m5NyuffvftD9+/RNEkCCEzSvred11bN8vlm3ev3/zw7uL1w4cnjz958ndf/sO9ew/yIu9aH2NAxnQzDBmdghI36vXBoSxM6F1C5ClCFWNsmnq5mocQx+NiNDbLNa7WrTUaGUTC9gnaBPbG3oe0sxpjtFKKOfmOaAe+hRuXIqthzF4UIyabZ2NCq6gYl+VseuzjelVdaXPa9RyCPX177f3Ked/3HcQVYduEtWtMmE9ZxXKch6i8ExDDVBCWATmG0CZagKAIMSOR6lov0GutrLWI7ub6TOKYqGAuRLwPfdfF3nVd55XKvI8hYF33k0kxGo+LkY3SR+lZcF1VzrnpdKworytYLTyzJiWoUStxLjrXGk3e+9VyjaizLDMmW64Xfe8RUWvDrEGIWOdFOZvt3ci8beuqqotcibS9awzP6rZf3aw1Txc33dHRw/F4/+7JnT5+dn79pjldxyhagcTQO6c5S9o552JuSmtGELXvXFe7tm5HBsajcl3NJUqW8d17h2U5qtaV95cqK+/MTh49erB/cEyk+lBlpTl5dO/lm++LpT44nKyqTqPOsjzLi+Wyu5kv9ya265qb+U3bhMPDoxC81gygfADEIOJi7JkJUbx3MXoiQeQQBt4fIQ3uIEBr7Wxvdvfe3a5t1uvlar1OQ6Hj46O27ZJwsev7xXL53//7f79z58jY7OTkRCvluz7GmDrRm5MxfODBiIPajrZ8zqEhBNtDU4A/Zcbb+vfxp9zciB8kRP/M0rHjccXt1Gi7kqcft1wuX79+/fbt28ePH+8fHE6nE2OM1ppZJcJh3/eTyaRtm8VicX5+dnJ8/Pjx465rleIUch19jxKLonTOT0Zja61WOllH0iHU+5Da21prrZgAh1QviGlDVWkIhYISCEQTRMF11/nokaDrmmq19K7ru/r68vylzdqmc33ftu1isWDCZm2VVuvlzfXVWCk2RhmrEsNjMhk/eHB/k65ui6LIsswYbYzVWm9/8lCux7gdPBIdPLz/wDk/n8/n8/l6vbbWNk1T1/W3336LiNba8Xg8m82IaL1ee++T9jV9q3Rt0x+mc58xKv2Te0d337x5fXF+9vXXXyPiwcH+3aOjVKcZYyaTiVLq+N4Jk0rE90GPHIC9TyQqQrpVlG2S0JHQWmut1Up550EkiUUHt/MgoOAh4CHdoLTxrkCqKwSJjbWj8ViYSWlWerlaN12XnIGIWDdN13cpVy5587quK4vykydPbGaaqlotF3Wzns+vz87Onj9/FmJ0wZ+evt3bm41GpXc+xigYaXBnbhT+AyJfUhNgyJlI9Z73SusP/Hhpk40xRnzvNJkUoz8mydt0/QYR7IBcxw2Dn4h2cCbwkblxwzWCiIAQZVP8bB7J257M4NhgQBRO1JMYY4ghCuNm/JSi3miwZ6bYEtjILXd4J9vyYOc32myCqRJBSVLG1JGKm6A4TM58TMHoMYAIJQ3v7gV534ycCOpxp06mTVwv7dqibjGqO4XlrvUIERLEIpXwSfSbrlYSKias2hD8hyKSxnqAxMMkVHyIGN2Q7wdBoqAMOb1t13ZFVvrg26YHgugCiCilmVNICfS9S4Jzk1ml2DmfAmJYqb7vvI+40dshohsyexVCqpspBABIGCEQicEH553EgIhKGcRY13V61pTSicGUmhRK6SzLzq/W+nLhXLKCk0mog6ETNFzJ9LBnWcbE/eboyIgaSankDtZKKRSJ1rZtE6IPkbx3TEBE6/Xq3emb7589nYzLvdlBltmmWTnfW2sODvb39/dTOHsUSUD2H6VFwJ+TsLf7TPy8VvOXZ+vBL4hq+Nl67wO2KOwCfpPFdNepmD4PUQDSZbk9XafbAQC976+v5+fn5/P5goiU2hbkQ4+FiJkUU+K1pJsKt8TBoWxH2jJoNwXRsNr8GNT/f5r53gDQ/1Napm1Bkr4ydVWZ2QfXts0PL569ePm0aRejCfd+9eLl17O9/bpdjCbWqoNHD778X//b/1FV7Td/eFoWB3t74/l8/tVXv2ua6s7Rwd2794zJAAJxf3729OWbr1+8+apu3i6bVzpbT/dhSrqcYJa3yvbGrKr+q7hcWrpScAykQ2xXywpUo7KoyyzLEmalbtsuQlQGrO5RdVnhp3uha6PVPTMi6vFkZCwBVq9fvbiaf3d++c1s/Ogf//mTSXk8nWUh9oZV4hq4LgpzGg5o75l4i0H46Kz2V9OQYIzkVt115edg+oDQhthXPoqLIgKkbSYodd8C9YAeMTCbGJQD8RCEgcgAAZBOLfu7R3f/8b/99vPPHv37vbvB/1/1ul8ve5HeZsr2UbcaySnnBXG+mK/rxYtXL968Of30k189+eRXR3dOiiJD7D2ABPH9kOoLABJSUOlAzuj7kNRbItK7PgTHCtquqqtKsdw/OTo42L+8WFxcXtZ15aNnZmJGYWMUs2ZG51wIEQG991opa3SWWaM1EaR3WgAYCZAiQIgBCYzOFGUEmiBLCasxoPPuar58/eY1xPz+vXuPHj0KbhHihfNvzi//fbV+2vVvyplat+3VTXN099AY3XVoSDOVrtd5VpSjiZplZ+evLy7eLpbL2d44yy0SSWwlesDWB6+1zjKtNAMohMz7qu2kbQOxzvPxwYHpOgHQRNb1kVFn2Wi5vEbEvCjzLIsTcU4WN00IXYyCINookxkAJxCMBIDAnGW2XK0619c1u9Wybvo+grCSotBZVgLQcrmG+A4FjLWsp66r2q5u+7lnEBhnxRhRZtPpF5//yljNVlo/efTwN/P1/N35c1taZg/QO9czqsm4NJxnZgQAbds3zbpp58tlF8mTqQi56eLF+eLd6dXJSTYez3wvCDYb6WLCNg/ONXV7oYvJaPzwyZMHAepFdaF0VJBlemZt3vdsrQvRIcUs48X86vn3zyTC3t4MWdq2SdG6zIwbJQ8RA4KAC8ERAjMLQJToQx96jUDjUXl875537vomO3932nftfOG9c+/ena+qAQ7JzMvl8vpmHoX++Z//6f7xvUlZMigX0PmQuLAxfAg9H/D6SIBxh0OHO6FexDsKuwSq/SspMtKemmZNQ1NTNqnom+kTQCTEsiwfP36cQsZ758/Pzy8uLlOQeAoJSEzOsiyJUGIYjcpE/0teP2s0MkUfE9yyaZoYQkLJpSNLlMhq0NOF4ACEFWHkVBe1dVXFuFwt27bu27by8sOzZ6dvTNu1q9UqSkgjROc8Sjg+ujMejZlhOikzu5+ZHCiOinI8HmWZKcsizzJEMFaZTKvNBxETfWymhhB8jOF9uwRsDoEkIgjEzPv7+9PpNCla07ipaZr55iOx/l++fFlVVV3X+/v7g8k7z9OmUJalMRYRtlgRxWo6nR4dHZVlWdd1W7dN1UQfkXC9qk7fniLi/fsPjo+PibkoSh9D37sYAyrtQwCAtmtJ0HvPTFlmgqe+76MLxhhrrNYaAZjIbDiWMQZGSCfwEEJyfsuPtg0GpxUSM2vFSgFCjNFH72MgYkxRl7h1ZqFI9N65vrdaZVlmtNqHWWrdzufXNs9YcQiemfq+r+o6z3LOiZTeDpPk/VzibVRGGnQknA+LIHOKtkZEogEHo1il17iFmg7nEAFCTvLIDbnnFvv8N0QYQJAYACPwzimPJLm1AkQZUtEFKVU7A3rwPS+PhHjLYQFMUUm3MeibMg4kQpD3gTKpGXxr05M/pe/GbZb3ML94nzucKuq4o8v8GcRgitCMsgnwBICQJk4BACQ6AAHUgCw0DCyTyjC4EH2IPnYu9B5ZJKFLvQ9939d1O58vENFk+WQ8sdoqYgGo62q9Xi2X18fH9+7eO/Y+OO/qpundvCjHWuv1qr53/Gg2myGRYuVDWC5Xy+UKAe7evfvV7363Wix/++VvAUQptbc329vbs9Z0XfPv//Efr1+/MkY/ePg4z/Pvv//+s88+e/DgQYri9D447621CLBaVW9Or168fPMhF2tYg4YJUbp5Kb3jAgCYZNNaiJRKb0EUgRhCCMxErACgbRuJrizyq8uLt6dv+r7Li4PRKI/BSwxK0bgsyiK31gyBOhA3GMlfDlnEv0ZW0AepkT8z1vv4k18W8PBTwMjb8mQTPJO27w92b0Bk78NyuXr58mXTtMyKSIlACLJ5+z7IKYRNRTcE2WxG/rTjWf3/Vd56Wnl3e8a7Wt4tFGv37RygRd4752L0iFAUeZaZcNNluZIOqnoh4HyAhw/v39n//De/+pf//V/+9ea6Y8oXi2XXN4vFvG2b+/fvn9y/m2VZ13WL1byq3754/fXr029Oz/8AvBRYjcYxH2XKYFYEoBa5V7p38Z1v3DrUOdddk1/erE7fvQa+QU1TVEYF31asHHIQhughoA9UjSZ0/FBPZ2Q0KQ2soCglSldV69qvujoG9KYcj2f707GYrBFsgs9J8XDsI9omeKaX/6Nu71tMi+BHxAb8mfnqn6wSI0aPzmPvsOulSb8WxI5ZBCFElBAAMYIHCIABIKQY1QDSx+CCKCZAQCAUZXU+Hk0P9+9Yrc6Oz+7du2d0vripXr08W8yrKN4SA2dZFAE1X15WVVVVlXPx+nL55s3lk8efP3hw7/jeVCtTZJbRk4BEIQCh250JIUHgaWOqjnmRP3hw8sXnn56fnznXN+0SRO3tjbNMr1bLm8W8aZsQoiKIQQgRQDGllhyk/b7rgkjQjFrz7YOd8LDEIoJCzIaJIKroeUDeoOo9dp20nYzGdw4PT44OPwmujnLowrjpzjr/1mO0mfcc6p68dyIoUSFawlyrEYJB0FrZUTFd2kUMV94LAlljOtO3dbvu1lrbiZnm+UgpDoFFFFFm7UgpxQrqpu77IOLyLJ9O79RVA0h942PALM/HZeF9H0JglEaBoogQaIAvqBgAVc7MEJwxmTEja7mt27qqvBelMq0VITonIE6ReB/atuPEMQQQJB980yw7EBJQmC9XN1dXl9dXN3fvHRuVCUqZHVo1k2AJDGGPEEOMioPWWOYZAbm+65qu7yuktu99CKSJEZT3XjwEpwizLJ8cHCpri1ExXdWXVzdvl8vF2eX3XdibvsmVyYIXRdbweFzuH+49mE5nfR8Wy6paOwlqvZ63bby4OO+d39/f2z+YFblJ+goQihElEoLaIl0BNxZ5YtwYXIg5L4rDw8Pe9axovVosXe+ca7uud733wQ9lksqy4vLq+sWLF9bavm0/efSwnOynJV9CQJBEDBEgCbLbsPyZfRThI5Dv+wDfNDAcqBbyc07uXx7s+VN77Xa7U0zT6eTevbtXV1eq60WAWSulaAhaD96709PeWstpFhFD17XMiZKUKLscNwdBIspsxkzO9d5TUlUB4HKxaNs2OHd1dfX9s6dN26Yhg/cuecY0q9l0kulMMxGCNcrsTZXmNGzU2mhjtDZGW62M0SbL8tzmrCjPsqLItFZGs2IWichImlUSAe4cX0QkDslisAWH3E518P1oXIAYgkRUSmmlrLHD+EXEez+ZTGazWUJ6Nk2jtTbGeO+vrq7m87lSSmnFrLz366ra9y6EmGrLIbG9KGfTWZ7nbd3EAekeIECI8erquuu6vb39LM/zoszLMsZorPfOobEsMplMyrJ0bUq76WKMiekZIyWJaZ7naQOWNKvcCPeSJk8xC+Itw2GLIpINQRERiFix0oqVIqYE4xAUIlTGKK2SHhK3MqjNUYGZlFZaWdd3WZYx82QyKUfl5eVl17UgEHyqsYfe56bn/R6MevucaGPSYDbhWFDi1hKTFnyIQIAxCmIilQ5xQ/F9X9aH1Owft9MIfMhS+hN2i82Reqskg11ho2z0gttaK0YIEX1EolTZxABxCNpIBHOKG0nYpqJOg7gPz5m7B9xbI58MWs1h1jbEwA+x0R9IaGFnFncbMQ8JW7GRJ91mh23OLxut5uA12w5JYKfI3CLuB4HfJrgvDjegCPiBFBr9oOMlEhKAGERikKSxFx/EhxAhCkqIUQQQWKHSGpGqqtZal+PJyfH9/b09pfRqVV1cXFR1t1rVf/f3h7/5za9F5GY+f/fubLWuxpNZluVte3Z0dO/+/YeAoLXp2u7t29O+j4R0fPzg3/7H/zNfrItyCiBa6739O0dHR6NR4YP7wx+f9i4qjayMNrnNyv2Do5P7D7MsDyGF73lrbfDBh0ttLOEO0OW9jOXhGtIArVUAmMirSEBIilWyDHrvE/YgWYKjBNe2AUUCK5Tzs3fXV5ejMh+PSmNU01Su74igLIs8z7XWiS+9azf4s4xtPyHs/Jko9vfk0x/XBT/Kg/nlJr2fSYrf/cV2/znCexDi96d8tANdgm3DablcXlxc3lzPEYlYIRJsM9SJECHGIStStlMdek/PmUSh7+3yO06O95eXDwbsuFmS6Zfs7unlqL9UmbfbJ/6p+d5WQZEmntusz/TR9z1ANNY8fvLIx/n59XegdBDTtFBVlVHlkyeffvbkf/ny1//0m9/8lmm0WrYvX769vDpvu3Y2mz5+8uDgYA9Aqmr17uL7V2f/98XlD/PVm86fMzbWepsrVgUpBVQDEVIQlOBWrnddXTfk6nV2drE+v3gN1CibIxVGS1dVozHYEpWSGMCBR6jH43I8yREMMRIH5IjYdF2r13U5Q9fZ0IOiKw+2dRzxUuBO37NVBTGhDHvXJjYgbBuN8n66yi2K/c9PW/7Rwm/7XEUQDxEMCscutIqAJID0aYwAETpXI7GyCpiEGAAFWJAixN7H3otWpDASEKPKTWFVLoFiAK3MwcH+F1/8Zr2qjf3906fPF/NOhFRmAQhA9X6d/HSXl9eX54vvvn317OTl3//95//yL789PjnJba4GXr5sy4sUxDpAw3eewMlk8umnn2XWvHjx/Pvvn33//FkMsL93/PjxSdvuv3r9+vTsrO16Qulcn1LUlWIGTJSwOPAVO0VgzUBOR4EoERGVAhdAhAkZkEIgH4AJiJAVgiPmrBzNRuVsb+9eZg88jWLU6D3AWNCgRlCdLXgqo7bpEMHwRESzybNsEjx0nYux1trm2UiprGudMX1RZFrBOrSL5aIoyvGkKMqMUHkPzkdmMyqnWk+QY7i86PuruqoyO57Optbky+V6fr00ucqyUVGMq/XS952EmGdlnsmavGLFrIkYJDIr5hxiMNoYbctCuy62zZqNLkfFeFI2XVM3bV1V1swQCIm9czF6iQGJokDve98tNZlMT9rq6oeXzxXPtC7YZBENSqFwbNSUkQSJyUXwABExKAUSguu7uqqcq7X2AFFxVuTFYtkhMqtxls2MGSuV53vZdDLObPbV77/+4fnzs7PTpq3W9b7z3Wx2d1U1roEopswPH5588fDhwyzPO9e/enX6/dOXr16cGTOpmvViuXz37u0XX3z2xRefMWkAjpGClxgJgEUoKZuIAaJECSw0RHYgsGab59PZtOs7RLi6OO+appOojWaV5ItpsKD29w6rql2v17//+pu+bRjkyae5tsWwE5MQEyP7QEMOwe7Gs9FzbqXLsonw/ah3IxvuAf54s/1P5TH8fLG3q978oH+3zQZCEKN1UeTX1zgajSaT6agcC0jbdSlEoWmad+9OrbFlUcQYrq+vLy8vZtOpMZoJg/cAgjEGCUnHmBAdy8Xc+1jVdVVVIYTzd2dd0zLz9dXVV7/7arVaKc1ZnhGRtTaz9s7hYabtuBgdHhzazBijxqNRMcptZlOKWlGMynIMgNFHZpWyCDZH1YiYAJYhxuAl7cu3nPQt2TwtzgP8LkkiP4Ieb+E6wYcYADYKl7BJfElCrMPDQ0Tsui7VXVVVrVary8vL6+vrxWLRdG2qVfq+39vfW6/XSd6vFCtiIjLGplnrdgwbExZIpOu66+trAZwJjCeTlHvjvSdrjcDBwcHN1fVyPl+v19fXN5PxuCxyZtbaIGKW2aIo+r53vfPOD4FQOwcvrVQACDH++GSGgNJwTymtNSvNinETHqwUW2ONNcwEBAmMyKyICDAlvwUiVDS00lOO/Hg8Ho/HgLJJqdo1VkMSnvn01DBvJY7MmGW2LIuyLJqm7b2LUbROOlBKzu0YI8YYY0BIeYYEgBIhhoFXmUZTSdVPTExMuw572aGfY7wtiBDglylxcId8sxFJvlcBiUAUikIxUojoI/RhCB/AKCJhiHQCQAIkRAYepGXbei9I3F0EcKdeTXm2QpQmblESQjNusJup4zlM9iD55D84fd5GOuHWSplquSTlTErW4Z+kTD/Z2ON30JfDiVl2JJ2bKJBbV2IaMIYg3kuIcfB4kCCJoAgEF8D7KNFLcOAdxBAEBSnFUSCTNqoocmtt2/XEKs+LR48e379/TMSvXr7r+nB1Ne9cODq6++WXvxWBN29PnYuv3r4djWaj8fjmZrW3d3j37kmM0Vpb1/V8vma6Yabp9ECA2t4bW6T5nja50tbYPOOSlI2CgLrtvDaxKMdZXiqdISnfd85LiOCcdJ2r6jZGGY7E4b2SbxeTcyv2S/Nz75GEAElT6k6meg8TfZfRO2mbRimSAH1bvTt9u1ouDg8PxuMRgiyXC9c1RFKUubWWFaUwoZ8yYf3MIfNnSq8dv5zAnzL7/Yxb77+IWnn/R/zkDFA2nYetqjMtSmmx3flKZGJE8j6cnV2cnZ11XWdMRoxRYMOB3j47EgPtOP7SLkQbV/CHzr3blNTh9B93pNS3V/VDLq786YbuX9i/t70jjTE7LsP3Co/dOjB14GCTopOasoiROBauPDq6++Vv//7Fq2+6rkIwRZ4pLoKHqmpvbubvzs4P9lReZA8e3P/mm0WWmc8+ezIa55k1zJxlJsuUzaAsbcSR7mbOC0Aj4mOE6EKEoIxiRIm+bWNwQanQdVcB8unMjMefVHV9Pb9wnZ+O+WC2jzFI7wUdIEjkCIYQgFuhxkMXvYs+2gxUBmMFMWgJLMGEPlBoiVeX82dGjfez6fvqqeEgNXhw+W+M71QAGXEOZH0Aq5UmQgkEXkIAIUMqAPSdQwWY5DqoQDQjMGVaBWMyxqjZlllmWBMwACMMQK2Hj+7v7e396jefPX/+/NmzZ0+/++703du6bmKM4+mEla7WDYj3DkMIb9+8qtZnL1/8+5d/9w/3Tx4fHpzcvXecNvoYkvFhaKqEEHzwiKSVEQ4xxrZt8zx/+OjBbDY6urf35tW70zdX6/XcWntwMJntTRbL1fnFpXM9EzBh23YhAqFKz5lRGhAQgog457x3g9gPb9+ORNAVwaR0QARiMMaMx1NSVObTIh8DALNxziyXXK1VCGWWHaDqgNC44vr6WnM22ZsCZEqVACwQqnpV11XXNavVvG2bLFdN3XrfIQdtYDLJmMgalWd534XVsnrzds4KtQFrUVsCkKRPcq5fLOZN1S+Xy9WqOi7vhl4uzxd5bgGka+vZ7A5C0VRp3YEYhdkwoWLMMsNI0UeJEUFnWWnyrCyLPCtsPkVazefLvofehVyAdQa+71zTNz2A2d87amrBUFqV5ZODo8Oj6WxSVdWoasezUZ7N9qYnne/q/iZ2UbPTWUBAkB6kByGAHtCF0Ia2Yp4wKwQqi8momIyKk7yY9i4ulytS/ur6zLkOkZWBvm82Rw2eTvcvr14++/blnbt36tLPr9uHD4zTsaxkAAAgAElEQVTRBbM5Ojxq6xCDYiwWi3p+s8qy3Bi7QRcqzRnEwGQZLEQKAaIEpYYTTYSQPNaDlJKJCK01o9FoMhm3Tc2ETCxRQhCtFQAScqJpZ1kmgG/envZN3XTx/sMn0719UpbJheDc4NXk5AV7f8X+kXovSgwQImyNV/JXpXDuTh0HQxTcqgo3dqlojDFGI0DbtsYIIhqjYdNXTsXD/t6eMcZ792//9m8vXv7whz98/emTJycnx9PptK6rtmlc14UQrm/mFxeX19fXZVnu7e0BUIoXJ+amaY6Pjx/cv59mX9rooixG43GeZTYzNrN5lmnShkxRFOnEa4xWmgEHazQgBe82EtkYooQINLzMwAQpEQtAYsJrI27VFukKbM9eiWiSApG3FoutYmVbDiitgXH7h1YbEYgx9F0nAIn7kmSrWZaVZbm3v398clI39Xq9XiwWSeG5WCzevn17fX2drnOe2SIviOj68rKtG+8cIXrnUvlSluWjR49YqTwvbJ4n1osItF2fzMfi3Hq9Xq1XyXVZrdZ/+ObryXh8cLB/cHAwnU7atk1m5izPjTGpNmBmow0jJY8xMMNP7FBpUKaYPSHtuLCIgBWbzGR5ZjLDiZ8So4SASjMj8zBzCyESSghOZMi4d87BViKq9e15KwE8iBhQJEYftu9CjAGJsyzb299npVzwXe+63vkQ+r7vuj69rcSotCKkEGPXdSFIWnmY1a36EcQHTwMcEn+WovmXFF9JmpUBC2AECoA+Qu8jCEQUhICbXgwm4hoIErIGrVkBKiYQiTFEAYoDE/On45s/fHHDJFoQ3suISVQawORC3Jlo09CKGo6kiMB0i5/7QBHAauNJ2lJbtgSY22E53KKtBkYdkeBGUxokDvJ2AA5AMYCL4HzwzsfoIQaKASW2Xd91kCnWxig1DCqJ2RhTFGWadUfh1bJ9/eZ0sVz1LrSd71xse/HB916CgHehbbu8KMfjiTE2wUdjhBCk733bdIjYtn06vsUwnBlCiH3v2rZnpkQyAoDxePLw4aOHDx/NZrMQooiTCEycbrAQJIRtYHpaaX98jd+C5UIQ17umaXyIQMzGEnNM7RKtjVaaGSS2TbVYzGezSXD+1YvnZ2enIfiDg32tuG2bar1gAq2zLLPMuFNRxJTe95+7t38mb/0/jcT8m38MUS9b8d02i3VbyDBD3/dXVzdn786XyyrLMmI9NDmSG2JHB463mc8fh2tvckd+5M9/RKnzP5eec1hSiXb7E7sTv61/ets2Tvto+lxrjYQAMc+LozvHWQajUX6wf3B2/jpG6Dtp6nh5cd2sf3/+rvrVF39/sH+XSOe5znI7npQizrkWyWaZOTg4QP3Z/mx/3Zw07VXXX3f9deevVutT5yNrDIjBQwgSHcWAwbdN7Zta97Udje4qHsWun6+kXzv2YTzJpEQIoXddkAAINhNtI1sfoEbyymDfCyEhGExpG4JCwgRWq6ZdrVbzXBpgUsakN/52WRT4kdCen56O/ldIOTuNfEKg6A1EazhXKBodIRZ5JiJt67reRSHFCmSI/AFCCIQRNbIiYowoDgGZHIFHCChCwASMwHmWH929c+do/+BofO/+3vHDva+/+vqHFy/Oz85tXoSIfRdiRJAQvO/65vLSrZZQrftX996eHD/Y29t/cHKS4sMIUyczStrhIEWXJFggpVOwtdbeObA5j8vxuJxeXl2uq2qxuFba5Jl++PB4sVw3ddf3ASRCBMEAWw5BiqVNET5RktRnRxCD2wc26SaShoWIi7w01miVM5m+BxFcV+H6qm1bG+OEwr6LKxBgLiVUXU9rFSbjHEC1bcuMSF6gXVdXvWuzXBNBiCH2HtABeFZiDRNC27TrVTe/aeaLbrY3yVgTY5SIBDYzeeER42p94zsIwRNR1/ZN3bZ9e3xyjKQJbQzEZPK8WMzXAIGsNiZXrBRRZgoRaPumaVqJUJajCOnYPC7HY6NrlCutbQzctj6zWkR775aLNVLICx08kHCMYIwpymw0yYtRqY0h0veOHq7rZYD+8ibG2Et0CD7GINE7V0cPfddLcAiiWDOyRHAuAHCWlcVovFiultWctbM5ur5q6moy3gsxTqYzECqLPatHfSPrRbdetIf7rDnXKl8t6xBCCO7t6VnXtIcHB/t7JxcXixhea1bJv7KJwY3Bh8RqS602EQSJm3laYucCsQx0LSJjTIIrMvNttzVhMII451frdd/35WgMSM65i4uLb775pg/whbGjiWVmiE42ZIIff5Y39d6QLbyhDAnFHYHLhth7Oy7YgXL+lzeFD7CcvEEobPicwghRgNOAIIa+a1fLpet7PxzTqesSNlYppbquvbw477p2tZx3TX11dTGZTLq2jSGACDM7FxBgPBqXZVnkOSudrqs2JoVu50We4pSLotBGa62yLEufEBGjUpDg11EgbgYLW5YaxLC9aDHZ8ZFIJIYQGEk2cWCbhZcSmR4BktIv+G2A3oDfSNq0W1bj1sKERMQIvNOgTYyeHejUpj5MEk0iMtYi4ciNptPp3t5es/noui793IFaOV947xc3Nym/ARGdc9uaczQej0bjEIIghhB65xQrrTWgRmO6GOu67roOAPMskxhvrm8uLy7evTsdjUajUXl+8a6pa6VU4tkE5xFgK7IABK10RAy3KqLNXkNbgVLyOxJuxUo4vAtKqcwYrRiTlhnTvR2H+xyFSDajIdxcFtwwZeWDg8QOU0s2lQbezpIkCohSnOV5Tuh86JN5sm1107ZtF2NEgQTc2dzXiEA7PBq5feMQCenWMfWeoHEbF7dN3tuNyIX3cxCGFD78qTPb7RejIAImkjtFIRcBXQw+BgJGoNR2BIDNOBoJOIHIFA5nK4E4lE2yM5LfUQiJbIurTYh6lPf1qdtx2zY+cFs1bq15NLxYjBERhZB4oNrsCj43N3+CZaalTQaL4EeEGxxC1QdI+cB9QQGBIOm1IyOyAIlgEPRRfAAXIAZJsE4G8SGGGAdbLaUIwTS6jMboPM+NMSLUNG6+WHrvWSmlNGCi1w7VTkpxsDYrilKxToH2qReIEdqmjVH6tpc4eD6TuC7GxB9WQ38uxBBiUZQHBwebx9YPQx/BXYZFYslujsc4OCFp55Aot0AH3Jyf+95FQI5CyXOeIi+VskZ71/dtk+rwqq6efvfter3SWmWZDaHv2iZ4Z4s8y6y1Fgklhg0s4r0w5/+cqvMvRpl4H1P5C79+d8K0y4bcXFv5WJrx0YOIH8Sy7yoTAcD17uZm+erVq6qqQbb5RDQwaQFTnPoms3abqfchi192eyjvP5O/YGL5n2F7qL/gG5OkL1rrbVDpLoslzfTSVUuHidTvTBG0A5eMQcQbk+f5vf296d17x9c3v3r95of5fDm/WVxdLl88P/vh2Tf/4f7w7t3Fg5PHZTn99LMnBwezGPv1egUQizI3xswmB7PpP/a+bbp1Xc9dXCzXb84uvl0vVn27tKRSJkYIwqyDx/WqrmtZLeL8Go8OrcJDhXeXq7ZbLaGr41EWXe4sVOtl0zWd68YzLkZgC4kUs5LzPO+64AMT5swWxEI0CIXVo9FoRqT73q3Xa0HIougs2+4QOxGcQkybKHD6+WrtL/B+CRFw7BR5W+iRlppCpzkcTCZMsFxWF80yBtLKxAgBwIUIFMR78JCKQwxBpBHQEhVARdCRRBQk1MxZSlEvytwUJ4f3pp/95tF0NkaFV9dzRNAqKt2FGCR6iU6ZXkLoenj63fevXr66c+fpp08+/fUXX6AIIwimM8ImMEppQRIBQiZUANT3PYjLct7f39ubzp48/uSHH158/c03X3/ztQgeHd375JNPVlVzeXlzdnYpUbmUzoC0OV1HkYg75LfgRRACJtBAeoaBWRQBAASBGIWILWcZZQLkHXZ9jAFW636+aEVGIIdds6j9jaJgOGOcVI2/aKpRcRwjtW1VlErbWBDNV50hKbKyadooTiD2fQPglGJrpwJxPl8s5+1i0Tsfrd0rSqs0dK5BjNZqmORdF9t2BdEyk7V2vW6apu26bjI5LEcjo9Vy3nSdI9Jt24HudbBEVilSpIhU8MH70NQNE5fl+OZmFQxZMz06eDAeOaaJc32Mse/BKE7LRVMvQohdH0MHmiPlSfOAeWH2D6dlWQDxw4ePO18v1zddt46xJXQirXddcD6E1vfB9z0KZEZrlStSwUHbuL7nLENmPru4qNqFYDPbzyW6tmlX63Y63js5eRI8FNmsyPdXi3696CAqhabIRmU5uri4oCvxsf/u26fj0eyzz778/PPPZ9OF6/3yZh6j874LsYvSCzjvnfdOJDCj1oyeo4RNE2GDKpcgErcpAlmWKa1FxDmfGZOiB1LATtu2i+VyXdV5MbaZQaHQ1U+fPiVl7xzdLcdHaTNIrDkA9q7zPg6bBG7YCcN073a+9xE48CPp5gYm8lP+vT9XoKGU2p2xfFDypR/nfN91bV3X3ru+c23d9D50fe+cY1Zd27Vdm+e5Uuyd884ZrbTim5ubuq5SkEBmbVEUZVlOJ5M8L4qiSBI+bS3zwMlUShmjWbH33gdvrXXOdV07RBQgdl2brEvOOZEYogdIVToCSApBApGQujgSRTCKMNBm+SWi5NlCwUGGNqjFhr+T4GLfuRgjAmVZppWB2/M8UqIXpv0eSZESQUHZVndDVYaolJb3qwDnHCISE2EixFCe5+k6M3Mi2azX68vLi6vLi5vrm9VyuVwsTCqDB0q7DK89AgCGEH2MAlhVzWg0splFYjK69T7tsNba+8cneZat1+u3b9+cn529fvVKJC3wYoyZ38yTylpiZGIRiDEqpjzLXIydd8NNt+VMipDc1nt0i7hJ2INIKIrJaK2YiCSleW+8sUEkAA731i1zlYnTPsiYyvKdxIFBiRVDiEmCLQNbIv3oKNL3Xd913ntjjbVWW+NDSFGZbdP3fR+9Z0GlWWuVbqStXm47y4VNncnMxuhNWsY21GCTlg6yjV6TD21HsmPNkF1X4M+fWmOy9ABE4RDJBYghOhDPYJmZOGU1RRmKPUpwTAnBA3McHA9IDEPu+fu+vvcGBamTJRJD3MTXQarFd04ZO2LO7fF4Yx/cdogAId0AH9V7m2RpIUlhNxFv38kYB0XrpmbeOW5TavEOqk0RjIKDYQ1ZBKJgiBgjBKEIFGRgjm/07iiDIkdSyLVIcL5nRTazSqktxyWJw/M8V6zgNoMREXm9rq3Njo+PFbPESECpX8HEXdP2vfO9lyi0WStSXqG1Js+zpumT5DKEmOfZaDRyfd8755xTpHA4GEdmJCLFTEjvScfpg+RtGFpOlEzQSV3OAH6gBG9Wls774JzE0Da1BJ8AuavV6vnz5yh+OikRoWubtq2JKLO2yAujdQg+SqQNdnhXl/dzoM5fcBb9JbXhfzqs75cfjD/+zh9nm21f4EZcOWRifcChTB/Xi/X5+cWbN2+0ttbq1IElSrpxFAFWnAxbGxXubajpR4SO9DBR+u/PGaumaTz+4jHqX3q+t1UYp0om7XZd1y0Wi7R/M3Pa5zbSeej7PiWHbAZ9DiAGBzEggDV8OBtl4ag43HPtcbteV1/+un/9+vR3v/vmq6/+4/e///3RnWNt/s/RKC9KG4K7mV/dPL0iwqLIZ7NpnhdaHRZmT6Cyai+zk3pdn57JunrjQkCCzGarhVsu3WIRg4e2gbaB4FSW52UxXvICA1jS6zksrnvv+xAhSiZiFleOTatsXc7g6Hh6OH0wGk81jwgya0trcmMygpJhwng4Ku4auIOd6rqu957bloypqjoplzaJTz/ipfkrBrwKYAQDxgizDxAakCWo9cSUB/sTOBr9IbYXV6uualFpJOQIAJ3voa966c8hzIGCYg9AXV8D3jA3zE5ECE1mJwImBBZgZptnzJQ9+uTz7384BfgmOA+grc28r+vQVW03mciooNzo6DEEYg5dV3VdO0w8YowQUAEI+BCMZojgfNgocDY2AIEYPAGWufn80yez2eTx4wdv3p5eXFx99dVXzHo62/+nf/rH66vF6en527fvAkcelNTAxIpTdx8ZmRRGiSH2xAZhZ2snhI3ajjAl3wiAsI6WpO9DXqijoyNAc35NP7y+urguEZbjog0uRxHvyPWkFABIVd8Qd6TD0b1xCOIduABN43rXKA0DiItSmWGZZTTOdKmy0gDHIL7tqqpeVm1V5IUxumvDet0vV01duTuHx5988mB/dtD1TgB8COdn725u5t6HPM/RQOdWXa+UIlam77u26bq2PTjYJ2Lv43y+HE8OP/3k13funMznq6ZGJDBaGWNAyHsZZaG0R/PFu6urHy7Pr8pSJqOClWFFAP7q6jSKHBwe2cymOIfpZC/LoXO2rm9CaAmEgVwX+8wTanKGnc4n4mG9bpd144+PJ59//utidP7y7bPzy3kfWCu0ecZsZnuHj+5/cnF2c3Lvk8+efPnNN8+fffe2XYfQ82q5fHP6vYg3lm1mHz95cHL86PGjXym2R4f7+h++fPHiuQvNxdXLrr821k1nGsUp3Udpk4qMmSDcxuYOvuvNUr+VqSfXk7XZVvbhfQQgZq6r5t3p+XrdHJ+czMZFlmV1WzGzzSwRS3Te+xhEqYgEaTH8ia1px7/3txWyJDfdRrLCW6P1oLEkcq5fr1evXr/67runz77/frVaI5I1mdba5rnNcmNMUeRKqdFolA76X/7m10WRl6PCWq2VNlpba9UmMEoprZVJeyEzbxSrQ3+06/rY+LQetiEGicOINt66GobgLQRmTiDCJPyOAiFK8vuw0ogoIeHn0hFQwoY1z4QiKGn2n/K8CGVI2WImgxiZDYICoRDj0PpFIOThd4gQBGII6eS/m11xC4GkFGmd7GeSIvgEATYO9rQDbmUyxpjZbFaWxcnJsev6pmmaqm7qqm2apq7atl0ul6vVqq6a8/Pz+WKhlMryIsuLyWRiMysCXdulKwsAwXsBLEflZ598OhqNlov5crmo1uu2bVbVarGcX11dvX79ummqH168mJQjvnfMiDGE3vtOd0LpLHKbLb0tHAiAARkhiZwZkDcJOADAjMypJIChRKHdQdn2rg8heB9cwucS34JSmJneT+9OonTZzMBTyUGEMUjTNPP5zbqqi7LUWaaUkk0xmedF8CE4H3tvrN1eZ2aVxoyywYSIhCThQKQ/sYnuEPt+si/zZ87XUwaLF3AR0AFKZIiRCQwoAIjkQ4gRlGIGJsQAEFxACYigFWnNWqtUaQ2yWgTZxKMDADJg4s6/F7EQt+OrnToP/8QL36kbCdO7sJl2wnbsCYgYcTia4vCjAGkzIpefrA/So+2DhCAhgAj4EEAkAoUoMXLc3Fbb+HUBUEZrY4KvXPBGgzaoGAGk6zptzHg8Lss8RMWMzBxjSCGZKVKPkSSEvmvbphqPitlkMptMjNEi20BDYKaubdu2ZRrsKwzogo8SESS44DoXXE8ARrHVOtV2IFERAimtTIgRRJRR3vnogzUmNYD6vv+pG2hQpRKld5ZZZVkWBYMIcEph2Vw/TG1xpTIzGZfXV+fv3r5ZLpf3j+8c7O9JDOv1sq7WeZ5Za4xRA+5fPrBw/00Heu+HYf5/rO3c/AIRgLeyxK3Z3vsg4k9PT8/PL9K8iol9CCEGElaKd17BNoUTP6jgYcM12og5/0bDUkT8i/FadkWbVVWt1+v1en1wcBBjXCwWWZalJu4HI9pUE6byL2lmBSDGtIYYEtaUjTJDJaams4jszY6cC67/6up6fnV19uLl8+l0PB4X2nCe27rWy9W8dz1TUWRFZsZEuK6uQxc4duL265W9uOzYxiwnzTp6cZ2r1qCIFZpxmSlliyIfHd5hUm2ltTACxuBc03qPISaFQIOaTEFFURbq0eHky73ZiaJJ14IxWV5ko1HuemhrbCs24zuW92JQXd9556B35BwgHhwcmDxPXbi+7xOXSmL8KPX1p9Cx+AsxLT+yqwBoQIukY8BubXVndWd0m9F8VpiD/TvoZ5MsXtysVUakLSlNpIOXrukn+WHfaa2ctTEIeiimM8dqDdASCZMmzCBmIkZACQgAs1LGTIyZKh6JcgjKGto7UDGOfGju3FH708kk22tqf3VVzW86bUggwPa8HYOEQSAUY/KARGZJob8pccp7iOIYAVm0UUd39kaj/OBg7/T07PXrd1fXN11Xr5ZLbdSdoztZlldV01Rt2zSJ7s3EMkT0RUaFKe9ooD0DSEgpaaltCsAIGwEGeaRAGMX3yoTReKRU3va15QslEsJb5+aEhlC879+9uypKysvAZk1So/y/zL3Zl1xXdt65h3POHWLKETMJFlkuS/KybMv2H9AP/db/dvdaWt221VZRFMkqTiCQc2RMdzrD3v1wbkQmALIsydW9mg9cQCIzELhxhz183+/zzhWWLRHXdUGkxitxsI6q0tbVFIS2mwahrGvniAVCjGqsKoQovfdNXVnrDJHte08MzGitPT97+tsv/vVyeb9abe7Xq+l00XV+s9kQMRoV6n3c2sDW2Ninru39MJw+fw5K9/cr7wOhW8zOZ7MnbUMpXMYUtEBC430Mg8YBYijbrbm5ine3wTCXxWI2m5eVAwwCQ5IuxE4kEIGzrpqcJDW957s7HwMYAlIMLBZjiqoCmDTF4CVEL4WbMZUhIKBbHJ25GtgOCFEVIbIxxrqirmfHR2dPn3yyW+Ni+m3yVqNzxk1ntN31AlyUxasXL8/Pn08mle+lqgtrT27ufr6+uVze3/V+V03S0xeTssSqMGx8TH2I3ajtHYmXuZinA+cgj6gQ0bDZj+gOEo4MkaOU0nq9Xm+2xAbl5HheWWtd4XIdjzAK+ZBIFAF+YaJzYIZ9wGt5NP3RXyK4/Pn1MwCQc+FijGNf0ba53+v65vrqJni/WMzPzs6KoirL0tminkzrydRYUxR5uVJk0kVROGuNsaYsLBOPDBJiZgMIhHlgr4eGc2RhEh4q6AcFI5M1JutEUkrWGQBIUUSUGJgy3loBHlIrkLJeTVHhUUZYblLwAKnIk6NDPrVqVschs835V9Y4RBLJBqQxiPtxAu94u4YsO/8I0fH+yHz8d43w0j2N8H0gSj67CucQVZLEEFKMmsT7oe/atm2bXbPZbG9ubru+8yHko9c27f39vXUuV4forIiMlJekTDydTp88eTKb1CfHx/3QS4rd0O12m9u7u5ubq7dvfy6Kgpge5wqOex/Fg54zy4b3VfYhMDjD7Q7Rr0oEzPQQP76vE5gVM+WF9s3jI0TdCAzZq16tc2PqdJ7tIe1BdyOVTiTlbllV+r6/v7+/X60n06ktCjYG9twdEQnehyFC0vV6PfihmExDCE3T5kOdN4w4xkUMj0u9j1wWj9Wa8GdMxxqPrkoU5Ly0SolAxCgSCZDuvbQMZpSbg8SUNEUEVeHcFhhWJDjglT7w0xGoUr5Kctus8OG/Qh/0lQ9Gvz3N4lBpPAg7cT+e0l/2oTxcF49ZRx/STXVvbxnjSkd6Tb4bIiBJjgwEUCXZK6lHag0yERPsW1x4SPzLRg1ims1mR0cLIkpJD065nGifz8RMsiFEJjpeLJ6cn83nM8MskhBUmTWl6H3fdcPgH84KzTUBWmYQiSGoSlWV89msKAtGzHDmNB4zZUIVSDEOfe/7ARVSTN77GKM8SI0e5huPUfYZOISI1lhrBVJSGuX+iIx7sYgrCmsIES8vLt6+fctMk8mkLMvdbr3b7WIYFvOptYYI5b1o8MOg6l/Ca/m4RfxAif2x6hI+Ivn/01Om/4lF7y/96Z9a9z3cn/dkxb0akVOSYRh2u93t7bJpurKosnyDjRlTSfXhJoZ7TpI+Ath+wN5/dPvER9SWB038nz3r4s/W7x0ULMMwvHnz5vLy8vb29j/8h/8wnU7bthWRvMTLas/HLr7HJniifJ8iUANaxIQpMCOXhSkcGasiHgDbrjGG3759d79cL5c37y7evPrkxWRSnpwclZWRNxk6rUUxqaqFJm13682GkhSbpb27hsuLfnEKCMwEjIU1TNgzFc5Ni+LIGCpKePGqrqfp/jqt3rVVNZGCQPuu0RQkeUngWCoq4rR4djr/3dOT/3h6/FpStfQdJuBojJZNs1ovm/VqmNdFPZ2QUR98ijGGiCLW2pcvXw4hdN63bZ9SGlIWAIzj3ky2opGXqaj4Qaf+P/N5MYABrVCtDuDX04ksZjCpqTariS2en51W9uh4hm/eqqtnRT0p6toVNSKlGHbbRUpbw11VaRt11djzZ2hsA9pZLpiMigEtAJwqj1m5At6zpMLZOYFHKOuqevnp9OgoFNXm7Lw4nj6b20+vr1Z/+MPPf/j2oq4LNrRPGcrIA2Fma2yMml3Nex+D5vYPURRi1BTBI5K17mgxPT4+evXq1edfrP7L//V33//w5ofv//j02avjkyevXn56fX19c3V7e5OCH1KSuE+7ygnYyMCMCLK/MyTVqCCggGCJbOZLqyBQAvWig8BAFgouGM20fnV61Mdh0fZfJfxHVEcsqu2bN1dVnZ48d8dnqtyGYR2lKOzM2sV0VpelC8H52BQlzWeTqlzc34Xb2+XJ4tOiLInSdrdLImSYSACTyBBCZ4xxRekcTSZlYdk5V1f1ycm5NVUMuFxuXr58XRTVjz/+QERIYosUpR08EZDvUt/2KSZXGE2YUkJkQgvqCCpJttmlzWbLTFXdDUMMA0jkOMDFxfbtmyZ4PTux1k6ms0VZFUjJOhDtN9tlEkGQuirLiROkbki73Q1obxkYmVEwwbrZ+aYDTzB0CQMyLo5OVOy7d8td181PTl4/fb5c/eSHrYgkjwlS025dURVF7Wz1/OnrJ6efVsWJwcXx0cnr35z99KZTlaqmJ0+P67rwvlV1zMwGFIa2W95v3rJJ1TQ+fV5XJTEURSlJWh9aJjI2Mw9BVHOcKh70NPlKRBxZ86pjvU+MSACCSMzGe7/dNcY40t5DBfMAACAASURBVMhwXFRza20OeyQUJmIygBzCQTg03vTSoYz6FVXMB8/UUVZ3oOQ9CKj+5cXnB1DlPICLMa5Wq+vr6/V6PSrOSIno008/nc1mx6enk8m0LEsELoqiKCogzJnkIBnFEY0hH3yMsbB7pWj0OfU55YsN0vsuCyTi3FEQIbM7JD4TojU25Rm/REKrefqmSsC5js0lGI3LSQSgTMZC4IeEG+ZxA6UKkEQEMdujPmCgkbPuoC8TFUnp4NbI+08AUNkXvmPgUjqoEN/Lt9gXoI8tfI+BqAd/yAHJnBnF+UWNMYVzjESYJY1Jkg6Dv76+Xt4vV+t10zSb7a7rusuLS2ImNvP5XA1HzW0biY4PF1VFoqqq6kntnCFCBfEhvPnpx6/n065t+q7NHz0ROWt5nFA8VOuHHVC2Ze3z61QliVD+pFSViSxzrqTHA5CSSAIwB6hmrphHyVP2MoCqSK77x3+1MeMZjkSIkhSJkBQBJY3/WWtzv3e3XF5eXdWTKTHnD0BUUhLv/dD30ceC3e3t7dD3p0fHbdteXl5ma25251priRhRDnSiLNbCD8rE3Ks8Bpu8F98wFm4K+X0KEI3WxY+L6fce5aSAKpBAQzYbxISaVJmIRUFiIiJjGIiVjCBmAJ1EAUjZb4lEDlX5sADd583s3+h+8zba0RAVUYFg3G7nAKjsJcSDYgweYtIf/zYrPfeahPG5jIed597pg0lGSCfuAyPwsXxu/GbNgQ35EJGM33qYjuXeXuXhryBEJWJlg5gIjUGHhJpjN3Isu2pMSVSL0p2cHGVoSkwPOVjM5Kxhwrz4J0JrjXP25OT46ZMnRVHkjwGAQI1IbJum77qUBBX2WkthQmuMNSanrTPiYjY7PT1WVWZCVMsMqjEmkWCMjUl3223X9SlFIo5x1Htmx93jQu/Q8omM0WVIpKP9h+IDzRQM8yiYVS2Kkgl2u92PP/54cfEuU2oAYL3etE1LpEXhjGFEkP1s5XFrRDR+/WOx5eOv/LM8dR+81MeKyo+lbYcv5rviLzaZv9ht/lq0A+1PVcAPrX3vzxz1cRxaXmU5V2ai8tu3b1frnSQoyyp/ZNbavH9OKRFl6aLkqbGCjNjTvZ/7sOE74JT2eXyH/R+/p+X9M+0881v4s/n3iOju7u7777//8ssvf//7319fXwPAJ5988vTp07Ozs/x42+12WVLsvc/kg7Isv//++9wfPn/+/OnTs7Pz46OjMybXtWm7bolocTTjPQnq5vby+vq677t/9+/+7X/+z/85JdjtWsOm77vN9n4Y2r5vmmZblpPZvCBOTbNbLZv1qhsGQCy7nRvaEmTeNTuRoe/88dHp0fyICe6ut03j+27XtLd3y+t2uJrOKkHxsXGJRUwIKSWSxJKMj54TGWdZ5xDnzcZu7zbr+/t371bD0AJ4tuHm9ipFWMyffPryrydPF5hSWVW9H5p+2HZdTNE5V04mMwDvIxO1u8Z7n2ujlJIag+9d9vBnVngqgA4MQ8FxPqFXz2evPzmty6GuKYVrg/jkmObTZ1RUpihtVU0mU1s4Qox+4f19iHdE/d3Ow63OFlBO1DqBDgDYcOmsZeSUgNAiKUKyPLE8ZZ7EAPPZ5LPP5v/+P708PQ8K76xrpHftbfuHP3791VffX11s/+PfDIYAUkhJgYCtI02qEmJAMCZHPAGmpDHmNCIUiUigoiEGV5QpxaaNgATAR0eLv/mbv/nNb357e7f68ceff/rh+36IL569+Oz169efvn7785vr68vtdpPDoJxzkqJCAk4iWdZHSPn8G5OPDnEnRCAACYYEO+vIOQdS+g7L4vT5Eyth+vO7m6ubTV0tCjc5PZkByOCv7+5uq3lRW88mJEk+EmFpyFhrEF1ITYyh7/uyUGZmdvl2hATMIJAGHwbfASRjebtbt23nbA1QTuoKq4q5WC5Xv//7f+javu+9YVe4sirr6XTqnKVapGy6Jvmh9/0Sk4kpxZjevPnJmUKV5vM5AF5e3Dh34j0YrmJab7fb5XKNaAs3Ld2kGfqhR0jV0XyhUrz56WI6nZ2dnVeT8m55PVxcsilfvfzUMCLCMAxRut53fvCahJ2dVVOqTef8+n7XD60MEqXhAuvZvHATUNc0qR/ANKnY+cGnmMQa/PSLT8TD7e3V+ckn1jABpwifvvrt//q//G/T6fTVy8nZOXf97Ob25t3FD0M/PHny+tn554vZtG27q+vLENvZ3Jlisd3d7JpN09+HJK601YSriSlK1qQKAcEw2Rg8KCiSJeZH6oOP1Y8xBmZgNmVZnZ2enZ6eJYGmad69832zOnvysmmaEAJzTai5RidOoxrw4QY/ArfHMDPYAx4Q3nfw/X8hdMlQyoO2syzLJ0+eTKfTLLwnRiJlNs45awoRNdYYa1UelHnBBz94GNsM9D4CqBnFiqogZVnAWKGObUP6SCyyz0dSNkaSxBSJIKXU933e2uUIBxUksgeLVIwxj/sPIijVlFtx2NeXI35TZTQOjUumHLeNxIyPdoPMo10thMTI1pk9IltTyJ9/jCnlj9Jay4bYjG6FsfPb003zgODw8LbW6p7/dgC6HM4r2geC5zY3H3wmCjGgIiHkopaZn796df70yTAM3se265q2bbp2s9lutru3b9/C9WVI8fristntLJsQgg8hpWSYyVpA8L7P0PyiLGbz2fHxybNnz1b3y8I5SSkrV/8kG+AQoo6SJIrnHAyoDxgbGHO+U9ZJfvBBj8iUvfUrpphPwo8rOczLPQWRlEBA1bA5EC8yQG+z2fz000/ffPsNEhMbYkYi62xRlGVZFs4VrqjK0m3c0Pfe+x9++PHm7t45N5lMp9PZfD6dz+eTSV0UVkQz0dE598Hi638omzoAUfYBWwRAmv6p168KSM6YhdyaJARgjCKUQqyqko3N1OyD/hkydzZviiAUiIkequRH6zXCx2SWx4jOg97y0W8fKwof5iAP/V6eS1D+S9I+vBE/quYTRkGB7FDSw1nzgWT0oVvO3ymqRIKoWd6dsZ2qikCALMD5CCAAg7BxhsEhlmXpHKahFZG8RLfOOGeds3VdVVUJIMyGCLuuQ4Tghxy0liTFGPMl2bVtHjEzs4oCoLPWObOFtNmuQ/DM5n01qiZJ3g8A4FzBTIujxdHRUd93zLTnU5C1o2a7abb/8A9fzmaL4+OjYq8u3j9iCHKqxf6OMS4hmfL7Mda6FJ1zPkSM45aSmYuiiF4lBc0cxOivr6+vr6+HYfjkt78pq7Jvt3fLWx/8fDaZTCbOufxcy4OnNKL/31NX/mk73Ae93MeYwH/WnvDXJIjwYU76hzikDxq2x195TMkaXRvjVE8+Tqh8/HeJyCE8IR+iqprEGL2Pt7cbJnLGDMOwN1KCsRY0T8z10X1gtPaKJJEE/z/AkBqFlG/Nqh/Mmz40+OoYTMRINF6xiqqw3W6Xy9X19c27i4uffnrz3XfffffDT9vtrqjKPgDZqpoxgOQJdpIImc+bk04hDX64vbv7x6+/+eHHn45OZs9fHv/Fv/6r+eK4a4ZhiLPJ9KwoATWChCDvLq9W99uqOnn69DdHR8eIvNvtQgiIenn987urdz/88C0bPDk5d1VVz+YSuzeXF29++nm9uo1x++Obn5smWHucQmqj9F1gHCa1ndZ1VxvQnDDWre67rm2fP5+XpnKVQRsooSswBRAhJstpouA0pftb/Y6W98uvu5Y267Bctn7wIhEgrlarupr85rMTicYaq0bJOVOQLZ1xpvPD4IMoJlFnDZ4cD3Xth6Fk6tanz56c7bbbvu2GoS/LYg8/A8Dx1KGH+fRDFuSY7DjSnxAUJU+dAXA/sIFcrRAgSAytNfL0+dHrL6onT7ypV16XKYQBrbXzylWluj6ukMhyWdmjyk2YXKIhUggRmJikjjM3LWyFiaQjQVJPEBECoqdxX80CRDEaGUpuXLWb1uRsZKgNETstShINiquTunlx6ktK5yer0r4Nw7eiNdAEUo1kFY2iYuZqjoi2qOoh9SiDYUnBgwoqSkiKqkpsMhVOjmbVrDbnp2Xlhrc13N5tJDR9o9ZWk7o8PZ1XNbhSgTxQGkfzYkF5pPHlCxdVhQB470oXgiHpgAoGp4BM4IBcMp6t2FLKiakmdbk9UeUY1Zg0W1TUul0z3N76RaTprCZiwlIVUvIppRAHhSQJ/WA0zifu6NlJEYe67/qW7pM6xZwS7xMAmQpVQU3SwpqCySEyM/Rx/fZyd7+8B6TpZO7K85QgDsXR7KUrziNNiXY9tH1sY2piiklk0wZna8M1l9KG5U+XXyZu2jZu26vBb0UU0YGwpbIuZ6FENiQo8+M5W7y7v7u+uTw6mlijF5dXQ99b5wDuur7p+jdKMabBD60EVbEaXYoEmBR75W3AbRc1SZpWR648b1oBHGYLnc/m5cQ5ROUX7bCNg8fhdFFPTyfFpDop3WlKFjkdnS0+/e1zVW8LTB41Qde0V5fvVne369Vd3+w++/QvAZwhOVkcV6XuWg7DxrBY67UOrtiRWW13F5OqsjRztgBjkIGQHmVF7YfQhDrmPhKbMe1K95xyMrQ4Pjp/ep5AV+v1pt11sRkAf7teShoYlIFAWYFUKCd9IQiDGMyWGhQQpdF9keVzKADKIBYgglBGuezfEyqwqgEhQAUlwAggAIIoWYc1jtFBBIAUSChvD8aHJkbAtA/uGXN6iUBQhJJqAgVSg2Cqala4WlXYAFBCUmbLZAk4hAAITJiJeSIMsk8NQkRKiFE1IiCCGbGjRAggSAkfyH+PU6jHAJRHBWZCVGQkUNWUXzjveUQBx3pQMKeIjXil3BgcNgyEJA/3yT3KAoD3+yQUAIg4lgGiElNKopLLsJiS9zFKyvauuDc0xhhjCCEEQmBiY4yprKtc4crSFc5YayyzYTYwwtj23BhARAYByvuVzAJVUMakKoSjqQZVMzIIIAmEJKBIgHkTkhSEsCisLUxZlynJPM0HH/q+2+3a7W63Xm+6oW/aJr14PikLUI1xuLp823c7Z0xVV1VVMLMxbKwxhqzhTJvYbU1GZybE+OBjHT+tbDBTBVQ1CsimKOuTk7NqMidjFBD1KnjRiL5PfR+tKZNQEgoRkoztWW5XdMxcYEDKQA5EJjSEjECMbJBVFCVfIqgoqiqYNF8gyBnllTW2ChhTGoJv+y6rcAHJOjfnGRMR4Hw6Oz46mVRV1wxd2+UFVlLd7nbb7Q7pylozm01ns+l0Wq9W98vlbds04ckZIoEyAD08csdV2iHb3Ag4UWbS0kBlUqRBUROKYlRIgAmQVLPlm3KcAe1/GgEQaGSViuTOLYKOC2uiCNiLcBAVcYDKrIi5NZHMwFNCsKCIQigmacp7LVLNe67HfephtHTo/AQfGJwCY/EAgCzCqoSAY+MhWXFzEHWORz9PRQFRCcZz933D5T5nXWGvn9ZDb0eabwCIoBmJcojsQyQiI5pAKcenEytoLmoQFDShJFHkfLZYg+rI8EjcBhjpgElBrCusK9m4ECUFCUPyfSLEmADBqBKAEomoV/BVba3jkcABMm4Zx412tg2SAuvIqCURyTH1+VaioCGGECMxM1skE71nRkRGpJRgu2vfvr14/VlxSmYPtiVrDI9xiLL/5B/Kj7yfyl8Zp0vMxJEE9jMgYBRGYWbHut7tfvjj112zqZxZzGrU6IdWJcwm9dF8bvfhk4i0p0TyaFxThT8FfxxVu/Q4NxLhF+Euj9UivwZN+bh5+xMEl725Cd9f4r3XWz5uZA4r5P1znA7Pv4+Nc+MD6cEujGNqHpB1rq5nm/UaFMIQqrq2xoqOXfl7Ux5QgJHiAyAhSPA+i3Uf8SYQ9ud5vvUBEhDvxcnjEyG7Rj/O3/ulhlrxl+hrv6jnlP0RPMiCDggy2T8d85EViQGtBTWgmDJeMerl24uvv/nj//3f/+H25m6z3fkYjZ0en87KyYTdJKElx4hCqAwaQ0+oZVkCgKQYY3CFta4IIX33wzc+bRenuOluX716KZKKorT1U7SzpOpD6rvw87uLodfffvG6KM6Nmavi8fERUhINy83d3Xr5337/X09OF33qXT09Oj0H5eX28psf/u77775ZLi+IurKK09lkGDofQtIgcRMW6eQUp1MqrPMeQN1yObz9aSXePzmfnx2fGlYJKSaMISEBYVlJHaIM0V+8a9+++0Hwu8GnECAlViEQg8J+SGenC/E1qUECwYRIzpmiKupJ2fdD0zS7bTuEQElOJzVMJqrazGcONPa7b7/99qLZeN8XBUMud1Az1kwkIvKeApcVFbkXPCjtEZQUMJPlcjiVjkYR2q8KUgiNK/TV6yef/+WC7cXF1d+37c+GhvmsPj16XtipRmi6W9UgWtbmzMg8pioNqFEJ1BicpMm5PbboCongG4rA2jEOoD1CZxgBANWqWIq9kU1tl9burBmabbr4eRnCbH7Mi2MuNC3s8G8+ty+Oj9atef1qWZivml0ieg70TPHcuGOyJVhQBMWkmCwqUiAcNLQogyFQ3yoiUpm8R7VEzlApKQ7Dlm0sKzma08ni1eevTy/erf7733+/vL0EtJNZ/fz5qSmOiZGdRB2QLaoB5f3WXUUI0BKZjOPa21YCaKepJywMHWnKccJi3ADDxusF2Lt6TufyarPd+KEJQ3N0UpCr++CWy0alnFRHrqqYSZMOsfOxC6EnYoJKw4z12Xz2u7P61bs33Xbz00bbsgY0krSLoEKGXe3KCYpRgQxFUEi2SNFvN7vd25ufiMw5PKsmZdeG3dp88uyzmk3XH5PeE14qvmtkm3QQ0ogRAZNi4mEXLn++ud+Fn1LE7dbHWJTFSVXMQ28m5exoNmfg61sj1Ndzhxh3m+bu7vJ7m9bry/XqHtGXtQnp+6RD026AOCUKA6YAIC6o3YYesPXxXvleXD+wUai4PKsmr5Y3a6L2+XP97LNzZ+swYCw/vR1WV3fX92/rZ3/527/6q79q21AV8xgL47SYUbHwXX83pKrZzNrtsF2t72+vEONue9PubpnD+elvjuani+msaWfLe7u6u6yKYjE3g+8MbQWvbm7/aKA6mpRuckyIiL0lHk0tMo5HskoK8qSZmI1RBGBCwwKoKkoyO5qePz1TEh/7+027bbte0v3mDtSTKiupWgWjmjlDgppYo4LLFIuQBw2cUHN9iCAIiUAAMNd+CCgwYmVJ1ahaUMJMIUFA9IiJQMZBeJad5dhIzUx0i8ACCBgBRTEoRgUGzQUoC4JqBxiAEySICSCxQWccESWFQTAKxqSU4t7NBppSBDAAjsSOuEoUIVBqBT1gVGEURHA53DrFKIhCdl9j6jhuVM37m1zcZJSfqAASGKsHNw+ACiogASaCRLkWU1FB5jz02uclZFPZGCKQ9/SiaXzagRJCzn9XCSheYwzBxzBE33vfhzh4Pwz5WR1TO/Td4AHQh+C9l0w2TMn7AUE55/BMCzutJ9VkVk5n1fRkdjSdH5X1FA3t3Ws5tgdRmZRRGcCIYko5+EYFVAlFImpC5lw9IxlVDFENG8EHgqSC+jDs0cJgHLvSHR8vVCGlUYu7Wt23bds0u7ZpvB8u3v108Q6cc4vF/OTk+PjkeDqdOuQUhxi9SMr7y6gCxiSigAgjx3QkkQJCSpBAEcACorFFPTk9e8rG1ZNJDImxCAG6rpNEfZeqklLimDhESjm1BxjRIFlAQ+zIGNEkSgBsuGC0BIaVLBqLJp8OBIiooglQlRICExoEyhRdARUgIDLWlHU1nc+NMUPvU5K6rk+OT+bzhcZ0dnL24sXLuqyWd+vl8p7YnD55cnp+vlwuV/fL5fJ2vV4bw5NJfXw077put9tJjC9ePEdgEAIxCgCihACUI7r2nyq4BKUoOYaJw+Sih15wSCheg9cEgIJG0YCaHDOwtyvoeLmO49oMi5Z9n485LD7lb1RgBGFUYkWIIQYfkw+5A2AkVkJlQ06gT+pTTET6WByUA9Jz1EGGFolgUhRlAFKkjELJow4AtCmBCjAQINA4gwBQoEc5fZr17IaAQWn0yx16AkBAMDqKYsYaRA49RR720NjvIQGg5L4vY9EI2YBggpQNpQaVsyKbWbO1VUURgJVYWROahJSAhWi082qeaVpXsilEjQ9haEKzHXyvzKRqVBwoEyIaVeiJw/HptKwdEACO0XbiBzKkqK60ZFmVRE0+MdmwhJTVegoaJWpK6/V6s9ksFgvrCmOc90mEEJm56Lpus+lW6+2rpMY6UUAEy1xkq6qqZGv7qHPGHIo3/j+fbpCJX8SMSigqCioSSYPBWDpjIDTrm++++RLTcHI0LS3vtlvft3XhTo4WR4tF9jjCqPTWHFE4XlCS6CNr5UPz8EjhO8KT6HF/9Tja4zGQ6dc5n7/0iw+0miLp0e73PUGpPGbVPHz9vSU1MzyERj7QavGx1O3wbonzHJAQUQVEgMkVRVVVlTOWkZgg+31HOzHmrbWqZtNHHucgUXYiyTAMvh9ijJqtCpmiRAQECqR5ikAGiB+tdh+4wR8t3h6P3/7ZC0MDwPsJDb7/uvkkUgRls1eUOUYE1SBJrq9ulnf3m83m7nZ5d7eb1LOj35744Febe1e5+WJ29vT0ydN5SI2IFM4RMSRgLFSkb7O2gK2xz568LIrJ8xcvvvrqy6++/btvvvsv//W//Zfr66unT58ZY1TgyfkzYtM03dXlzXJ5Ez3c3lycnZ3UkykCp5Rhwsk4N58vXrx48Z/+07/79PVnk+r09GRhjTueVYsFzI/i//G//5BSO/g2rAbRDsADwmajPnRDCLPpvCgrVxk0hAaLGsoC2CbitDgu2218++5d6FGTJaz6IcaIQFbBRCEfRMEiWCaLRCogKTkHrlDjIuYxEBAoJMl7ZCycc66YzxbDELqub9uubbu+78uy/Pzz3zx5cvbFF198//13f/jDt9vtummbLO9OojlFl4j3M7tfVlE/ylnNk+hsckNj8o9HSVtX9Vw2vrld73ZIl+vN3Wbdgg7b7bC+T9N6NqlmfgjOsXOlcU5Bh6EhcSqYYmrasG665a579vJTgATqAWxR8vHx3LkS1Ekag2Elhtmsms8nlp3vcGigb3g4mcPROceqWfaKq3mxOTl385OTIc2mC2j7i59/9kC3s3l7cla4ogZDUfNDIY1KeEjOOWPc0AybYagKB9h6WZbFKYiJXoZ+YANV7RSjgniPAOVkMv309dPnL/7i7nb188/vtk0zmU2ev3i+WCxefvIS1OTsU4UERKKSgkcgYoNg2IxmPpCUx86OJyIUwmDYISFggjQkaEK6a/ofg1xUde8KjqFKyZSVmUzO5lPT+60xybJxtlJJbd82TRNTJLJMzpl5UZw/f/K706O/gHgWhjtvG0n3ZeWjmj5EYxkUEQoQE4Y0DD2g6Ej5q5SRmefzOYJxLuOnBx+H4+M5glxf98ggyYA6Z2euKIlRgYkLpMKPqFjph4bQlpXBoiRlUO+cm0zLo6O5tW4+n1trfRgW8+po/qyqePC7m9vGMiFpjCGmFFPsh6HrfUqQIsdAINQPXfC7EFchrhHDfDabz47aBid1XZbF0+dPClvEGI1xZ2fn08nptDr98Yd3SXTXbJqmJeLTk4UzJSL2A4ZBdpv+8vq6qk/Pnx7dLBugNZltVZVFId5vf/jhD31LL5642fR0Pj9lg2/efFO4OZvUtAyK1rqyLKq6qGrnHBJ/RNv4ZVqa5rToR2IbLoqiquvpdF5Ppq3vgoZ9eBf9qm5L069j/ZCAAROSjogM3BdbkPYqSAYgARVIqEIP60jQB8LefohHfv9UJIA0ohbg8PZUIOdsSk6aB2IAB+gIDHH2i2ZUpgFgUAPK+zeTj1kCjJBTqgkAPWJCIoQCyZI6EFZJqj6lpISYHyp5Tw/vofpwXysK7FkN4zcdmEl7hGCe0yLkfRAhHMQnexdYPs4xpZCCBpGUokiSGFL0KXjvfdc2cRgk+JRi8D6GPgx9CEOIQ4wh7a13o7CMbT4B9tWzMACOYwD0ftjdD9vV5iahBa5sOZ3MprP5ZD6rp9NyWtuytK6w1iIQEjAC0GGnm5s7SXtJn+aEaWLnDCqNdWfKTBQg5H0OxyNPlUBUAci8Gc7qxKwsjcF3XbtarVar1Xq9ur6+vry8IKbJZDKfz4+OFl3XbbfblFI+mdmwc846i4gSY1ZpEgExszUEuX3GYRhWq/u3b99ZVxwdH9d1/fr1p69/85mqbra7zWabhWpZxqagMcZhGFTVOVsWZUrJD4Nhcs6VZfmAz8lkZkljasUjcykRITAiPWgZ94P5siyPj4+fPXtWFMVmvd3tmrzEAICs1vPeG+KUYjarvX79+t//zd/0fX9zffXdH//wt3/7t5vNOqV4dnpcVZX3/nq5bJrGex9iREQm/kXjKwEwqGWqSp5PEUmHpF40aMyhAUnGy9ZYRmARiDGqJECwbHFMb4uKgCCaV2oATDAutTWhIWdt6VxZFM4wg5IwGgnCkoLGmACRDdjx1B8P+N5E+igcUPKtJImOdk7ZR12MHjxJIpJBsynlE5IAKY+9GD48Zz/yGr+PxVCAvUMXQBQVSB5ArygJBJKM1CsBIKBMdKUMzMj3AxWABClG1USEpCavSvKOipFQBGJKKe1NtjBmOkCqyvJoPm+2vTVWRP3gN5vt/f190zTT6TTzcnMQSEhg2BRF4XK9moGmzN779XJ5fHwUYxohFIlHDnCSMT8PIOu0AeDu7m673RLR8+fPy7LMpddBMN80zXq9GobhkWQxq5rp1zw7+5uNhBDYmHyFOueGGGJM+6eSEAAzl2Vxd3v95s2bzWbz7On5kydniNg2bdd1ZVlWk0lRlWQYRi8zH4CAqvInA99+yRL0S63aL/Ja/immsF/bARLxodt5FEiYXab0S9ER8Iu7O8YRIav6WFw5hmoeMrk+PLHxQ3HzwZ79/ncRIvI+Zy/HDYz2Afh/kbL2z+v3JGXVAACgXyLbnQAAIABJREFUymMN9+jEfgClaUop3d8v75Z3dzc37y7e3d3ebTebu7u7zToMXX18clRNSjRyen726euXn33+6clpTeQH34k4a4rKVMRWQWPUjF0mMlVdu9IeHU97v7lafhe+7jebVXtyXBRF2/Rv316moPPFQlVXq7X3bQxyt7zoh88U4v6tCqICJFXvQ9N298v7Yn2/vrt7V5VF4ayP14r3iiuBRmEASIopey5CTG2fQkohtnUtrnRKoZiAqQwRWBeRG7JtMdHFqaSAIAlh2O2Gtk1dD4gzkEIiIRqkkrFA1ARRJaABNkKcEEVFRQWR9jirEVMHFqxNxmSvr90rqlPWac/ns2fPnt7e3ry7ePfu3dsM+nuURfToLNT3M3ZwD6lDOdwrMs0LSRWSaqt4V87acraT1dW2R+YlcmADKYIf0n2/8b3osbFMSCYKiCowmII0Qu+H7bZBxc1Wbpeb6WI6a++b9lZAygpOTiprUAVBDGEKsWubjepmNoUXz0/v76TdWQkKcdFtKt8lwHQ868vj5WbXAUo5MUo2AUoEMsXgb7e7t0JUlMdsioxvQRAA9EO/Wq5WyzWDzqczJhVuIq2Wq936nrYr42zNBol9lEYwEjLTBLFCrKwrdm0T0jCZVs+ev/jii784mi+mixmoRQCgBCIAHiARRQAjAkHAGAd5kIaASgpFtuUjSpKABABJxCdpo6yVV0ArhE1ZOA++DS1CVRZuNjkNaSLqEaLlIkFgUqYECoadJCY4dva8LE8BXNPuds0qyVCVBWJidIWdMpc++L7zIIkYyopi9jom3W5W3kvwWteT+ezk/OwZ4wSpQxBi6Jru+uq+qJJSjMimnFgnbKn3nsha5+o6qeZcoFQURWEnBJM42NiBM3Y6rSaTiQpZaxFUUhBhUfBego+E8PzZ06IoBGLbtoNvd2232zWIxrkJG5N8GoYhxiHGEFM0hox1ztXWWGscon7yyStjrEoafJ9SLMsCEYvSTWeT69t3t7fXl1fvDFfz6fF8dpwHzMGnvvWbzd3tff/28h86f704MQhiTEKWlOJ2u7mGW8PzxWKxmD958fxzW8BmZ7quBdCiqI6PjxeLmWOmcb6J75MpHggMsM83F1WG9/s9YlcU9WQy+DCZTnfddgi92Wt18AM5zCFO+uC2133ZfuBij+i5hJiQEqIgJsQsDJPcGGTt1UdVFx1MIA+ZYRgVA2QBVO7Tsgr0AbynNJp8FCVrXYwKg6CiiiSgmDQAKIhBJZAxjBGBMMvVQAA9AOfoYIAAmGGbjGBAzT7P5JB08cHYch/DlSWVe0pDvpvlbQjmaCx4wEWSCkLEJKopStLs6I1h32OI5FYvJB9DkjH8RiRpiioxBh+HYRj6GHNKn0gKkkKKXlJIklcsYy0GSEic9iHqB9kNWR5nvIQx82FEYpAYdNC22+02q1VR164qbV3asnBFVRSFs2Vd1JOiLlxlTWEM73Pc98yMUeWqkOPRcieU8n0fmRlRQUVyjsR4IGmf34h5M2SYwcm+zpfZbDadTo+OjrbbzW7XdF3j/aAAbdOqatu2q9WqbbuUJIlut41zZa2VMRYfV2O4BwjtsQcppcEP6+1m1+zm88Unn75+9ckns9lsu2uW96u2bZnZWWutnc1mk8kkJ5Uh4GRSxxiDD0wYgmfm/EcZSZJ7vMx0zbV1tpxxbuH2w2+ivcAFgIgLV9R1XVWVH0LfD/mnEJGNwX2U+8EZVRTF8fExANRVGfzw5Zdf7nZbBJjNZs65sig2q1Vm5WdH/X6SOtaX+KDjEoJkiCtX6MQa5j5Kn5KHUCTyEmOUlFDVWi5VKYTUa4gpKSgrILIqqQjnKLaR466EIpJyhohFKgxVzjgGhgQipIlRBAU0SUoKGTnEBClXpB/o5Q5M+axHzPZM3XM2JZ9MkuI4Ecm3JxFQUmRFYkAGBmTivTJ6jJ/UEfmS02wfrFF7lSbIiFzFffUyLvWzelDGHJTxdB+bPho1uY87yNHZCygASRkVcl9IDJm3ggCqMW9ec90NojmZdjabOWc1pXa326zX2+02pZgxQR/ICw/x0UQMiCLa9/3V1ZVz1hhr2Bg2KfMY4QE5k39NRKqyXq8zouL8/LwoyowWH2NZiNq23W63mQKyT3d8ID4/fmLkRwM+gjge8E7MnHe/CAkfzX2yG/bq+vrd27cAOplMqrrq+74f+pTSpC6rqirK8j30BqDk7Y4ejoP+upjzXwj4+KAJO3zlcYv7MYvlTwo79ddEpL/aN+Koh1H9OF9E948leZyMdKBl7l9fH/d7j9YqByMxHdLI91EfAgeb8eOUFwWgDwjc74WtH1jcfxbfX34pIxEyrkxHPpMqwyEsJ1+SKUbvh67fNc3u62+++uabr7/99uvl/e12u/Fdd3V1tbr3vp0fnx49e/nk9ecvnzyfuxLmRwVzjGHYNesUqS5n1WmdL6E9nm4sfSyTLYqipKLgui5ns8nJyemLFy/fvbm8urr59uvvXrx8Op/PjEHAiJR2zV1MDcCQ1dLZdNf3q83u+nb503//clV9V0Ms2VBVFfNFvV5fv3v3Y5C7KD2z2sKJEiMzA3Dfe9g2OsSmbNt66owltmgrsgadicCboOwm5evP6xSzjEa3W71f+pubnsH5wYWBQB1habFSiKqSNCOnlVAycCymZAwyM5E5MPcAiNlUFRVFOZlMvff5XuB9qOv66Gj+xRdfbDbr77//7vdf/n3TNMwmFzGI+gDm28/E9TDcB1RIo8N51HwfpiAxhKhwD/i2mK7L+Yaqmy71BfXVFBFN7EETtNvQY4wxFUUJSG3fT6N3RVmWRd+mdtVe393W1awP0g/dtrmtNzO0zlbeuMn8yBIPIgHEIUc/bNfrH7v2up60v/vdk8u3fHez65pQ0Gy3DNfLi8KRvFwdTW5+ensFlJ6+mNlKXe2KYlqUKNqtVm8T8AJ1Zk99ppABG+Zut/vx+x9uL2+enp1+9sknQ98Gulfr//jtj3/4+v7tT31ZHANCiE2QVkAJnTFTQxViAQiiEQk+/+K3s9n86ZNnk3pinYMshUdSDEl7wmQMJNWhD0Mf6poMoYhnawEMqBEBQGFOIbSqgqyiUSQk7UwxYNcO/dpM6hS7tr0vimOupqUrSnIpxRg9AyOlsigIpiIEaromMh5Zcwxabre7tz/fvbu6DNyWRRqGAUidra3VMNzvthvVVBS2rsvUe1RFobu7Zd8lpnKxOH365NnrT397d9sas7bWhNCv16ury5tqirYIpkRX1tYSGZUuAqI1hie1aFRIxlBd22ldqThveFCclm4yKQpXepMYGTRpCm07dG03qcg5LAtXT0xVl977u+Vd27U+Dm3TFWU1nVqmoknN4FtmMdYSV6pDvmdOJnVK6GP3/OXTsijX6/V2t15vZvP52fVmtd22zqH3zdXNz//4te3b9PLlb/71v/q3zlXMkKV09/dXX319949f/9eysi9evtisdwrBGJrNpqC0XK4Xs2E24dnR7IvP/810an98my6vLlWiNeV8vphMakgPlrxDhaEfoffwMYJ//5DNSbiZ7hBimkym5bZq+zbHysHjRdseZr831+kesD3+9pDdvOfPCUJCSkAJKClGpQSaQGkMjKOsplEEHVcuWcSpBGD0gHfDKOgBZOz3lMZkB6VHz7xcqikAamIAFkEVFZMQIkIQjVkpuVeHcvYdISGgACaFOHqHxwIPVVCVsrY8rwUQiZkUD7xhhdx3Ht6KqmhSUAREHm9rCJLNXhmchAoKCRRSGjT2MYYwDEPfD13r+7bveu+H7LBLCQbv+8Fn912SlGKEPItiVBFICUAEjZJFhD1FUdkQA+XiCRGBTY5rT3CYCCiqEqE1hvYATsdsyKBADotOPqbgGx/W200ETQgwzjiKaT09nh2dHB0dz44n03lVV+gs7o8sgQVileyS0xTiGDwtI1SGiTGb1tKBoDH2e+OviA0b0Zgkg1IAEV1RVnV9fv4koyzbtum6br3ZNLutjz6E0Pc+n88iulzeA1BKMplMnGVmjiqAOK4ZRQXVAhCTtdZY3t1t7+7uNtvN6dlZVZVPnz45f6IvhqHr+hhDCFFVN9v1Zr3ebbcpxr7vEbFwBTMzQg5cPWjVrLV5NcdZSP04DZnyoZBxFoBj7MYBzMCUjxAdaHvGGDDGOWeMYcNksjULc+iZMaau65OTk/l8vl6vrOHj4+PZbDabTpd3d865PAx4QFk8OJeUcj6ECkJkpdKWzK60RZekTylAiOqCpBiTCgNYwiJF7fvA6ocQYoyoCYBViUSQHbHdW6RUJREIoDBjaahkLEhZI8SUYlJNe8tsnv4AIxsSAiHUxxvRLCkaU873IjA5lMcIACiiSSQmCSnlyLssvUyArJATNLIDjZmIs0haIQlkC2rWdkPm7YoeXFKSV5Y5gG/kc6rSyC/cKzzl0YpaJUubEXU//xi3f9nymH86geZb38i9QlAgJQLRJAkAhEh5T7MlpNl0WhZOU9xtNpv1uuva8Uoagzc0L+29933fiygz50yaEELT7K6urs7OTudzx2yJWHBvA6bRcob7UX5KqWkaIprNZsfHx0Xh9r33ODHsui7H2+TzXFX3prx9Ptv7wsWHDLd9ZKuCEo3bmIwJ1UdbrBDCxcXF9fV1VdVVVSLCdrv2fiCiEVxUFJlMc0hPIcV96N54k93rHh9NDRT2UOgHx9dYcb7fesFDUvnIYfrApPeBwex/2O/94qbx17Ccf6Lfw1HY8lgbqY/6q4dM1/2r5dhU2rddcmgLH2mkER5nj0M+RzWEEEJIY88Aj5CbdGjkCAgOLT5+3Pj9YruNj2Er/+z9HvND03CQwjzu74fBb7ebb775x6/+8auvvvryj999s1zeAETROPiu2W1W675vUIPfNLfb7lao7fz6hzff/u3/eXxyelpPJog0myxevvj0ydkZgJLhgjGXF0lj0qHrd+vN3T98/Xerze1f//Vf/+5f/eVvfvO7Tz75jNR1nb+6urq4uOi63dPzE+fATsrZbFFVgNQl7fquvV/dXN/88Mcff//zxZeu2lzc/hR80lCBKJGyIRGfomebBp9iikRirAU2QETsikJtoSH6bkhD8qbA/4e49/yxK8uy/LY55ppnIoJBl67Ld08LIwESMNIH/euCII1GY6u7qtpVVlVmpSOTDPfimeuO2Vsfzn0vglnM7JoGRkMQyQQYjHjmvnu2Weu32IExuD5jb4G9CKttVuvl2dAPIYw5xWrJF8/cJz95etgurr8105DDmDQpsAUAUANqJKWcCcADMDM7dsVWIRJnv6bAsfPnAvkRkdVqtVgspmna7bb7/W6/39d19aMf/fjZs+dTGNarsxASIjuLJ73BI0WvPCKE6el9LExYlZRySil1XT/GL8b8m333Dbjri5fJmAnSGMdRQa2rK9t6lyvvV+uzmMZdd4ixrypLhqPE/W64ur395u3b85WcXVz+6//pZci0617fd3fsvhQ6F3iySo2CF4X+cLPbfbXrfrfZfAE8/ewX9QcffLC/C/ebDjF++dUXn332t0+enJ+dC3A4vyRXVZfPLtq2scYgmPPzp0Qvuq5h9DnoNEa0hpmZDALdb3a/+tWvf/v3//jXf/Xzv/z5j1frJbrLfb69vIyf/eHm8y//6c3rcRgSESjOmWcqBGgQbU5aoMYfffxPb97cGGM++ujjJxdPF+0KMgAyIaRkk0rGNI55vx2323G5XC4WVbvwKWUiYoKUS5XNzF5RiVA5G14ytyJ2OOjmakorUgiGctuCs+M0dcbVIKzZpsyI3jFVCxbRcUq7+y1CFknAAUjA7Vy7C3G37wbVZCww0TiEHMVZ2w/94bDvOhmnaRziNIrhNue0vb/zrr2+uU3BtM3T5WJ9fhGL2yfLuD9En2FljePWMmWZwiSYgnPO2EJWB8MUwnjdfzv2YHRVu2cAM16vrhaLdlE5N42daKzq/OTy6YsXT87OzuIUdrvbfpgKR9H7ChF9Vde1H4Zpt99c31w3jXOemCCGhARQmxBzd9hLGg+HLTMApN1hs16vgMN29+bm5m67vVtfYNdd/fJXf+wP4X7/PyyW5sMPPnFVaJcAb6fNZrPr3u53YRiTyPVue2ibbJ49q/zyYv1R5V540wIYQ9XF+QvrMnD66qsvtveb+7vx099+ln60fPnsDH5orvlYHPmuxuN4cBhjva/qOjtfGeuYDb5P/fV9kph30xce7+pLMZdnjXH5jQRHCAQg4EmFqidUPs88rZnBUIZBGUAIaN65CaGeuHenoRECsKIBsKAkBaxBisYRqgpqNgB8OvAVMml5JBEoK+QZuw6EYHROJH54osxE5AFRZm+sEiifwr5UNENGwJzzMZ8mxpRSzDHmmHJMKYQUU4pRcp7CENKQCjctjGGcUgwphmLqQIQi8ETmMlxlRDQzANAUwSgDIQflCIgIPK+TDELWIqksWPycVEtVSsYYQso5g2YVREAQUcmFtamIrMhARKhsygSBAUgkgQBTjNM49v1ud/f27dfG1rZqmqZdNM1qVS8b3zS2cm173tRr4ywSA5BmyEmyqEAJG40pBiYkppIOjzNRAws1QkWzZMmikMpI9Cj4CrNmDACIqqZxVbVYrUQEQKZp6vt+t9vf3t7u9zsRmaYQQlytrIjEFFLOhpmNKWdMEaEYY6w1xpjVaqkKtvLWmZjCZnOHxIBgDBtDdV15X71586ZUUm/fvv3Nb37z+eefr5ers/Xq8umTnBICOOdKxKKqxpjKAygdIBFKzlkkhEhkCPmYyPNQGJ8yM6wxzjnnTErROdc0NSL5yrOdP5JZckih1LDTNBGCc65tW2tNTmmapqZpSkVeWoKj1u79dwjUjCogyJiQ1SCRoBXMRMpWUFMSRANgUqQ4SW2otjJONE1jCCHlKICGT5dOgfxLkkRMxtjKW2sME0IOWTGr5BgK+dMzi2dQZkTnnLWWCJxjZ08Gp4fqV75zPyv6TEHIIABJcsg5xJyS5BKGoCiICYERjAICKzHMSe+AqrMQRlQeZOvHZd68mkNQyEAKXN6guU556PBQgfSYMXNkXULWDFkBSAHycZTNzMUhSAQ4D5FOKvcTg0NFhWYMIRDgNE5hmpaLZe0daO723ThOqlBVFXMRChb1XXaV64d+t9sxs3PeWhcmGcdxt9vt9wcAcM4d4xy1LJ+J6JjrwHykEHvvnz17VuI9/pTqXBoA78tPh3eWOT+ISWFAY0xpemfWKoJq1jn3DarKY5qur66ur66mMH3y0UfOua7rNvf3IFrX9WLRfuch/Slwtiwrv7uFA9J300MU38NXfU90EP65os3vQ2V+J4rwT//Vd774seftO//8oUh+yCk5fYHMRn08+aMBkR8d9frYKnXKyju2xqew7OKdjum03PuBhdv/jxrP8kwNEaScQIFN+czNH56U8jBMN9c333zz6vM/fvab3/zm008//fLLL+42VymNzhtiFE0hDOOkEhFSjjn1PY7jYbd1MU/fvn3t68ZaA4CrxfJnP/uZtXBxfl5XNYEAas5pnPrb+5vN/c3m/nZ7eFu3/PTy2U9++qOPPvpg0dRI4r15+cHzMPWIEtMoOQHFmPhu880w3e0Ou839ze3m25vbL++2X/fT1eK8l8MWKApNqCXH3hpDmR0gpAgxTiHGrOAQ2XAYVQFdVRH7KYZhGjCLSeBrqDMkhUx5iL3LbHxTk5qQYuidc9Z6x/Xm1qPi9j7cpygpEoIAMRsAF0JBrZmje5NPybqIdJwGzVMSEQFAZlPUBYXoba313iNCShERq9q3zaLwCN5Vnb2ndHwIboGT7aP8N2WZDv3mZv/Hbvha9GpxngzLdEj73RADePbWNoahkN+GEPddt9vt67YGA01d3x/2m/3dtjus1s9d7RdLfxjiFIOoDCEmPQD3IT0fpzrlfrP5+tB9MU5fKL6uW7w8u4SndXjhD/s8DAe005B0tUpPngEbXq4bQBqH0NTGcuvcuaO1dU8MP1FYsWkJvSZCZTIGFNIk3e6wubvebM4Oh3uV3jajmHYcEMEsl4uv4+7+vs8ZyRhAkLKjQECymhnRGLZXV7dXV29vbl+JjvvdZr26XC8vFoumrpnBx5THMA5DGvpxGgdEdQ5X3BTRFqgiWUBUKTUiIqiKt7Ru65eb+9s0rMbd0gKyC2wIYRIZkwSHBNQg8DQoIhnrU44xhimGJIkhTGm37b5Bosybar0L/TaEvSqp2BTNodvH2IvmHENMvUCSDIaNab017TTsu+7+7u4uBtxtUl0NQ0ci8Pbqqhu2q3O373oksq52vjYMKUZV1pxDCKIIkFVzipGQEZnJW0LDkNIkkp21BtyyXazXLeJAlAzniyfNj3708vLy8j/9x/+y2RwA3TCMbEzt6sXKGWsU8hT7EIesIaSiahEV7LppGDfWtCkyqL69ehPiIJLut1fe8/p8YSpcnUHW3E27qFdD3CrRdv/FZ39chLgJIYawSbkz7FfLH/3o47Pt/u7+dtP3uKiXZ+sPFu2Ts/XTZfs8BUtoc0JX1cvl5bPUPzn/YOhSf0ivX92s2vuLswwsWOzT+B31Cj7OP8VTDutD9HR5Rmysdd4ZY0o9iqdRnD5oOI+/5RjQKqLFDKrH3Z4eWYizoP6oMzmJS2F270M6pl4LQC6kk6PlbVZ86ux3I0WL8/JSjuY9AiBURj0dWbNjBchoQTgUxYcSaqnYioZRQdMxRkGhWNvKKzMnduHsDEcze+40FQhLQTUISCEwaBaVBElEsuSYUkwxxBhjDCFOU5iySIoxpSgpScqSs8SUc84xSc4phyxRykuYU9lKqGYq60SikjpN88soVPgXiABCM2wQQXNGlvK8oKT5iWpWnckSx4IZsWgHQUVSd9iNfS851XXlmA2jMazIcx2KXDY/WoQyiMUEBYQWmRA0S0oxT0OAw9CZ3c76+9pV3lSenW2b87a9aOqmqhvva2s8ETOV04FKzt1Mhz0meKhkBdTi7Dt5MPAU8jQ3K0V+qapIwMTG2SKRI4K2XazXZ0+exKdPn+33+8PhYG1B2NcIkpIJIZTLM+cMgIA5pZTmTIoSY4g6C1sw54SgiGgMIqIxdrFoESCEUGLKusNhc3f3LZumrp48OVfR3W43TVNMMcUookRkSgqqSM5yssfIbIqYXacqs+bWEBfcZ9nX9cPA1gCimY9RMtbgkZNSdkJ0TGMnZudccXON45BSegymLy3fXI6/L1oaQQhANAEkhkQ0RxMoExhU0syIxCocVK2iJ259FSKFYPq+n6aYRbRARnCmDkmmTGSN8c7VtSdCzRKnmFNSSZAzG+MtV84gWgRgJGNtmd9bi8x4lCbKcVRxrIVVT3LwcgMR1ZwlphRiDinLvKHDfNz0FGInKZISCZY0wUJbQVAtGnF9HPWgj51dApyBQFUENUO5UQEWSQIeE47woQYvlNw5w2MeY6sqlQEIlBkOERMC0lHZq8XoW+4/8lD9I6Kzdr1aV94BaIwppzRvfaEw9EuziADQ98M4TmdnF1VVlTjMEOIwjHGeO3App/TRZP0U3c5MqkpEq9WqruvjjhpO4W+nPBhmLlnnOecCG30s59N3CZmzmrqA1ct1qMBEhokQckpZlI3xztYV9dv+yy+/2O93ztonTy5CGLquG4ah8bauqnKFf6cJOQoXH6VHfqcReV8gC/6gdFMfAXneu3z7MzPl/hxB47/UGveOoeAItH4wIR7vnGVuOCeInp7Ud+SXp/8vyaUxxpwf1tYI7wSpP9yQ3yvnfCc58NFzx3enzf+iLZ8BlJwTqBDPcbEiOca43R2urm5+/au//9u//fUvf/k3v//9H25ubiVnNookxWVfIKKAgKgKkQ1YB9aAdQwAfTdc39z1Q9f3vXfm9bdfKvQ//9mPL85XKpEMxDht99vPv/j8+ua677pmuVictcaqr4g5df3d5v4N4PSXf/Xj/f1mHLuU4xSGMcg4HlLuUxrfvH11e//tvr8e4631U7OU1ZqqJaRgIFoEZ6i1Zm15MfT55npDeH/otsOwFcjE2VU4TlHUGOuNcxnGNEwSJataDylpTJAypJCMCWOYvGMko5p9nZtG2hqtMXHAm6s0HKZRRqRIoAhEZGOMM+5Wy8FHpxxdmt/7h0TXnLX0ewCiokS0Xq/Pzs5yjpvN3c3NTdd1AFD5pkAg5rnC+9cRetQGz/J41ZwlAQCRApIxlGXa7K533auq2j47U2c0BQkpxEgMCmisI2NJIMU89OOwPUy393focpTlbuymHNBxvVw471MKRFg3nn19t+/CtBeFJHfD2KS0fXv1x3H6is1V1QyLlqp26zjAGV48DWPo1k/pw588JzSEkQEWVdUdxrvbw6Kl9XK9qJ9rbNCul8uPAZYKVkTSlFQQ0IJmA6Z2lXc2xfH6+tXXw75d+fNny5s3fQ78wYuPr96kadr2HbBzgDnDoDghK7MlrQ3X1lRtW7PBKexfvdpcX71eLS4/fPmLF8+fWV4gkmSchhzGUXK0FlQCaGZigJhzihK8BwBOaVarAWiOzLha1B9CepvHWwh9GkaAbHiYwpA1AiaAlqhGor4bU87GyP6wneKgENmBgdRN+uYmGY9RRtskhweSnWQv4nNy93f3OU3Ga5pC1gQkxlTLxcVq+Wzo82GbU5Lbu7u+y7VP03jNuPbuyZdffeVcuHxe57f3bNDXzjkLmCUDsxGRFGJKs/8ip1R5v1qu12cXjteaqrGLKslaC+ibulmvGlURDZWX9ap6crk6P2+vrr7dbPonFx+EEC0gALaLRlS6vhumTiH72iJCykljZsbuMOwP/aK9aOpVU1dvr74dxp11dL+7ialHDn/5V3/5pLVo6Js314qb9TlY41G3X3z962HcSKb9/hDC4eXLlz//+S9iHP7w+af/ePdrS83Z6uMPX/78bPW8bc7qapHYEJoYBUnJ+LY+f3r50f2mv71bfMmnAAAgAElEQVS67fax20/jEMmJsafhZoHFveOSfayywBLoe+rCimyamY0hZsLiFMBjDE3JEp6jUmQGTZZNjGTNWejUoL2LgThmvheEvZIqqc6ZZgJ5jlhAAUg4j9OPU9ZSpM1TWQNaAaRC5kSVuSJVJjAEBCAIhJgKgxSQRQkEBWfevGQqm2wGApyTBOZnr4gEVGLGgEoXosoFEqqaVUtLljTnnEQzRE1RQk4xxxhDSOMUwxincZqmaRqncYppGqdhHEcBVckqciKXzaEVMzdVcdY1ITMZQ0TIhDzLcAmQTtFj5Y1goln6lyIhoGpKEZiRYaZcSJ7fFpVT6aIAbOw8f1fJMW43d3c318PQLdp20dSLpmrbltkCGgJAKttdJWRgQ0yFrwwIvpi0U9YYIWdIAhpjmKZwSJKTSgK13FZ+vVyu1mdn6/XFcrFu2rauWu8rLpbqoiIDRZpDyY5gAGIyQAiK+ThmQNRTTlRKSVVSEiJAg8ycJcaUjEFiNsY651erdRF8lh1pSokIQaU/YsNURUEhawhxmqYQQjGriIgFLYmCbPgYul0aNGDmlNI4jsumXS2Wy3ZxO97ebm6+GXpruBDbQwh91+/dfpomRqqcK+VpjHHeDRfL0/xagsDc7xX0YVFyWmurui5meC2KU+eKLXCuXYnM/Gve3RljvPeLxYLZnAKXizavxL4XLaM+LN+1jDeOdwNhUIWskhQTUGKl8tFUBEAhzKAoAkaVENECGydqUrS9p2kMMSUFnoSylKwlVMOK6J2tfSHZSAxxzDqlmHMyCLXlpnZ17c1s5CI6CchnGaQ+RDsKiCqWaUsZZkjp97goOXOSmHKMJZx8/mQLlttOmS1QUW0XC3Ph0JdbEupR9qwPqQ3HYqegnCArqYpk0KSSpQhxGRnKOwAPfQ5gGYJJ0ZeeCmYABAM8QxSRLRtjir1Y02ksoyXRtDyGYsqtnF+v12frM+dcjAVnM7vgCpqm9FEAGGPsuyGlfPnk0nuvqsfLL4sUBTwck1rKj3mHJVn8ddbas7Ozh+Hgce5S7uelwSOi0hWklE4LNzqlbOkjmdax4i9dMGrhlgIWQCdgSklUnTVNVVdO76fxs8/+EENYLZfLRfPmzfZwOOSUuKmqyjdNUyAiRX/4yDRenADvba7wcQzDD3Zc77Qr/7X93vc5Th+5n37op/9p7N6ffsP3BcifhgVy8ub9QDOJ+FiZeRy2PWQ/gGQpXKhTKubc6QG92/KVoQnB92dr//Cz/hfqOQEm6wRUkCKADmN3c3P1209/9w9//9tf/+Yf/vC7P755c3PYT30/Ga7JkGgQDaABCLJAymAslNGosUAmZxkBkvO1q1btsukGf7/FaTx8++bz/+v/3nz9zUdnZy1oNBaHqb+5vQ4pIKGvqutXn09jhERvrv7w/NmLum7/+PkXbbP88U8vXrz4cOjGr79+BSD9MOx2u08//fv94TbrcHZh2R5yvGlrU7XkHJIBcQApTH1k68/Xq3/1l/9r5Z7cXO3+/X/4d59/8buY8mJpjYWUgyiMQxy6nbGVgEzRAEVihQxhguBAKmZ0kurtxrV1pRm7wwHEMijD6P1yfc5PLvH2qhuGNEUqCiFiII7MCSCqSsxZUiBmw6bYkMsNrTh/ThMUJoxJT/bzojFYLJZVVT19ejmOozG2rutTnm/R4bwXy3mUHMhxQmm4TIPm7D4m8t63xo4pdZJG0bxeLaBasLYAkHMcx9hPU5KxXsAz5xKMVzdhs72/vHj5k798+dOftwQtig0BgWvnllWzPEwcJSk5LmSxnL2tcqpSZste8rjZvCXICn1KO4EdmnT5ElOQFDzmtq4rXwU2vXcLy21lV5psDgwVg0KKMYxBVI01Fi0Yrqr6/HydY/jy8z/8n/+HfvXVHz/8+IN/87//b7ttevX19m9++dvdTiH7qnIxTwKJjIABNmwMS1KAjAR1VVW+YrKOgSiEcHV1PUzxfH+4aJtVVVd1bRTUOGD2hMY5mMaDdeCcKCSiScQCuBCMgiEmNk4m2m3i/Q1O3cLzB6s2Jea+3+SbQ9XmqrW3m4135K3f7DZv39zt9oflqvI1s1WdQjfCYbQJ75zHnMcQh6wpg8ZYkS5BFnGKKcWsMk0JGCw5SNab1cX5y3vdL5f95eV5308KOeWxqs6fXr68PP/kb/7mH8dpu1hH40diAxSm0Kccu6FjROMcm0IWEgWtmmXtfe0X5+eXF+vnlT1//c0eIR/2m0XzTHUa+vuqltWqXp+vpmn8w+9/LyJv3t4Q1t5XTbsAKhoQjbn8oIkdLk1LyHGKQ9/vdocYGaD+9u3Nepk//LAFkJSnNEaF6W5zf3f/+u3VF1VtFaYg23YJbHl/v609Xz5ZPXt2+ek/ffGf/uPf/sVf/OTls5/84qf/8z/8w6/OVx/9m//lfIzjxfmTRfvk2dMPCdv9vies6sow083NzTBtQth4t1qvnsWRPv7oJ0+fvrTGO8/ID06S/2q3OpbVgiPiR9zLx//uVA3NGU3HJZI+GAJPLSYBFfAkOcKI4ABsGeMcZUzH9KsHPlP5/vw+AapRMABFSR6Py8LHyhZGAmIViFAssicuEh9zghQNkmUuNjOgDAAoqJlBQBLkpFlzqb5ClCmEcZpSHnIacw4phjjFMOU4ScwxyiQ5S845JUlR86xZFMkpR1Vhw86a44xz3gLwbFAEkBk1KlR42EgETEBYCIIIoLm01AUtPTuFsoQY4xSmYer7pvZNXaUUxWDOCJJFC6hJaXbIlFr0qObJQoasYYPICCmFoesgp9Dvd0yVc85VxngGrH1Ve8dsnK/YezaeEErLkXKWFFDnyBd2SGBKqZwKRqbIZFO/3Qz77e235mvrvHd1VTV107aLRds0ddu0bdu2DZEpnlKctyZS3mUFkCyldY8xi4ST9YqNIy4OcBAAYuOIy/I5piwSmYxhYjLFJ5hSwmNqW11pWcWmnMsR45xvmvby8pKZh2EYwrTb7TabjXPOOnckUlCRTaYYQHLO+fz8/K//+q+NMV3X7bb32+39brc7HA7TMN5c33z15Ze3NzeLtl4uFjwfmkfAdS5xGjhDawBOpqZyXIZZlbobxjHlNH89ocpJrAXIhMxsTVmVFyVeYbfUdb3dPti6Yox6jBGH04wf33NfoKKX1gwaQSOSIQCBDLnwLrNI1EyQCaUE/6EldA68raStclYR6INOJUFbFRAMkXXGGibGnIBY0TMKZkRr7aL1TVN57wippOLhMbY+K+ajVWSuhkWziCJAKvNlEJEMqAApa8wScy6NbtljH2tTC0BQEhczaBBRjQkNgyE0CIxqCcyMiJrF5YqgWfFdAmJJApUMkudVNMyM3mOw3UlaWFLq9aTtPHUOD2q8LAo5y9F0XAJAaXbzMbGKlM0bxBjOz88Xi4V3C8NuGgMi6fFqORXWxfi322zGcWTm8/PzMp7wrjoOSrIcWb2l7D9dBkXGKUcdABE658qL+bjZO5GDiShn2W63XdellJxz8IMx5fpOT5RBilCg7LdzjsFY571fLtvu7u3r16++/PLLly+ePXv2dJqm6+ur25ubqnJt21Z1nXPOWU6OwHLcw4NvD0s27KO2CP/03NP3H4f4GMHyp4/9T9P23pve/n1axD9nife+lumdx4PvgcoqPIhq5N0GEr4HlfodXOdjuE65rEQEjv5Z+h54/n8fXKdJeSDCmKdut7u6fvv69TdffvnlP/32d5/+9ve//e1n11fboU8IVc5Q6AFEhhkAoWosGcgSsyRJRZEMVY11S2Sj4oCElWN2htgfDmOKw+3dN0D7tjGIqWpskrDbbWxlfOVQ/N3uer/tNUBMm9dv1mdny+12v1ycff5H8/TyI1Af4nR+fnm2xt1h1/Wdseqq1CxzN0333aSgKeJ+n1KKogCacgQ2LTt6cvn06cVPL8/zb3/7eV29Bcx1Q6Jj13cADIrTCEMf5xQSK2nS4aApqQFeNf7J+oXlRb/jaU9j39/dposn+uyZtS/ReLU2+nrwTeemidBpdlkwJUECMgkpAAaAdEpaLM7gWXFdhtB6QiErIepxblQmiwBgrXHO1XVDRM74o8NYTlzaWe6lp03xo7Op7JIJiVglF/9eCFq5S+cTEqnkEEcEv1pVnNd5snHMjKqooBE5Wa9kcAySlQwY4+p2ua7dWYp2Osi4z75uK/f0bPViykvFvp9ExCJY79qz1XPvdJqE9Gbqrqdps1gI8S7mtyFt2Ygnj2yc9xYb7z2xUSnRJhkgIyTIQx7vAcYw5r4ffVUje0mZ2C6W9ccfvmCSV1+92t3vbm7eXt1co8uVf3LYDVdvtil6IMcG2STipBzIKjEgZWMZVRCTNcayY7SGMmAn0od8vd37fmhXy8snF88vLi6RDgSJiK1pAKDvQ6VkXAaaxmGM0Uhuc1owN85XruL7zfY3v/r000+/SN3+Sc1kaoJVCE3UKUkMCQ/7fduY87PmMOwP/d2h3zWrc+QKDeYUVHQKYbcTpBRTpxBdhdXCGXJpknEImpHJe0sxjjmHLARq+73eXQ99F4jsxcU5wF3fx27cLZvGeVyuKut0nA7DtBU4qLgpOOo1pdSPfVWXtRShQtnUMHEY8zTsCCwkXi1RNIS02+7e5JS6/jbnAdEUq8kwTIf94f5+Nw7x/OzJanVWN81h2N9ursa8D3HshkPX9yLkuLK2AqUYs+QDs/fVOkRgw4AikEUTYALKQzjstve7/XXTuHZRrVeVdZaZ16szb9fMdQp8dzO+/vrwyQdLyysAvdtsUornF0/GafC+kqzGOFSjkow3xpgY0md/+OLQ3da1Xj59hh+7pjp79uzlcrky1ggIHml1+kCf+wFB/Pz5Oin6y4KvrN/xmIhwFGPO4+6Z6/b9yTl4zHlFQARGcAgBwZIaUAXNM3oXTiwWgMf0EzhaYXAmvigAgEEttVUp9I8gZnpQjGh5/SEAKAIqWERTqCWAWTWgjGGSMSlSQBqBQsFDpkApQJwkxhRzDiGNIYWYx2kapzFrrzoCBJWUo+aIccIMSSCqzHMvUEFV1mOdgUIAjMx0MuVQkUXyjMfQQodIoBkwnXShmmdBgx7hnCIhphBTyUGapjGEKUxjDIOm9PFHH/7FJx8Z45HNscop/EctYtwTPuEYxEtE5IwRykWviaAEIinHKBKmwCOhAdXBuco5ZuPr2jaNa9oJMAJyFmAu7+vxpZfj/BwZEYkNoihKLrJVTGEII/dkiAyxdc57731drdar1WpV1ZWvK+8ckaUClSfiQr4u1s95yUPfoYrPRETJRWxyDESbPeFSsKBl03PkUBrj55pbJOVUOBvn5xeiQMTb7Xa339/c3bZtO47jdrtlY4jYe++9L4m7x0JH6spfXJxXVR1D6M/P+/7QHbph6Kdxurp6+803X59mIAUsYcrOfKZvJFRkJCkNDdGcRSNSTBBlYXL6DmV9l1I+DdFPLWuWU6SZAMByufTewyOJ1RGph/9cfVZWYEWvnAXjnO0sSTRlzaIimUCJ1M4ft6TAZCx5ZxBYFSWDtXlMRUypiGiYy8paVZMqW2AkViOWvPdN4703hk82JD22naDFYfCoUJ6FjsdkzhOdSUBS1pTnBn4G9BMXAK2CUcHyhQkgJ4mFiYBqCS2jZQDLTFw+KkyIgppURN7xaamCCB63ozNiFx9oxfiQ/1zkccUtJlr6wPkGOw/Ky8ud45wTiQqWjZ11iLPGfsaJQk5ZmrZFwAJXG8dpmqYwlTW1Is6yhEKcGYaBmReLZdO0xYBTtMMiMo5DCDFnKVoOOSahw0PizcMld9I0nvqNYvNT0XLPDSHc3t4Ow1BU0MdIhu+swh4joGdAyyMr21wBemd9XddVhQhv33z79VdfTmPfNvWibQ6HfYnfPDtbtYu2qqqYUhEF4MkviPioFsUiBUdEAnos5HzYlR3lY++eYPjfNHKACP8cKMs/3wHqOy310W0oR/zxkcGDj/grj541vIeiWc7q8q2yiKYjoOURdAcBvgfIcnwX/hxhKr5fOvtfyeeMaZIc77d3X7/64u/+7teffvpPn3/++bdvrq+vN5u7fUxEbEFRoqQcAdBX1hnLhi8vl1VLWbvdrhv7oEnqGhdLXq2dcVOSKaXYcO08n1tT1dU4SpiGQ7cZBmHOi1wbC2yzdYA2TXkX0n2UCVWvbneHwXZTS0ghXf/yV2+fPvnxonlh+fyTD3+xXj/tu/58fRbyxlXTvnv16u1A1yYF2MUwDn1MIApowFswPMY0hRgUoW5bY2tra+SVd3kcY5iE1Ft22XB/iClna8ggp1G2U7ZeDeDF2i0//MjS6mbXdYd4e717/TruNkGiWy6JNGSJZHf1ahCsDOUUtevyfjsY44gyUECeiDOIA4Us8+Fymr3Rkatd7mXGlEDbfMyEsSklEVAF76vCjH80fihGvhPQ/SGipCj2j/fQYqHBlGUYpt1uHydat5+gbWI23TiIJMuwqBecl5Ghy0NJeRU0EEGTZgBEdq49Wz+1tlUwguRrm4JMAaxrvHt6vv5pgsuU7/rhXlLN1DbVE6jPY1iOQ7Pb/u6w3x+6tFwYayBIkBDCGGNKlpaV46qukMAoVDUjpix9iFtLjaSbqUtAbhzz2E/OXwI2WSrQZrEwf/HJi7Zx+93u6u09McKbN//5P1//1c//zTRGSSIpC04CoW4ATIg6GUNImCVX1pAqqjABI7MygQAOQDfWSZS832pIz9juF8skOsUUp0mb+glCFTMKgMmTcnd3fzeNTHpu+XlVgbVMSFdvr//9//tfvvji1aqm+idPp2gTuBCWkGQKg+6m++20WHZIh5AH9qklrBfgW2RDFC0CMGOMOYS+Hw/OI1sylprGDzvb78S7xjnXLLxI7ocuxSzi767D3dVrZLAVLJfLcdwPYz9MvbPtFHdT3Bmb89jvDm9SBgWvHYlA0Uo5T6BcegFjvLNViunQbe/vN9v7+5vr2/Pzy9qdWwoxxK673+2/JY7MJJLGIVlLh/3+7ZtbEG6b1Xp9sVwtxzf93f214JQkphy6bkSw2anhCskY45mddc1qfeasZyZmEI2CaAwSg2gaQ98N23Z0Amdn6xqRQcyL5x8bPE9Ts7vL2zsIQ0tyOQ1wdfvVt1dfMEHTckwTBuiHLoTRmcpaU1U1G9fvdp999sXhcPfixfnPfvbzJ0+en62f1r7UTZhzRoCHpJ8TwWT23MExcvrxwXzqDVEBgYiYsbh9ZvzwKfPgpMafQ1aJ4BQO9vB5nr25BdKoCARqASyqQTWkhTCmR7gBKuIc2TpXdLOQqTDSAZVQBYq/BgEY1ZSZvs77Eil/DwAKGWESGArgG9ETelKnCKJjzl2Mu/1u6rYBqEfoFHpJKUUNE0wjTmMOIYeUxjH0Q4wJYkoxB8CJObKJxiCpQfCaHJAAz7nnRehaos/L+UpsypEr5e42VxyoAElm86OIgOggOiZNKcVpimFMsYjdUk4plT8ld/14OHQxxa7rD4fDNPYxBpVYG0vWf/DJj5p2KQBw1ENiiTU8xjGdTC1MTGxU1RhWhWKn88bUlYMskiKCSghJxpRSYBrYqIKrKts0rl0F5ADIVe2r2ntvZxIoKMoRMEBYpi7MCiokalC0BJRjTDGGIYQck2RRQGjadrlctMt2uV4tl+umWVSVd947653zxjpjbIm+LhJHeMDN6+xBKnEZXCDyisUTRTzvEQp/pqwm5qaHjxe/GCAlJSJf1euz8w8++LDv++1u9+3bN8MwpJQOhy7nDEC+8m3brpZaVbWqIoJIJkJrGFSNMavV6uLiDEvyW86vX7+qm6rvuuJqCiHEmAnJ2uJcwpTiCWNLRECkBZcj4r1fr9dJctU0h64rRdsRpCFQiI8ljTClGKPkud8rZKCmaZxzj3nrJwvWPwua1zmspRBjEgIDkmhxmiaAgpPkkrmoqipJgYCNQWJjSpIwIBgDR1YEMvEc+yzAoBnBEFuyAFhVlXOOGYvL9JR1V7aYiqX5PNayCnJKflEosQXF/1PMHjkXR2hZQxkkLj45EZZj8y8iCiIpA2QCcYzZkFhkJkWaobGEJ+XRo2hNIFUqkX5FWUBHByUUijkCKJUblsxv7WlvV6i+OE8lZsYdZBXJMQYQYCSqDHMBQWJWLQMIJAZSUTDWMbFmHIbUdcPhcOj7PsZYoh3nhSIhgKaU2nZBRM5VCHN7WTIJu66bplBspUWZOY9/HnIg8SHx4ohqeDw4GMcxp+xcVbrH6+vrQjWDd5S3D6EI8w/Cd9wE8ws4X0LKRIvlom1a63yYxq+++vKbr7+qvGuaChG22/u+71VlsWjatvXeD0NPBESseITdzJTPd5ZZj4vMU8t6PALnJkZEv99u91095w/nMfzpUu47f/Vulvr38jkfrx7fC4YReRxarjMNtnhFj3ELREfr98zbxHcARwUQe9JzzkDO+d6VkuSUCuj1Tx8kPtA+j8ysAoCGRwLRxzDw764B9fsb2j+r9UVE41z1b//tf/jl3/zH3376D+PYd93+frvph0NMAUBTzDEqgBhbszEpJSjUJIuri8Xl04Vxqet2+/32cL9tand24YyfgIYkcYrDFMF7v16fndUe1IfQdodOUjSWJOcph6QxwQQhCkxnF3a9rqd9CDEjpmE6LFvnPBK53eEmJ79u17vt2Fb89MnHh33X33eHw3aISXN1vvxou7/b7sJ+D846tgAuRAMEo3dv//4ff/mH33+53aRPf/+bu80V21w3i8ovGh/GHtguzhfnW3s4HPbTtIWsOcMUAGrobHrz9rBsbl48bT/88Mexh8quxi7kdPf2TZfkj89fLJznapE+/AtLcLaoP+gO1bevus+GUJRXIgjAZW56/CSzMcXKAzGmmZ79J4fKyVhfrh5rbTHcl8PyiFiDIrcSERRMWY8pzlKGB0z2gdWpM5eP0C0Xz8+fvrzf/X67HyDcLauFM2IEc2ZErTxn6RQjkWNwWUFTjik5v2gXL6t6ya7OgJLGMcg4ZWNiiEy0qnzjXcXo2vrlavWiac67+z1ZXlQLyHl3f3u/+SffRFffxnxvHXm7Am13GxxshvXeekxpHKahqWgKt3cBCXaIb4laNi4rZcHDcAP26WL5Ik/3mnZVNf3Vv/pY9dDt+7ZtBbdD+vr1t7/ZbLRdjL66QLZZpY/bKQ0CmTIaImscExgwhitvnSEFGcj2rppcpWyGyuBq3RiTAW/v7sW5Jox5vx9DC2fnzy4un/TdXd9tx7zpui4lw2hWly+XbeVsxUDTmHfbibEyFsY8fP71LoT9GDKyVUyAybfPAN0QZHG28K2G6BA1Q7RYL9pzw47ZWIvTdGC8VwhxHHab0Z1p5dsXT88WP3rOxsQ8AIi3XYx42On9Ztztdr6mZgG+TTF3Va2u8qjh+uaLm+ubm7tdznsLisCSYcyhcsDGekRCijEO45CTtu2qqVbL9qxtlm3b9P39bn/X9feffPhjW4NAPIw3GTbLla8qU9XOOxMm7Q86DijZSrYA1lcVoB66LXuxnqrKxZQlMQD0w5iDTEMANMwMIOcXKzZECFPoXNK6aWJk5/1i0aqKc4bZjGNWUWccweKTj/7V8ye/+Ptff+3tzaJ6oWG52x1ubr+dwu0UpgwH5/zZ2VOAfOh2q0VTN2dZkgGqa744v+j7w+3d7nCY1meL5WJt2BnDANl5VkDR/EPW7u9KNPS9+7kjDUXf913kQdXBhOUrT6HoMOuhCJQga5nXzxaaotW0eNwIlYguRdH3Smxm8VE54gKevkYYjlFYgFFBFRhAkQLRBDACJCBkUM2aYwjT2A83h+Hbrnt72NKwt6IHkV3OXUoxR5BsRFjnPaMCmqZ2ok7EZqkVAuCENCFmVCZw5KqkQSCXOIcyRj4mx2UVSKIKSMxAlFVTziGmEEIIYRrDNIQwTWGacsqHmLuQU0wxhhSmlGLBZKrM7UoSySVMTDXnlFJCYDIVkwdmqhZcLTI7BLVFcAl86rfL8T4HZM0pcFgYfQDivXfOWsvOWuQsVHo3VNWcyDAyUco55mk4pGm/v933d/s+KlZNu1gsl01zvmwvlu2q9rUzttjDsswJEZiAMhEbMoVqiJaMcVXFZSeaRQS06w9TGvaHrbVviK0x1lhXVc16tVquVovFsmkvfL1mZmZSwJxzSiWPjo0xJXCXiREgpwgKkkEkF1mgZXsaeKtAMVLhQ/1Jx0aYrOXif1suly9fftAPQ9f3YZoOXXc4dPv9YXv/7St5vVgtvvnmVX/otK5nmSUCsymJTzklEXHOrZary4vLxWJBCG3bOutKdlkxPgECk2FkRsxFzKwqKSsAM19eXjrvPomxadv/9F/+89fffHNa3z1i5Z2ctmaeeRtDCNbaxWIxMxsRRSTlXKyJD0llROUD9Z44MCRQFsAokDUjZACJklIKSRIyITADAkrJ+FCmo9BVpcSaZwVQRi0d9xwxDsTE1rAI5IwxRXC+qE8RUFRSjITIZW+pR0KTzpzKo7xMs0pp23J+z71txo8QEnKZWAHyzN9XOvGcRKBEUyAIChIAE59Sa4iZCcuWtUgWj3c8Oi0ecY6OKdULctkiwTvrrCx5bkGzQAH9IiMTIUVQyUX+U7hBUATnAAaABDQlCVGiJcsEzMAKRFMICGjJTyEcDt1ms9nt+5TVWofHeNUiy2yaxbNnz5nROQdiRTiGlFOOIXXdEEIAADZMROVSKqT+GCMRnnTLc/aJc4+zx1V1HIYQojEuxjgMw/39ffmGj+gp9AOWgXINAyjzrBVhhsq7spSOMb15+/b161e73e6DD14iwG5333WHtqnNarlarYwxiFBVVZYE87sp7wNP/wAiFOSfI0DqO7bNYgX4l4fFPZJ6fnej9Z3l8Q/3PI/JN/o9eOxH8Xqz/paZivjue1aOMwVsnptIwXImyXq60t+3oTtJl/875a0zmb/7u3/4d//Pv//27atFWyUJd0CkbdAAACAASURBVJu7YZhyTkXcpJBFlNUSMRtAEiBBwpj7KFQ5s3ZVu5BxBURYN2yrKJByDiTTNE1pIIHx8uL5olktF60lM46Tak55SjlGUUkRKKLJTVMbx5RQYQwxj0NiUCa/PHMvn3345OznZ82PL9bPFu3Zanm5bJ/c3L598/peKUzR5NCMh77fhfFAUNWuUuZDRg1BD93u61e/y/HLu5tx320VphIx5G2zqEFDChOHIZGAN0RgrEVRoAwO2KgoxM32bV0158unZ88vl633Lm/3X0/xzRRuD0Ns2NgKny3X1qClHHKPPLFhyRbEg3hUiyWbuEQm4QO7pVys+M5VjvBotnFc0M35sKAP+V2P7lRlzAAM5phJ+rD5n1vAoiNXY219dv6UjS4X9rDbQrqhvIN8UA2iEZQQM8AkahE9G7SEWSYIwVqDuuz2NkdsGqwbPhxuxwHILpRVEQTYcE2YYzgwL51bWFcZG4DImaqqzo1tsuT94c7rvXGpMkvUNk6tJBeV+rE3qUDCpmHYRkRSNZQReiTvaw/ESTQPjfBWuZu6uLvfd8PNv/4fP3rxwt/dbXabfVRECzHqy1F++otV0z4N0d7dD29vUjeygGQNJfFRIjJS5bwlMTxZ13nfWzsxZlIGAaCsOqZMIYLkGAOlmO/vb4igbinE+5QOIgFBLZO1hDDmNCSt2VkUxuxRBgBIwNdXd+M4qBpAcZVZrlaLha8aERiRA6O3JEREaAEsQs3oHbuz1Qopn692VzffCnLtM2OL4lFd5RognELPZJt6TU0DKUHOzoTt/m13OGScAMQ4Vc2aQwr7aRhCHgkTkyd0BCaLAzDWOGMqwWmchr4/qJI1PueUU2qaern64G6D2+3NNPUChylDjpwj2SpeXq5CnAAAlC37i/NVU728urqPE93dHoB1f9gLJMNIBojBOhsEQ8gpdGUTU3mvKqKxbho2LDlnSSGM40gK4JxrmgZAq9otF611FbNn8n0XQ0jeVx999NGPf3T/9tXOGGaiuqmqyg/jsNsfVitj2NV1M03TgQ6W6LAPTd00df38xfN+ONxtrq6v76wxq9XSGGONQwLVPKeBH/GGM1plnp2rnCBuxypZ5prmYdOngKLwSCX5J/3ekfdQfhEhEwNi1lx2dYxAKihFay2iAnPaOAIgSEl9K7cEzGX1jiVb4KQRIQImZsGcQEQyFmk0MIJFNFlANCtkpGJaIEIgTspJZJjGXZhGh40mG4a8vb/ph7dTfJPlVuNTSy8FsoCiiGiy1nJlxyHGFBQS2kKUcc6cAdQ5myxURvpECRWLUpIE85zIV+gMgjg3iwiYRTbb7XZ/6PpBCKeYxinMvM4phDHGEGOIKcUx46QoWSQnlTxz1OTk2oeURfG4alUCtExYVqzoLJoK2CF7Rjn156XfnkEbM0mPqTiNEAsnWSUbY+u6grRoKgeSNfFx5i6Q5zB0BRXQopTt+u7q5m4I2VjvK18Zc3m2enl5/vLyovHOEBtjmS2yRTZsM9v/j7g3W5LsSNL0dDGzs7p7eCy5Y0dNoau6h+yWnuWCV7wbET4i34EifAAKeTec6SarZlhdXUABKAC5Rcbq21lsUeWFHfeIzASq0ZwZIQARpCADkRHh5xxXNf31+5SN4f0xfJa1IoEhAkMKkFRiSiLivY8xAvo8MmFa31xfF0VRllVZL8v6qCiKonDWFq4onXPOOWsNMwNqFN2fHfI0uZOYo3/MvA864jS+mHQdCMhE90oxREU0Boyx1rqmaefeex+GYRiGYbvt1uv1brcTleXRMj57Zozx3v/www/WusIV1mXZwKQjM8Y4a9umERFj7KGGzvWXqu6RtYhTbkWnQBWCMaZt2xqgquuyrBAwhDCO4zj6vBgaQ+Spj4X7B+q5lN0PzSgftkq6FwG93+IdUKf7MWBOSAuiTCrwPEpA2Qtwc24QgbPBMrfLSKggMUbIxkbZM3jeWuWdPJ0IwARq8io+E4GqgMqeQZOLhmlmOy1h7x8z97eOsqkuA4+mMx+EjLvMIPE9VGJ6oiiCqExLszl9rFMQPMeOdH+7HHDDegBHAYGiAh6iiEogci+Prgoa72zimeKSpnitTHxRpr3nLEVIAogEICmhKCMCoklCIQccZeIUi2JSFEBkUkQRRZXNdnd9e7vZ7XwIiHzntSMSBVUqioJ5fkgPppS6Xbdarbfb7TiO97GW98GKNCGg7k+l8DA/PyyCXl5ejqOfz4+GYdhut/koAQ8DnwkDefeTvkc6zZdZZqrkuZSE4BnROWsMI+h2s/76q6/Wt7dl4Z4+eZRS3Gw2Mcb5fN40dV3XxLyHcFLW1t91UHDnID8Mlt7rit7WLPy4yuHHUpT7POg7v6n3lgTf/TQHAe5bzPm3XAt3Woi7sd5bJr23rQxv9aSHT5U3Mg+wq/y9M1MGZOw/1V2q871vc9p4zAKGEKIkuYfrvNegKjCbO8TLO0M3wPeZqO9tCf4zpAs/+lrk79So8jfffPfll9+wUefs6P3V1Q0zZ9mgsSoKwYvIiGiMZWRBk4DkdnUJtFGsF0f1oi1Olsb7ERmsS4ICCZAoifZ9t9msS1c2VTNrjlDImL7vexEFiTGwjwKkXJgwMObQhiZNmgKsxoSgZ8fV55/+xacf/c28+hB1bqi1tq7ruSbz+sVN1aogj10Z+xYjO9bKLqoaysU6ycAcQwg3q/Nh0PXKk3FVTZLjVFiUzozG99thtboxDM5CO6uNS6LRu5GxrKo4X+yibLrhYoxXTxYnZ2fL5ckvLi7p6jrcbm+UfEJfVHC0rJi6YXex7cKuA2InyaqUIJVKoWIQ5YDxOTwX8nsqTPmKKVeT5333rvL74Ac9PN/fdoIAMeVwwmEb4YCWu8dDMtaas7OaCBFEwyINS/VnfcBAu9KyZYOYeeeWQBgsszNmZPJV2UZfvXkViOLJKTz5oLy5vQk9NKYBTgIhSkRsJRVjT6oO0AGAK51EUhmNK2xh2MkQbjltqpLZlNGXw2ARFwChH26IAkAElaG7ZYTSusKUBKJItq6RMKYwDDyE2253GUZcrber9c0v/uLJL//i9PLi+u/+z7+PUj7+4JdFpWQjciqq4+vr9PXXt4vn1PeCzLt+60cJwawuo0YyqAgD07Yot1U1IsTgAbFOmDwMRaFUYzI09hGkZKpWq2uA3pVd0gFJneFkiI2tKyepG/pN4toZLrhsiuVaNyIYpb5ZSb9TYyoBPDKuahfzuXF1n/QyBAwRVWzbzEFNHIXBJrBoXVMvZ7NS0rBZd0J0fFQaPO7Wdr3uDa2ixPXuSkXadjFrHjKEk2VtTPW73//H2+1347izBQPEmDwbl6M91EUmqoo5aCFskhhUY7ioa7sbgg++63fWuCjehyF4f1adnJ2dWReci5udKA27sRu64ExT1rPZfHF1eTP2oY/xeHn29PEHbXPy93//22HsLy/X22G17m/ZkrWIKCkJG4MI3qduE4YuSFTLVkRER+JoDCZUjTKGUbdSlI6MMc4hpKatl8sjRLJYGiw32/WrV8+b6vTxo08/+/zxi++fO+ebtnj86PHx8YvdLnX9oNFa05TlTAS32+04dm9eXc5myyePnz169CCEPsRutVofLRanpw+ssfloNiVR0AziI8A0qUySpJjzb7gX1uSsNSFJ5oFM714EQArpkNzUnzDt6N3SgBIREwGiJEXNum0gTaCA2WQgiSAiOsyJxol3CHklN8aUmZgiSIg5toSABGzYCIJIiCCogUAUCkJGNElZNAloXpNRiEwMnIBi1HHTX62uLy2WGIzv/fmr7/rhleLFbO7nZdU0lYCmpDFiDGXTzKqyub6+Xm+vRz+ayvgg3vvCNaBVAM7fJ2YWX56eqlCuhPePNtGUxwMAwGxDjNc3t3/46o/PX74i63xMvfdpr2OQBKoqCVJKyhaMy1snCFpYR0RACAoTrzBNUuE9XDsneCKgEjtgq2zYlobTJO6e0qNKe+NNXsjMVwgiGsNl4WL0zKau6gLJMIBESAZRY0pREiNKCil5yfUDWgbLZp2ShJB636+3XRr6zaIN3Y4lldYwUuEKYwtrSzZFUYGrgI0zRphUAEVztjORMcSGDDMbYuMzcFAzWTuKpDDGfhiGIagqUGlsXVZV0zSz2fz07MHp6enx8XHbtkXpcP8uowAZUYIKIYS3jcOgqoQM+Wo/bIbi4ZxyQj7mfFdKYo11tpBmKi4BYLfdrdbr29vbo9ls+/RpCCGl9O233zJzWZR1Vc3n89ls1rZtjlbGmLIS+o7tTshsEPL4kTKth4hEVVSISPIKg05BriTJOdc07WazzaubiBhjCiFhFiMlvXd6M3Up1tqicMYY3efxDuCWtzR2+5taYLr9BVAQE6Dk9Xsl2f9YydjMvyUyBEYTafaAEAFqRiHnN38ARpSMB8Y9kQMBVSTDVwDRMO3nS9NXSIRTRHffZuVvJ+NCDv1GbiMIAAVzUSoqmXHCpMqASHdRS1AEAcL8/anK5CsQJKV9/S8qCEpT1yYgSZJmDkpuBWmfVwYGJcY9qDNrQ/CuiUBEYtAJM4ARAJSYNcakiQAITU53S9IkSjE/mkGFiQmAY5SoCTWSQL5TJIMSVIEZjYGYgsjtanV1dTWMHhTz0wYJCYiIJIEIWuuspenVFhnHeH19fXV1tV6v831BiDkDDHu7+n47NOxfDmKmGNMhz8lMIjoMw/n5+Tj6Tz75rO/73W4n+xeNmQlJ71qXAwT2LSI/7qm8IpJS6PtORQ1RzrVevjn/h9/9zo/DycnywYOzN2/eZETkYjFfLOZFURAfNsgPfiB8nwOJe0TVPQHsXlPzE03FQfd8BxV9f+9sb668FxD98Z7k/sfc6zHTRCZ7u/3bH8O+Mwac3mDviuTp/Rb2QN/JHJP77ZzuNoZzlD0rN/e2A81Q4GnLcR/y3PuRCABFkvfe+5Di5IzZnxdMcqL8fRtjifieol3fa/rebQN/flbz5w9LjSgwW1eUxsJ6vd5st9utlmUqCndyOhuH2HWx23pRZRJXGDKERphlGMabG5+0C7E+WtjFDIvKIZNAACBnirJoGCvSXkN3c7mG6BxVANBUdVPVw9jvdiat03q12/Y+KvRbnjXUuIrFliYqpfV6++blbnfz3VH9rcOnn3/ypK2ZUIdx3XXrYehTAufapjk+O31q6dWs9mXZ/OpX//Lph2fNiX719W9enX+13b1GTM5hW8/HHsKg0QMAj0Nar/vtOiQPbTVjTk1Dy2M3m5fB+4s3V6VbtGdp+Wx1cnw6b44rx9v+1WYLfhgTbG0hpTA5LWqdnwCY1TiG7dh54ajWh1JjqYIAbnrE0881gfxsbQi+d8qCe7DAPhGS4/BAd+716d+EaHzPN5fp8qqzzrcN0aIxpQUICjqOKSXBPhRVZd3R6bJcr2m3jpevd28uXj/78Pj0wbLrxuuLtd/2p6eDsafHp7fGNCnBOEJKOd+ltrDgWJPKxisOtvTVgmfzopkxgvWeRp+GbouYykJms1LEbzerocfSRjcvglDmzpcplKVrCnNxsRqGNcD1fLZ0ZazbYb39pirKk1N7+ijdXPtuu12eNu0SyPUC56vdVvH20eMHZ6e/+OTjX4cIwyCr2+H//g//8PVXf7q6fN5UrUJtzKOqsKgthpnfugB9coKOw+iHvht2WpXL5dHD2TwQ7W7X52ikqpvaLaQbKEXmsm7mlguGkpDqqn765GHXXyjBMM6HceajAWMEtA9ys93aNVUyAI5JMMZCkiUto5euG0+Pm6osi8Kt1zddp6AxxWSKxsCyrR7ubravX71Y3W42u9v17vLf/Jt//cXnf/Vw+dkf/niu2CwXD589e/T1d7/5wzf/ftM9R4aqahHLONroAQAK18xnp+OQQpis09570X6MW0neGqhqLgoA8MMY1xuua4uETdsix3Ecul3XdYOzvapaU8wX88txdflmTbD86NnpF//iby7ejLt+28zNdnxFnouySNL13RiCGmqYq6p03WadUlDJCRpkk2IarENX2JgmijGT2QzrNxdvioKAgrValXXR2LJioHiz/u43//nq+fHvry93bv6GcVU1T0+PfvHs8WZ1TdcX312nVLldXXQfffxYlVer62++/frk9PTk9OjB2elnv/jowcNlVZVt0xRFk1JKiVCZifMJdb7DmBmIhr6/vLhY366auqmaWiSqpEwNYUZnTS6lmO9wbUBZK4UIP8bxwrtACDNL3qKTlCM2IFEBQAlBIWUDeAIYJXGKBSgTAufVHEgKwMSKU0KPgBgMGU5BQghdv0Oj7MAyoCZIoyRNQoBKxlg2iTTlw3UyAhjGUXUsCipKVzcmdFvrXO2I0b1+ub26+X7WcuH60qWLi4vd7lohPHn86PRkVjdtU+vNjV/tvClNUTbI7fqah55RyY8ASsA8CclTYjKIaZqCZFUfM2F+uyXnCiUOMd3crl+8Pp8tloIcYqb0MbAjRgCyRIZcAk0AhllEYvQhRlZgw3nGASrEFif/aOYiQAgeNBqCkQwAlUVdtzPQUUKefuwzSCrv9Hs0besgsoGUiqJwRRlVrQFSw1AwYz+OPoyWGdGKuBhiAIzKoxhXFGwsMnJ23BthdoiUUhpTlJA67BQMICsaV4orsSjKsqyLsmFTIBkBTgknLSCoAiaRGEOI0cfoffBhgtGM4+h9TCn5oCEBEOUE4Onp2dmDBw8fPnr06NGjx49Pz85m83lTN0VZ0BSxo7IsEVQkeT/mS5QAVUBE86IPAEwwHBBAoMkDYBBIRbJuOJPwAZCIiah0hVkeL9r5B08eSwoxxr7vN5vN9fX17c3t1eVV3p2bzdrFYqEim+12tV4T4nw+L4rCWgegIcYD9v1ewEyTahJBRWSezeZJ0hjCMA4fffhx07RXV1ciEmNarVZN3WakZza5V9W0sVYURfBjisEYU5ZlWZa0l6Co6s8rt7KfhAD43j8IKBP7BJTJ0iQtxynSSGlC7O5H3fdCc3RvkHTfC/MOyFFlclpOPd++ff2R4cB9gygRMKOCKooIimDOj+r050zVe36mqLBq9tinKfGQ550TS2UqlCdCZVJJMHVch3YFFUEmkADCwYqZ8XX5D00pQhIylhCYSRGYs+JTRBMkzRYERtZ0V/vEkKLGUcEQMApJTMlI/ullXRgxACbRcfTbru/HERCZzSHN+9YUS+AAcU1JhsFvNrthGENMmb+c9cgimUfzcwvuPNxbr9f5ZY0xeh9k/9de8PBz/0opjuOwXW9CDGzMfLG4Xq0vLy4uzl+fLqvT02NV8X5MKdZVURTOGL6LYeM+Xfv2ZU1vu8sB8X5NinejCPhxG95+4v3Oxfb2RBR/lLT5c5UD+O688I7uo9MwFg7JjolMtJ9UK6QEqgn/qbFYPgXQ+zChfWxD6W7lgtnmIHoIMYRs20t7LxO+HUZ9a/3v/y8s593+HoKUpW1nTVHQ9e0QJSWFflSgVFbiSjbWtk2z2Xbex6ieEhAJm+mUQBKqQIzSDQPiyMY5VxIbYgvqnHFNVaM2KaQwyma1y90zMWnSjKuSZMaOdn3SEMZ6HCujmhQUQfvejEO8vdj8pvz99paef389a46tqVLSN2/OX71+4b2vykcfPPvg6bOnlx9d+zG4ov7s089PH57YRpkKw+bb70aA0DazB2dPf/+7b642t5IQhP3gr69uxy0iFK6sQIcUkx+9H2gcxt1mLBeGwUEcINkUpIubyKMmDGMYxyEmYNMgdUiJDAkAsBYVL5b19tasrsmLACbENCmX9WeQd/BndIB/puc/JEGmDIxOvKXpdOYglMyReoyBd1u4uoxNzaRcOht9EoXoS+YCYPSx213tAMQaiKGWaKpiWThN3lxedOvbYb3qu1sxdj27uXx9/uLoaBYiIFoAB2pEcIqLGAKMZKSsuWwMO4wSVUIUB4bIRUggyUiyRFSWWrmmMKeVO1apiZ0tuCzQWgBKSX0/jCn2RMkYNK7fdbcxcts2Jw/I2CaEoqysc0G4J4bFMn3wcbVbW4nbFz/88Oknf/nhkycEbns1XL05f/3qtqqLpgHLenl+I6EwcIrxSK0Bs0ZAQgGKorvBj7t+QA5AwxgHSTFBJXrUDcnw3DgpbOXMnLBDqBdHxWefn227erVLAKUx7YBxGEehAcfRbMWssZFo7DiMowRFMSNrDBI9NKXMWiWm0e/6watE61xdt86crG/HN2+uL6/eHC3ng9+FuFtvrm9XF44XXbdzRWVt9cnHX0QdXl98hxTHuAo+DL0PQxxHGofkCKIn0KyHppSCD6MPQ9CdiLcWqtrWtSkrYrbGUIjROuNco6DjkFQNc+GKGph9itaVSXC96U9PbN0cnz744NkHn19ev4m6CTsVQeucj4OIhhAFU2G4KOrSJagsAs5nS2tjCNsYGdGWRQlQxQiS4PZ2c7u63e22SbAooRuMaJq4CyrjMI7D8/Xme+9TwH47pKvVw836bx89+HTo2NCyKqumaQkahIKYnHNI6hy186KqbVXZsrTOOsMW0aSEICjAhAYxqUSd4n9374U0vZ1JtppIStF7EWHO5xpE+zjcWxCvu1/f273eb8YjIAEl0agxqSApIRAogTCBBdIQVKJyUAgArFoBKJMaRMmLvTl/SqqgkpKP0SePCcfBj8Pg49DOy0XVssmjQWQykijJpKkmgJR17cJExiAIpKHbbta77foWZRTVMYW+u1C5ttxBUsLOWo+6u715eXt7hbpF7VJahuB9WO+21+NtcOWMzeLNq1jXjxfzD9iU4zjG1AEokRIhTlMIPjy1rLE0gePJOJeQYtR+9N3gqxkgkyIpAqIhNiIgCorE7BAEJeiUdmMgYWYmE0LQKUY2merIZPgFWMMI4hibuqzqylnLSEhGwGIG9SPdcU8BmAwRE9OdUpfYGKmbNoYxMFsSAiEQzg64wNYQkWQYclAIwpSMcwUSq0oeiRDy3su03y2UlFJMikkIth45WmuNKdiWiFaRklBMkGSSeIQUQ4wKGmIMk8srhTCBMzVzOBSSaExCTGVZAejo/c3N7fPnz5fHx8cnpxlVX9f1bN7O29msbauqLMvC5JuNmJlSjJkZ85Z/8qDJnrRgU8T4cOMQoIgmSQkkh5ZNaYgKBEkpNU3Ttm3btkeLo81m23d9HlUNwxBjHMYhd7PjOK7XGxF1zhhj9hFoAkJUTJL2sUzSw2KeNcY5Y21MAgjz+UIkBR+3261zRVlUTLw8Wq6W68OGfG7uJpuKK6yxGd6YVzd/1vF5zgzn7oIYhKeeJvc2U3vDqLxH5yqBCipoUsQ99f4exh713uc+TEiyeFKm2z9P+ECSiOa/9+CQCfZ0rz5GeEsMjRMhCeQOKSKohzDz9JUQoSoqowiSYgLMDfYhVETIjJxHptNERSbUygRcyT2lCoJMk0bcizSJMMtAddIF55xp/sKCJICkKYaUKKWsc9TEogSqZDCnRZMmSUmigCEk1RRE3NuDqgmNNTkYRNha3vNI4McUZ9nmmF2Ru67zPmSTysRdhrue8P4T/p757d3uOvd7u90uI9YPl/F+cKRwtzTwbqF42K3LraFKImQiyqnPDIe4vLx49fJF8MNi8WC5XAxD3/edSmrapiwLa83+KtIfOTN4e1/vDq/yY63W2x2Xwk/v/B0+z89p6n6MvPIj/Nv7he/7c8K85HBvEw/vf6kHPSPciy3cV8MfTmAB3gKWvhUv3V+3mc2cpaMhxBiTKiC8LU3fD/HwR+Cc95rVfyqeiaj/37q7H9/fQ4plZWbzqqrsGDe73rKBcQSFWBQ7a8umaZtmQeewWm96H0NQVmFGZ8BaLlxVlnNjZOg3Xd8bUy6XpXEEASWmqmqqgg1p8CNK2mx6O4GUNIQweB+DghhIJgxpk1LYjZ3VGCMoEIO1TpMdhvEffvf1d396PZ/9X20za6q2LCvvYxJlNvN2+eknX/zN3/xt8CHEpApVVZMxUcPTR7/sdtvLN+dI6cnjp7/+1V//8fc369UVI9UlxSC3NyuMpTNGLKYowfdDP65uaBz81eXawYltC7iB5HdlOViDi9mMwQx97LohCbJdIGKKwXsGAKa2mZ2cPpgPW7y+6CUo0gg8Iie4g3j95C3xflj5n/X6HsYH9y+RKYuS90kPHM/9h4mSH3FzmxhsVfI4mvW4EYkGzXy+tA7Bby8uv9+stxJ3dTUr3byuZ8+ezJFWL59f367GbisxgPdhtb55+fI7pAcpzZwtCK2qFQFNkUiIk2IyDsq2dIVNCmM3goySLBdcWtWRYHApoi3L4+Vi3jxiPInDLHpny2o2r9BshTovIRuWAdOuXxUFlaWGeNt1/bYzTdsUxaLvmrIUxDFGsazL46pp599/nf7zb77+/f/zd//Tv5s9+Ncff/Thx598/PTbb2bf/yBnZ/XRopKo//gPP4zb4uyoPD16WCwCMzBhVTLbIsZVP9xer142M1uwEPoxDD7SMDYhOMPHiKmwLWMNxjHG2Uw+/rh+c2XpEsdUHp8eAQ/r7TrJbgzbXe/djoC5VNztgkZjwA4JQMly6b36EGOKSWKKQSU2TdPOloyzH77/8ocffthsV4vjspkZU9Tnb37wPi7m19dvaN72TPOPPvloPnu4nD+tardan19cn19fXA+9ghbjiEZlzX1Z1tYaYkppjDEk7QVGwGCtugLLiuvaQF1YUxExoTOmRCycU5GqLKGuGxEZRo9UhCSDT+zqomrr5ujZB58C06s3/ehTTEJkiCySUUgxqiPjirqtqeBEiEfzZZCbzbBN0YHWzNo2lffY7cbrq4vdbqsKIYbRD6MfJCkpqyAjhtR72e5WL0RikHC7W/3p+dnDr/7mk48/+Re/+PXDBx/P2pkPoe97BGeY5vPZyeny9Gx5cjJ3lmJIeQKnkI2nrAD7klVVZR/VEBV0zh0tjnL8xvuxKsvCOdUU/CgpEqLuS4t7N/DBpwrTe/pb9/Y91N7lfwAAIABJREFU5phA0pQEkybnwBCQggEtGR2yj0FgVByZk+GCKRICERqCpNkwfFBb6TgMYzf6fkx96nb9OPbEyRVnzrWAUaMoEFsrbGPikOIUhwJMyipE4AwXqrS+eXn9ZrVeXS5aHcOu316tr1+BrEqbfN+N3W20N4jdZvP6u++/7PtXq9WThw8fF0W52qwvLi7eXN2G5FIqLy/SF18UT5/+aja32+1ms0ugCMgKMflRAZEMTsEpdK4kZJWce3FJMnaYEC2yI2spTxLIIpmM0pekAsooICmkRISMRMZYY4k4hQBExpi8kWELLoqCDRsma9gQOkuzpjxZLgtrUIUQybicraXJ9TYVc0xMxMCUU080LZJB07YSozfGQCJNqAkB0DAnaxgJI2iGkJAXpGStKwiNahSZ2sl9Bp9JQRnTPqwrScZh9LEH0JgwCoQAIaWYIKYMLURAHPw4Bk/GTIX/fjaDmEXiBgDYmgx8ttY2dTWfz4h5u91eXFx8+6fvrHOz2awsy6apT89Onzx6/Ojhw9PT4+Pj4/lslpEimZ8xwb9oioQdCHOqkCTpPnFIRFkWgpOLW/JT7BB7k5REQv4SF4vF8fGxqqaY+n7YbXebzabvd+v1mtksl8fD2EdJl1fXKaXFYlZk99+EkWQFSEmQkI0hw9koICLO2cq5umm6vhOR3M2WRYlIm/W26zom8/jxk+Dj8+fP/ej7viei3I0454qiYGPyvl8Oc759cIP3l5vuUlhZ+0YMzCAMxLhv8oiQODc5jLq/rLLsS9+N6xxyXZIlg5nklB8y+2eTxCmoc4AKJjlkAycnOO1FB4L3pDJ6t8GUq5Ecx8zMKL2P/t9vFFFei1RNiKhkCNOU8QRCyjwhIgbAKJItfRMmVDAJiKDkj5WQ94T1XmhwIiHJNDXkCckrREKqkPs9CePQs7HGWeOMCktABZnsI7iXSmgEMPnkJDdPe3gmiMqkH2bOZxHWucPTU9/ab8Q9eYaYTIrjOA7DMOQrgfmwZpdN5dME+C5EeE/0fajr8vUTQry+vh6GoarqvBuWd3ny8OMetf+dNu+uM5igQ5JAhJmdc9PgDimG+Prly1evXpZFsTw6aur6xYvnQ98BSNNURVEYY966Yt/95Y8PKt/zjL/7YfqjbZm+VY7u9+h+1qbZfymJxJi30pxyJ7Y9/PrwPR3ul8NGRu7lDodK+3dxmuD2+3KaJjUl5OR5CCGEJKJ5yn1Xb99P5+qE7j641mGqGg5GjPdFDf+l6c2foumYBF2CLukuqq1ange37QAJRKAfEpJPOsRUtG1RVi4Bbrfb3a5fr3xRAiHNZ2Vbn81nNoQijNfRqx94HCXFYRhjW6tzBQGBIpFjMMnHIfhxHDabTT/0IcWQEgKUBSGC97HbJhVFBGPw2dNH89mCCK9vLoahu75+ZW2czU3dVtCJNdXx8eOPPvzkwelTSzN2Wti83SIpgahFKU8WH/z1v/wf67o6mp8cLR7G4X+/uQQmf3Ls8vSS1aEa70Puifrei4wxxhCgH/ww2NKXyfAQY6fD7nYIQXfbGDww2apu61mbofYKydiqtPNu2/ohBN+nGJOOCh3QgBQgmp/R0f/XuQfev5VyXOfe6REKKLNJCW5XnXHV/Kgpy6N+gM121Xd+2/vTk9PTs4/a+ac3N7fnLy9XN+Hrr16ev7z4V//qL5tZeflqs+s8KtVF21Q1s3bDtY83gGydBD9E7+u6ArCgScIAEonJuZKpjFqmlEBA1CsB8AjRplTECIS2qeu2bQ3NopurVGQsOxnSMIzrMWzL1tXtnLAexwExOhv6obi6vPjh+zcPz45OTz85OXnatmpLl6jo+s1uF7bbUNiZM+t+u/7qq/90dnr84LR++nT+13/9mbXrjz96xFD+4+9e/h//2++v3/Rnyz/99X/Xf/6X9ZNH4eSkaVrLZoxRo6x33UqhgmkO4HOMqSisIXAMjgGgH/158K9Wm5vd+H1I3y+WywdPlojHq82DV+c/fPvd79e7LaIvi3Y+a+eL5sED56i2XPs+MpFzmNIKYHt9dVPVPGvnbdOAYoy0Wt/88MMP2+16flSWNZUl1zAHZB/i+fn5139YNdV6HGzXj1H6efsYe2ofHz979su/G36zos5Qvd0G0DgMfVEUKekweu874ORKBnQCSdVvdxsiJjIASQtblK5pTg27JNo0H6SUUorb7Xa7vfHhOoTOJy2b1ns/+JEN/+IXvzw+Xc6eF7fd89vuRTd4JQBw1lgAZ7ksbA11sQ7b3WbDunaNb1tnHPTDdhx9VRw1zemDsxNJNC5mQMNqew6Q/Bir2cK5mbOzFIN1YAschhwQBOPcy/Pf/y//6//8b//t//DZp188fPBs0c6AbEpgrQ1xVEjz+cw550Ng4kx+y1Glaa+A8g5Ogv06Tq5MJMW2qT/44FlRFrc3N9c312enx7c3Z5vV7TD0+U5jzECkw9sG5Nrgz97bCIAqkFICBUI0xIVlw4AaHfKsKmeuCVWIaMEVTaGnx3XbWoQxJc0iMUYEBgWIKQ1j9+b1+Wa1HnZD6Hy320bvTx7MH0il0FxdvR67AMnN52JtYi4Lx4AswAoIYES42/oheokdelNzi+WscT0Y0DB8d/OnFDaWtdttXr/4T221Q0wA65NTs96+HP50eXP7/MOPPgMoyqJtG/vNtxd/+vblrueHj35tnSvKyhZY1OjDzoc+hZFKmyV5oJDLM2csYd5rIjaOE7az+XyxbGc3IhB9CpIxpUTMkyASQQAcsTXO+1FVp20eBMM8a9umnZVFeXF1VRTV8enpk8ePXVEw0WxWW0JD2tbl44cPFvMZEYomRZk8pXcFS655GYgAkXnKBjETCDI76wqAZCAZRIMCmjAwxMzPQxWwTAaMRWu1aOu2dKXjzOYHIOuMddY6x6RAwjGT3AFIgdlyFpNL8j6OYxp89EGjZJh+Zj0im9IYo++w0ZGMMUwsooRKCM7ZnFPy3peVqapyPp8LaIipH/oY4+jH8zfnX/3hy6osZ7P24cOzB2dni/l8+sVshvta6h5IYlqemYSQE8MzyrRDR0SM01bg1D4QcdpL3g5xLxHJJfh8zm3bqiZVjSntttvLq4vV7U1KKYFGkUwWiikpgMSUmwRSSqoQo6goomXHxAAkIkzsrEPElCTFVJTWOacCVVWtV2tnHSi8fPHyt7/9bVVVx8vF8XKZs52z2SzzbH4U6f5nKy1iYmFWYM2tGiMyTmwbveNjvH9ai5MPM3M+s0/hrVohZbVfuusoRA/bevk4N68QT53aQQ9w/zBYc2Yxc4QmasCE7UbOI8FsNMzDZ0AFgQQoyAgKhlGEEBgQ2LKxhgwLQIgpA5PykhUCiVISSCnbREBUGdURIPI0iyUGYiRCFALNdJjcuyKiye5PAoA0jvmxrIwMEAGUGC0ToETxTGAdqbXOWCbVkHjvh8/eDe+9ZUJAa1wOCMWQIJNe4CDHO0zu7scmk/cxhmRyZo0mRyJMKfp/mj15uM5D8LvdLqN9mcla65zNaKJpjfAnCsN7xb9kjkh+c1FFQ2zZhBDOz1+/ev3S+/Hzzz+fzdq+3715cx6Cr6qyqirnLDO9lxfF9+d1/2Qz9pa0/O09op+6TWhvN7ovUbjXDv05Sfp7EM703n/Rdz7hPa2FHh4v93Gahwfl3Xxcphc0c7l++pbPthomJFAIIWHyOTM/6Qr3TJdJOwITreknZjP601K9/8Z8TgWvFATHkAKxlBXPF7aqKURNKZJJUYZdD4adc47JZTb/du39ABtMoIOlm+GkaZvaMhKm6E1UiSGO3qewsmydccZYAuwETDZaqJPAvpduHPIZUV2amGIQmfIPeSuGjLXOGObsClefpFccjQMXadbOP/zw4w+efXp89FiSk6SIwIw+jKJCzLPqxJ3Zh6fPyqJmriXa4/nny/mbXXex2w0hbJESAmiEfoxMKEoxqKgwm/mi5sKIxuCHYJgrrsoyBe27/vzVahwsU1vXTTuvqo0tbiGpR2TD1vewuqKxd7npBxDElGEtP8E00n+Sd/QjvZz+ZJeo8G6KGu8d7h22ZzMmRhSiYNfL5VUfRUWA6KidF0BusyuipiSMePb4yePjpaT4px++u3n1+rbZxJhgGF1dYFtV81ndtgUXUJYxSagqsDYRKU3I7ADko+x82Hk/KiFQQQwx6Ri9DwMyGKmtMURqrLgCfdj5ZCVS09Rk1MuuG2+GcBNhLNzcGsdUGMeSPIKWZVVWtbMOwYyjv7m57IIslvboeDkOVrwft9KtTbeVrhsvr7/74zf/nujauXJ51P7qi78yyDeXqx++f37++vLyzfbmqjt78OjRZ2dFrdZVAGH0O4Ut8Y7Mhg2zYSaXIvnRD92wmJdFY9tqxkR+2A39ZtvdXl2/ub59fn3zpa1O2B2fnDx48KR+8PixLS5vVkrsHz1ZVrVF0rIs67Iti8YPAVQI4zCE3W4Yemma9vjo2dPHz66urq5urrtuXdYF2XlVWTaYVIncycmjwi3DUKxvyt1avvvu2xClmVVsmsIeAXoFv1w+MdTHQEO/JRzrOllHIYxdt0kSjAMjKKDEzLYAUD/6zWYLEMaBYigIFvPZoqkXs8VSRLbbjcTzvhOFLaApqmq+NK6yvd+9uX79+OGzela5oohJY0QAJyqgxARkS2trZyqucLsatutegh7Z1J5YJhUJMWn0W8LWucV8fhRTIdixiyl5a2xVHpXFieVZGHYhiEhvXaWsgKkoXWe32+7L718apet+/OzJw8+PT56281NVAq/OOlXsuuHmemXPSiZnmDKfbb9booigIJgBtSkBMjFBFMM8axsmLJ0zTAwavFeR89evC+dSSpnEGGOc6AgHnBfqwcuq94C6ey7dBDlAJoNGSFRk9F0cV46gJnR1UzYukSSTmgKrkq1FSrlDwn36EQRANar4qraMbaqKOIx+dJp8NTPWDl33ehhfDyPFoVpvtkXZVmUbovT90HUDAI5DGPqx241+GCzJZ5899H2/W61PZqVQAtkaMxKIZQbhzfp2u/qmaRyZ1M7IWFZIId3+8OLrMDrvy7p5UpdnZYnXtyvvQYBcWZAFoYhjIgsxZHUT5rA3iIKCIc4gHEQmtknNyemDh4+eXN5uN12vQM4xkQEyxDZrqInI+2gglgYePXxYOOecdc6VRVGWlbNF3bQi8h/+49/XTfPxRx//+te/KstSVeu6yPjTwlJTl9ZaRBBgganfw30IZ+9K4sNJrGb9FRtkArbGOSYgSJaAQUSCM4zJMSRVr2pAVZQFnYGqKCprCsMh04CAtHKucrZwFgUwEUJ2dSsh5L4VFDADTFEVSDQrBSZQMyIhkEytAd5rGxAmSCyIJAAl5JR0HPrbmxuz3VnnmmbmypI4l5vqvQ8hpBD9MOy2m83q9uWL54Vzv/j8M/nlL0vnKKpIJhlkTObdQXn+2TBzLp+IDjZYycrxKYioKike/BYHJt7UJmU7wsSWRQCczWbtvN1uTsZxJMKicE3TxBhD8ACYfBBJeSqVkkgUZCRjDlksQ+xcWbgypoiARKwC1jjbFrO2/S59t1lvmIz34erqahzH13U1n7Xz+fzly5cheGc5hJDP+/+Mf2//8z7sEE2VHwMpMCBAVtPR/R/VlCLIPx8Forxgj5mdOVWreJfGJEBUyYSkvDgpd+hfvF8T5IAw38uLAYq+vQV4r0bQ/WoWgpl0kzT1ineJNBVSYCVFNLl/4+lFZcyIlxiTiqYUJE39niqLYkwgExGGLIpjQENMPM3PMYe089UjAGow8zUFc+MpYow6A8aoQiRAxoiowFCUzlgQEE3JWGvYTmT8FIMIkzAxZpBollxO1b9ms0Lw0XB+VfAudfnWUs2kwktJvA+HmJ8ISDZ/IhDQO8n994v7/FsZB5LRIMycL/v7Erb7mr770513sn93jWiMKYXsxNwM/Z++/WZ1e2ONefzooUp3fXV5dXU5n8+bpikKlxfLUXBviMT37XZ/fvj23ofhz+hU3hWI/5mjkz/zZdz7LfoxDcNb/V5KaT+hPaSX8SC/3Uc97/6v3Oxl0JoxeAhvvyP9O6Qm9ocgmJIIeAXJVJ77QXeRTMyYXD73AaJ7h+QEBZtEhu/a2/8rLOn9FAVnn+cEQRKBMEYBUDTazAtjTIyp7yQEGf0Q+qGu6pJqRiwcl4W1BlKC3Squr9fr693Zg/lHHz2qm5kzOoY+SUqqRDD0216wsK4sahAaO98286ZumrIKhQ59SH5HpMaQMQw+ggVj8z4zazKqEoIXIQSwhoGMQpaQgDF2Nls8ffTs0cMP5rPT4DHGiATWmRhRBIziUXNK8xNEBSjGETe9f3T2F08fX794Lev1eT/eCEQCiSJDyHsdJECuKtpZtTw6MVSS63y4tdG2PDs+XvoRup0MQ1yvIIXgrDYrUzW1q01IPiXRLKYfaewbBGAqUXn/wDk8FN4Jbeo/b76n+NNnA/r257/b5tO9TOfuUlDMOGc2zgd4db76/sXro6PFw0ePHjz6oOvCarv74dV1SvHB6YNf/uLzWbtw9vTN+e3l1flmM56czFC9szqfVct5M1u2pmyaFr0PZallKc4BqIp4pAGoH8PVrrvabFc1RFcYwzSkvh+Grh+MxYaoLeZFpc4lxf521YdxS+CLsjXG+LjedJc+rbiAgirAmCRa51JQPwKzO1os9EO1XPejPn/1na3lCRzPlh+ALDRBHOTy/Hp9o8SO7fbVm9++Ov/t55/894/Ovvjkw796/t35m9cXX//xJZng6tT363X/w5i8KdoQdfCx61ZjuFboXJGcI8cOsYwA3XZ3e3tDMptXPGuPZMS+6zab9e32fLV+vd292HXPOV3drnl5+svT40cPHs4BHu+6I1e445Oj0fdXV28KZ6uqqGvbNBT9MIyDEcEBRZnNbLn44KOnfxnGr1fbwPb26bMnMfkYxzH4lBShenT22fHyKWjTlFdf/uPzb795VTVzY3k2L51tN9ur1WY9a5eGZqvbQVJvCztflIDa9f2uW1trKFH04GMoSirKCiCKwK7rEKQD2m4o+Bb1ZDE7eXD6uYignm9KsnbH5oaNrduCODbzshs3337/ZVG5buhv17e73ZASWzeHSAABCQ1UhgsiawqLyrvdoAmaBebjWMOGjOs76fvBur4sK6voJS7LkxSDJCiKpTXHhmaM5WY3bnfx8ZMWmX2ICLBYans0bPzvvvz2xcvXf/js47/+xed/+3FZIhREZEwRQvJ+d3W5Oj15VBRlXkLJUSVVQVJkFUkMREhxchtYAMnP+sV8XjhXla4snLW2rWtnTds0KcWcrEoxgSohMStNxYNONM+8jYM/Ou7DyTmMmoLvdpt+c+kYWoNp1lhTACWBCIAIiTARAUne8YNMnUQAhGSMPnywtMysoCFI8jF2u+E6ws319XZI65iafoyvX7+2tmrq2fXl5uL86vryBgDWq+vV7RWRig+zunlw9O/6/vLyzfmnH34UUwjjej5jwobRkrrbm7TdrkxwpeGqppOzYyDod+O33/7p1Ss/DrMvfnkymz384IOT2/UfFW1MQtYwC0XLWqBBdhTjCIlQzH7/HSHluhMJDSIp6oOHj55e315cr/rnLxybejZ3ZY1kANkYV5aVtXaz3o79pmD4y1//+vTkuG6qoizbummapigqa9319e2XX31b1dXTp0+/+OJXZVWG4A2jxKBhRAg4MUX2FR/erfVkBTMZQ3uQxl5uBmQsAgOxsQVZwxAZFTWlhE6cBUFIoB4gaIoxkYA1WDlXMBumibAISauiqApXFQaSYCKClPs9UEgIjKygLGAUE5BRihBTiKCoQJidAZISTkKFqWnIExNUAtlHzESiKpKIbjebmERAq6pZLJfzxVFRFPmIumlqy4YARFLXdddXl12/Q5WT5fLB2RmhjzG6whZF4ZwzhvYbATE3xcz7NGJeJ81HiSB5aJW/ipTEWDL7AOrBKr53l2FespHMRic8Ojo6OV4CQIx5m45CjMF7ERn7MQweAGJKKQYBZSREjCmp9wJQFC479kKIhMzMktQY61zR1m3f9VdXV8w2C9YvLy8vL96ACjPvdtsYvbNmt9vdxbJ/orSa+v9cQ4uoCqoyIjBNLRwpEiDJHcM/S99VAVDgILXY93ug049rXxooZuu35H4vxngHCn1LxD15mUAJgVEFVX6yws68DhUVRJ3MEPmlwL1eA6YVKCVUZSVVREyGVAElYz5Vczo5CmGS5FNKmZCaJCXZ93tACFwYESRQtsqGaM+EyVu5U1PLhMSYw/VJJEpAEGYpLUYVosQYDKthrmokzpAeLRxZZ5k4xRhGFUyW1bAiJAJlImsMI8UQx2Ec+9EPPvpkCiLLub+9h6KdnkZTig8xk12ttXovqrkXLejdtuT7gc57Qye5CyETAGZSyzuU/HtZwUOBjvemRnpvX1O9H5MEZkwprVe3f/zqy6Hr27ZdzGevX755c36+Xq8zg9cYAkRVyef7+RPeZ6j8mcbgx/ASb0368EcIkO8ny/SfFTj8MzwkfO8TTmuNE2YI9ut7Oau5B9Mg3XvRVEX2600iKfuVgPIeABMR6b59m9SjB+HMfnFvb2rxCmn/AMuPCJ2CfiLTFTRV+wdiYlby0tt5V3gvyfnfduJncsyjHwYACcEnCZqZ2aJIEJN6D+MAiINIjGY0XFgHRQHjCJIAFLxP6/XuxYvzui5dyWS1LI0rrXOFdybGoAmIoSzLk8VJ6WpnC2bb7zoGowmSTwqJAVSUCcgAIxsqDNdtWznnVHQ2O2rbFklUoh/AD0BQEJSgToUlkSRw1iKhCqQAfe/9MJ6czavGgWhKBIkclynAOCTvvavYobPBQWKIIABjCkTBODx9cvzg4fLk5EQi+fB6iP8vce/VZFeWZOm5+xZHXxURiIBKXZlZ1UW2NWcomsYxG76SP3qe+EQx3dWiqisrkQJAAKGuvkfsvd2dD+dGAKmqazhjnGt4QIRlhCWuOGe7r7W+tTXGsaRDy8ZU83nx5ZefXF4OV2/j3c2KIWsHl256Mt65wtkShECsdwiSDFQAHsSC0F9s4PxXRz78s1rwj+Y9+dnAq4IRMDI2KVmfl1k/2OWme/n6uz9+fXVxcbNYnMzmJ6fnnyBADPH/+fuvqqJod+t6Uj//4KzM0eDQHtZ1cTg75UndFHlJPg/dfncYdnsB6AkTSDAmiG6G/uV692K1/Xa/v0YiFgCQzeaw78KQYDbNvfdVBovTOqX+9eVXkmpLjzI/2+zuSqiywvS3hzZuM3KKe2esRectpRD2+/16dRe6znvv0Frv8lmVl5yXuN3dxaHhVHJ0N1dvm2byv/3v//NnXzT9sHr53eu8cLPJ6ZPTv7p7g868qZs6b9qTCxEdJue36CGELoRl3w9tu3UZk4nW0v3W02S+7Nvliz/dbFcAaTFrPoPkVNB7c7qYLOb2+bPZbJbfrpZRVxyvha0v9JOPThFyY8t+iKv12psehQ/77rBfzRZF5MN693a33Qx9AjZ94F3L2wM0k+efVvXTD0+/+e7Fzc1VTHwyf1RXJ1V56s0ihamlEvRQVpNnH5h//7/+L5NJs1zevrn6brdXZt7vdyGICKzWd8a0xtgQQ9/3McaqWjhnU0z7PccI1hkg9Zkr8sy5UrWUVPQ9b7dh17BwbqzzPuV5KOt1x8u+71kDkETpd4fbN9eOLO72hxffvmj7wfmiqMqU8pSGGFIKFAbexa5wBoAcee/yGNrb621Z1hcXJ8+efppli67V9bqPIURugxzKGtTAMPBqtZNqli2a508/yGw1DLGuZ6rbISRhY+zW2A3HjENabcL/9R/319fb1br/9Rd/U1cL76Wp5yLJ+5zIMUMIDApkzP1LKgACwAJyrCMXFWZrDIswJxFxzi0WC0IqsrwuyxCH+WwG97EpAjAjifsIoeRfkO7xgWg/2gT7EJMmQfaOqyKvs9PCQpX7br+52x3As60xeqhMMy9M5slbYxVUkVVYWICzzORFudutAidHYEBXy6u3V9/drb9PsCXfJm2de4z65OrudRxUon393XJ1s293raEYwh3g5ovPn8wnk2ntPNwyDI0v+m3fx23ot94na6x3viym1ncJNl2/db7Mi2lV52Qwy/3ThHer2xcvVqv1/zmff1TUj31eGO+DcGAxxvusEaAQDwDiC2LGFO1RDgXUxKiAQMZYRFDWyWQ2nc6bpvHePzq/+OzzLxcnp9bnhMY6XxaFMe76+ubVy29Dd/g3//a/P3t05qwdkfrOubET7NBH431Isj/03RDJuhi452AJnDEgQsY6g8aQHCEV99WL8mCnM3IcbNRa75xVYZ85UDbWgyZL6g0gR5Xo1IXEMSVjhIAQrEqiBEmsIe/JWTTeeIXRFWS9M5k3mTeoBtWkcdQ1GqOiKqnEiECklAQgCcex3E3kXpcZ31cynhpEmMhaR0WejzRRAHCWCLTr+yzLJ7Ppo0fnkWWz2b15e3X15s311bXLsizLiqKoipIInaG6LvPcG4IQemeNc4Y5kkUkCCGkFNrueGAjQmONNceMX57leZ6Pxe7KGiRxSqCIxx5qRISUYuL7quJ7cMXYhH4/bIAIizARiRAjjmXgiDBiQoyzmbVlXkrksQ99iIGVWWQIYbVedn3PymP3Zowxz3NQ4CTOeQJS5rZtldUZnzg9e/r0b/7tf7fZbA777X63W6/Xm836cNgNfffq1avdbrderS4uHv0FS1hR0bFuAMcryHi0e8+PN75gdCzYlRFYpO+Yf+MJkX5YWA0qyKLMKqzCOkpoP4CGjt7NsSIDUR4Chj93+v5xUOze5oejkPxACB3NlaJjHTwByJi+JTBmrBkEFRUWDayeLAHr+EdFhBMes6Zixv9TVhACjcAKVoEIjALxiMBlBDEGrSIZHT+AIolTAFBvoKmzMSNFGjJvCwc+Y9GUUDBT59j6ZImYwChYsN4YhsmZAAAgAElEQVQhASsHVHZkyixT0b7r13fr/W4fQni/NXxsm2A+aqbG0H1dIhKSiu73bVHk96Lc0Rglcuya+AslF2OMc27ow1iV+Utj1fhK/tIsJMc7Sxy1orpubm6ur66uvv32m/l8vpjPQXS73e52W2uwKvIiz+4Jmf8JnuS/3MD8E0Mm/tQa+mfq4H468f5Cxx3eD9XmF6yeD3uNh8Ce3Denjm5ZiDGKJOajE+Io7r3HaLHW/mitc2z1/EFHwlHjjZHHLc4PMaSqgsfSpjH6Cj+HMYX/anzOBz8n9UNqu0CI4/OCpCky4BiiA+fGukBRjTEJkVpHzcT7sdLZl0XhnVekvu13XVCXk4InW2R5nhcZR9N3fYpDELRggTUOAwB17T6lSICcJLJoAEA1I+CKKMvyqpw29dS5IgamnAwRWRz63rsMdYLoEHJQB2DG+pbxBWMRYyyBHdp+dbsLg28mxdiam2VQN0VV53ZFikKWyrpOQ87RKKmooNWssdOzcn5RTqZ26NlFqNQhKVDXdqnIJa9mT+ppUUNetYLLIWzawyFE41xTls4aLwwgxiJxiszj1pXugZk/Btj+ZGnyl3zYfmne+5FyqEfD131j6/GUoA+8FoNo0Bg0hqzHpIplN+x3bd/111e3h9lsd3rWnSwWRZbbzA1pWG03b67fhFgtJtW0ri4efb6Y9vPmOne1hZKg4oE0Ye5zg2asZAphd+gvN/vfr7Zf9/GKTK/gYtQUY9/HGFXFpZhrZo2NxqY+dNvtKoWhqSaTJkdyfZ923aEfRNGRyQAdoEOyiXkIQx/atttKHHLvi6JEb6LTrABrmaEbkgnJAnrns7Lyz5/NFws7DBADz6rFpDldzB8vTlYXj6/V3PTKrrDNTCeT4uRxjLIiMgxd0g0weLLOZAAppVY1FUVVlaYsXQz9bne32bz1JqpmAGAIHFnn8ufPzmfzSd+rc5kMXbSbpph6X6CpV3edkQK5Wt5drXZv+uHmsy8u8orRtWBb8mqhFEmrze7V5c1sep5lE7VLTgJqm/r0ww9+fTb/qMwuNptobZHn5W0WqrJHY+smr5s8puLlZTcM+8TdEHbDwDGR80I4Gm/SmFZnBkKrYg02hBalIMOoyAmZo/OUF7WBipm2u2G7G6rSAWZdF9s2hUiiJqkOsevCFrbSDe2hO/R9urtbGesISlBxzhiTG4xRNAUYukF6bA9dDClaViaDOScYeu66OGlKEDjYNMRWICJFVg5x6LoIiTJ77lz5wQe/qoqqD3truG13fcdEhiyQi4TeO4dZedjh9y9f3d3+H6vb8Nmnv350dnF2di6cyrJCHBnrY/qS3i0mRUeMgoqMPjHhZJ0/rvREEMFZ29S1NcZaOrT7zOfOuYcP1kPCW+WB2/KO5PY+kfkB+0BkjJiRkGCMWrSO8klhJ7nPyRAnNgxGUJIKqNz3Fx8rmkZ1MvV91/Xb6+tXcWgd6aTKV8u3b6+/3uxegt2bvB/S2vqdc8FVad+212/2V2/bbis8MOq6bnaPLtJnnw7Tus2ttfjWCDmF3d1WXSi8D4oAEc1Q1VMlq0TrpSGD/RDiqveZNdb6nPKKbB43+xuBYoZF0ZRVUzqfGVciEiRLBh2SUaPUAyOQv396EK1AGruyRu6eOs/ee+ccAZ3MF1/86ldn5xfeZ4pkyGQ+UwFSXd5exTDUk2kzmRERj41tSCKigIrGuEwUBAwrjn9iUjVARCCIhEoGAMej8YMXV1VHHCdZg0AKKPcpFFENiSXFIURJCSwW3rOwKJR5DoFZgyEmRBrLUhFQLNncu8xb72xSHc/NNvMuz1yROxQljSkJgigq4jHWJogOSI0dYfNoDfYxpMSigKj31RFkCBHDkIzVPLfTee2dIzLjwVVijCkWRX52evrll1/O5gtWePny1d3dcrPdHrq+67owDBJjSglUmqYqitwQCTMdmygIQFmiiNB7wHpEMEz7GPb73e3Nbd3U89m8KKo8z73LAMfYnhkhQ+PG/QjTeC/Cd081+IGx7eGkJiIpxfFLPDZf6oMH1FtDhmx2jIP6MIw14rvDfrPZ9H0fY8qyvixCluUImGd5VVZFXo5MfABwzjVNU5bl0E+7tt3tdjGGoe/W69WLF1/vdjsV0fd0m1++JSu9u8kq/VDMA5VjgYEy3HeA6ZiLw2Oz3gPPbRwnxipzUJARx3pstBvxmUfEoDzwCQkR71maMoqqSvcgwuNd/376U9EjEPPhnH3vTH1o+Dw2+slYF38U/gDBKBolwWP+X4/tfCqAY/o5qSYWZkiCrCQP3b8MGoGBg4A16gwaGs9cDMqE4i0FFAQGUOaYUohxMIasI0MaNaYwjM+toO53oAhkTJYXjAFkAJuDAIF4i44UQTgNyhEUDVHXtbvN9u72rt0fOCY42jr0PfltlIRGt4WoauIUYxyGoW1ba42C4jvS/s+H9H52HHo/3NV1XdseHsTZI67mh9TGY5nhD6vb3/sSFJRo/Nzr7e3t2zdvhr5v6no2m6YUUwxEuJjPq6p0zv60S+S/OCXlPVUK34v16p8Z8P6StN6PnluE9xRIvXckH68EMn7zuD4SFRRBef/HCQ1RIhr90Dz+ZyPi5cGzfTyQ488NqPpOfBvDwkBKRt8/davo/TOAP4Zo6E8r9R7ufD+PafnPr214/zf8wM+pYIZB+o6NodEsgKgqkQzmuc0yMUYlBwQQ1pSSwGCsn86KFDXPqpPTi6aeiParzfd3y3U/9LFThUyBibQqS+dcGOLQDkMaeuoQaMzLDGGIMTjr+ihDlMjgc0MZqihZ713ZVLO6njubByOWvLHWWhezaMg4qkUAJANwdPSTjB9fUZUsc5LggHx1eelyfvxskWWlMT4x1LWdL8rrVdYGRYSqqYMtOKFpA6r4whQzLafGV0ncPoTBF8Oiqfq+74fY9501lBf5ZDKdLSbNvLA5f/3i5nDbB3EiyakHmrCoCgOYELrEHo4B+x+80v/fSS3vOop/Vm8f31l6zPUcCxj0/jvw3huaVD2iIbJgiIEUM+uasuLDod0e4tvb12TeTprLjz/+5NNPPv3ogw/aw22fhldvX15fydls8dGzjz989tvzM8gwAWTIldFJDIbE5b5od8Gbtqpp326X29dXyz9s9y8VNmUN1kqK3PeDKlhyBvPQZ4MBLrsQMcZOhLuuL7wW+dTZ6XZ/eHO7Emt9NfG+8LaxpjZQ9N2hj31IXZQDQI+YV80UMz5QS07RGFQf4cDoXF49eXqKoMbQbtsh0Xz6uM5Py3JWVpNH548SPJ+e7VbtrjnJnn+c2SwSdioH48ljF3gvLCw5gBHpk/Qxprx8NJ3Thx/N95uU0n65+r6pgsFaxBljEvchbq3Vi7MnuXv85upVaNted46sIYfJIKPRDFJ5+XL78vX3u+5VUafHHxRZEfPE1ikJM4TVeiXxNTyf5NWwH7bb7V4Yp83pk4svHp/+OqPHGlbGuHpSTOrtYdr7YHe7pWgfud0flt2wAeqB+sRDSDKdOQS0NjjnrPN9H0NQZbC2KPPS+bGTiUVC1w/D0DVNOW3yzDaG8n7gzeaA4FRhtz9sNvt9CM5RYj50O+OQNXZDu9ntEDIAV9eTENu222W5t8ZZLw60l9h1/b7d7Tb7vhtIaX5azqbNMAy7bf99emNp7n3tnAsMBhkNR951Q9v1SROF2BPSxfmTaVMNcb1av2jb4XBoq8pZssZ4Y8rCzwv3rG8mL77a/uGffnf5crf8N93f/u3fNnVjDFlnx2iRMcZaR0igIvgAyD46z8iYERqnKkQG1IgkYWYF7/1IEX/+7BmiyfMcgMZZUe5tOffeKvjptfy9VNgocRhnnCUz9mUikDFY5H7SVE1ezJu6l9BJj6n3Jid0qMc4OB1J7yCclqub12+/vbl+Gfp9ZvTxxfywv9sf3kS+db4nMwz9245jBub07PF+H7a7m6En0tx7DyLPn+Z/9dfVxx9Hi6vU7w1UVqdWaXm9aRapOWn24aaPfeREdtpMK6QMkfb7drPt9odVXfvJtBE005l59kFxc2MIBU1cnE3mi1lR1VnWxASihow1zqkxISVFg5QfAfMKBlCJJSUylsiiiGo/Us1UpKqqxxcXj87PrfMsigCGXBiiJWTmLsQ+pCEwooxKkYyCEJnIisYZJHJeyAiSoFEwrBpZNQmSsUrjYVxRj9i8+7wWItKRtoEAMAzDMPScIqFyHPb7VrgvPJWZjSnGIVRV6bxlINJ0xG6MFVDgjMu89856Q0EVnAGLNs9snvsi9yhKYFOUoydI1TCggAF0SOTQZs567wambOhDjJHHJjIyNEYbEGEH0RjKSzebV1mWGyQyViJ3+44QnbWTpvnoo49+81e/PTu/uL27vbq6ubx88/L15ddff/3q5cvQd33f9V232azqupo0deacc84755xjYeaoqiOudNyRI4oob7erly9f/v73v2+a5tGj89l0Pp8vJpNpUVTeZ955IgTFI2MHjL6rBzhiEEDhQdy737jTmHQaz+L3YSe4nwCTMqCgtWSds5SNv6zUqq6boirdcrlarUQ0hDD0QwzJuz4MoakbUGzqSYxpGIbMZyPFN8/zoijzLDs5OXHOIup+t7XWdF3HMTrnfsS4+ynSngDMaOo85uL1HnipPFYRKisrHodH0Id5jxTxodYcBHBsxBM56nhjafhIZFGlo/1QVN4DC47E1HclGUcmjIyT2Dsqp4IcIRYqcjyhPiScjkHL46lhJLrI2BlBSIAGx2pIGPlWCHSExACBoAriWP4RmZMgi1EgRVIgHSe7BEnZsFpD3qIlQGVJATQZVHYEGpmDcIxDF2Mvwt5bn1ljaL/fd12LCBhbGbo+Ds5nzWRy/vixppjUQEoja8kQWlIDkiSJJBUDKn3fbdfr1XLVtZ2w4rvlwnGDM+ozhKiAMpajRGnbrm279nCoq5JoZM/iD6EgP0lzvlfM8NA+N+6wmHm321nr7sVtfD8a+t5r9LMPeDA/A6C1FkC6rnvz5s3NzU1VVYvFoq6rtm0BtCzL6XRa1/VoNoF3qEl8Z438EToM3i1ffrLX+JmiBX2P/X4Psfzxjz/Mqz/Vzf7Th0kgNPiDroV3vwqVfvBNGoXQH6iaxrjRjhBhEIn3SWPjnKP7x/geMIbeH7bvPZwPtNcx1QmE71muj4HlH8gwx2/huzjoffvG0X2P96/mT/+9770W8J9f1/ejJ9wCeBDDETlJSsrMikyk/n7TRoSqDArCo6KdyBjv8mRh0tRPnjyqy0kXlm1M51l5aM1qvd/tw6Hl/b6dNnVVFt5l6nVI3W63dCPygqyxWFqf57nuMDIyy7w5q+qMXMh8WRSN9zWhN5jn3hB5ACOJCHJQisGKqLCzJkegEcR0hFsbAtSyMPas+fab1Yvv/7D9D2+fPntWlHXXhVevv9/tb6vGO53EZGJKzWSS+9z7pDgYt3flZj8s4+01Gem7NK1kWoH3Fsebm4T9YRk4zmaPJqflF8WinOO33y6/eXGbovRR9wOmQEYcmEyhByzIMGhQCQDFf6mVyp8dFPXenPbwd73/y/vEeAAciYQjRYgUQNQAeuPU20zGG4ehr75+cXV9++2330xqU+b+3//7f3fYrsMh7Hbdty8u4x7PZofJbFJXZ3Vzfnm1vLxcvnz9zd3y758+/fh//J/+h2Y+ACROO+ejy02WZX0fE0dmaZoZUh1DfnXVYneYuq6qbZ77s7OTpqwzuxg66JVDckV+GomcTZYy7yegxdBL1w1dt+/6LWDnspRVzvlePQBs912P4LydOO/Ks6J8fPbl5/Pl3fbly69fv1zvd5th0M8+Oj+dBjRhvigCN0wllY2rdgy3ItvcU1lWIW2A2qIKfSd9Hw+Hbj6fkoHIw81yq+LqxuV5Scrb/cu+36E2yvXJyeP9Yff68huG3WLy2fnio8tvd+T68yfN28tXIb0GbR6dfVnktTc8tJSC97Y57Pu724Mv9qJDCJoGmxFoXhtsv37xbdUMWb2v6iaE/avXt1V+1a4Xpc/aA6nwdrOdTB81syLwZre7+8Mfvvru5Yvd7q6e+udPzn3OgMthOBiHaQh9F54+e+qsP3Th9nrLbLzNrctiDMvD3vhQTmzZFMOQ+n5YL9d1XZ+dPL64eFJVtfPOKJydnx2G682b1yKx67oudAs/+fDDJxfnz//h77/KsuLpk0922+3t3e3hcIhBDIE1pmnqOoeD6666m/ES7Kxv6un56WmStNnsN8vtC/720fnT07NHjF076BC7pDskrmrXt7JvV5eX393eXZ+dzX79my++/nq7a783G1WNhnxVnFmcaqq7lkq/+OiDx3UW7253//C73799e/P8+ePPPvvk408+ZE7jSflo4BdxzsPYUsaJEJ0zaWTEEXFiBUY0RZ6xSIpJlBGhLqvssRc9+vTHBNTo+XHOeu/tO57hj6K08B6/G5hZUBCMkqQUSINxEdgxR45GU0QC5zwReJ876wEYlEGUrFEUFgihv7p68+LFHy2lIsNJXSwWNeFmtQ5BBuMG4/oQdwE0UuEP2oWetW874X0sjH/ypH7+TJ4+GZC+T6kTLUGnk2qe4+zv/+nFEA++SklCCO2QOCQVbtq9e3N5q2KM8X3H3gsgNU3dfHH+wcf58o6ce1xPPqonT0/PPvCZZ0EAZ60TDYrK0I22AkA7kvsAwBknmPgI6HKjcwkUDBkRVmUAGfo+xiQKxhhvYfS3GWN9VjJQEjCECsQiIlDkOZIBMG03AFIfUgjsvAiA8V5S6PrBImRgjPOZ9woimsabfUrcdV3bdX3X98MQhhBjCpzuQziYeesMdIctakyeMk/79XK/WacwnJ0/ubh4wqGNYZ/CgTlgAgFDZEA0hNC1nXfeeT+OgGWRVWVBYLyFmJKxgo6NZRIm5RhTjJJEE5OxarygJxd9TCKqRZHnZTHqe5wSaxRmJBn9lYkTcICEIkfICxkCEAUhhLqsyo+qjz/6eBjCf/y7v//nf/4nQui67vbm5p//+R9FJM+z33z55eeff356esrMCmytAThW1YmwAiPgyIX33gFo2x5ub2/2+93NzU2W5c75PC+rqppOZpPJrGkmZVmNPdqj9UpElPn929cDM505pZSstdbaoihEJHEyMJ5GiJlHbURE71M6MJZWk6H5bN5MJo8fP46RYwht27Vt27VdcGG/39/e3r3404tvv/02hJC5bETbe+9TDGObX9d1IgkAxmN0HIaiKP6CgykQkvKDOvDQdisADMIiCdkcl/7ybt5TVQOoNBoLgIVEcQwDHuNAI3dH4QE0eFzm6r0Zk37AcrvvN/8xqnscNOUYBTwyR8Y6mVEBfHfUPLbwvbtWEQKaEUNDyEgKAmhEWC0giETRBMcaSYkswiT3oTxAI4xja4KwGmERBSAhRWWJCSQSCiplnohou9kv7662m1WKgzHkHJHB9nBIMeRFJv0u9fuY4vnjxxfnJ598/IECxcgpYhhSigmEc+8yjwTee2cNIUgMoe/7EAIieu84AT4cvX/CQ0kp9X3Xd2G73e53uxDCOLONHFTm9ysH/qKHiMSYuq7bbDZH/8IPu7L4vV/6Zx4hhL4nEfbec4pXd3fXV1chhE8//fTk5ISZr66uAOD09PTs7MwYgwCWSBAV3lWcj3ruD/S3n5v3/mxZ9Dup7V1q9H7IeSeW3jNOmf8VPuefGQIfhh9DFu/9nD+a9/TYSjJ+WERVxwL0EEIIgTkxj285VdWmsdY+JDDBWvs+amUMEr+H3DxWLKjQT7rT/hVdTVX/azs3f9HP6Y0trStFEwqjMoDkuctz5zOT0iAiCKSiBOCQAAgRksQk0oXd3fpt3+8U2yzXqqrnsSwKWi37wyEcNgkixD5WpReOAsFmQ1kZa0kYtpsQIxkqyFR5nhsbJ9Pp6clJXU2tKQzlhJlDbwDB8H3dDBjIETwkB8yQcmAHjMBIgCjj1lGI1BoylZudTJvVZL1/e/n25f6wenX5nVLvCq5nEBiGwfYDWgNZBnnlWKKiIetFYrdnZtluur7AxlUnp1PrxYRtiNINIps2xbae+LqqPvropG7y2ax883rYb4XTPkXDYjX1whLTTKRU9iComH5Bx8N7ZC3gT2e5n3nTvPPc/yQj9H4e+72rkr4L7x3BLaMVSACEUByoRU0GkVAtoTNGEgGCIwyx36/jG+7urMynxfn5LMtnVWEMuIC6OqC152xnyeStwiFm4Ca+lO9/93d36009pd/+9cL61lGsnBG1kLh2E5+jE7BuCliQWpXYqdmE0re5d1mERmyTsOmZnY3Gpgyit8Ay7Jeb3u4Jc1DXd+sw3Iqs0RxsIdlUJeNEmFKI0iJYC5FxcEZtYcqsP/RrwZcMa+vFuUrlsFx+/w15EVZY5wVTXqqt4tBbraxzjSsGGCKGRJHYcM99O6RcnCcUEBmIxFkAiQiR7CDU9r3d78wh3a7Xh+9fvcoL67KTi/y6msYkoQvLdlh3Q0jJWW/TMG/blGdmsWjQBcSw2x503+aFIzJkrM0gqyEr8c2rN3R3mJ10VT2tqnrow2o1EGxOZls0GVoQisYObb+8W766W15fXV2u17cAomw4Wm+mRcZFpqR8CMMQetSY57n1+eGwjxHJYWLoemhbci6zlBW2yCGHSIdVt7n+Psf55x/nj+YLQLPari1WqMUwIHPftwMy1n7+ZPGrz57+N7vLsignHz7/5M3V5dDK3e2KdVCIgBIYLBRqSpNNwW4Tsqu0nEg1iTGJ99V0MhkGBwLK6E0dqR+4D11kSQaz3E0g4d3d9R//+Pt2/zgvEKQgmfBQ3qzW5c5yaqbNQrkMvTpMRDbPlfkQMXGqUhpiDCmm3OcIKMJjxGm07hDCSABgBDKo9341HeVxguPO/iG6jUc2HSIhoHJKQ99uN2hMVTUehBgkmKz0xnhFSsoKJEd9Y+zjE0gBY+dICR2yYDwg9M6IJ7SEgMIqINFAAg4oFoFFWVDQCJOyhHbYLVfXMYbZ7GQ2aZqqmtT1yaIOAym/aveXRFxkSjENfbc/bC2UAFhP3bpqt+16N3CXfBuKzd7ioQwdIRcfPz1tJtM0cfSiBauAk6E9267N7nBwjtBpYmj7HCS3JldUVkhsrMvyfNrArMxK5ilhVjpXeV96T8AMIiREkthoalAKo1Ex4VgXRmitEzAAhIpoHSmg82IME6q1TDYodklGYCUzKEISiIqMVsgmhSg6RuNHdh4ag0RkqSwLNLasiixzzjtmMgiJQFWAFJxT6+LYyo5OEEII+8Ph7Zu34+kQAZlZAHzmrbHWWu+dd8YSxLpKsQdhIU/ZxNeW8qlSIWKTeDCNyUvkpElBkWxRz0/PHp/vh5hijDqocERUl9tqZiCKcZiSmMCmVwwqSEI9qEESQQUbGfrAoKQSQNh6X1VVUZaiMibr8iyPIRgkQ2SNAQJhTgBJVZGQDB6LCkBUrbNExjo3n89OT+aL2bRuKhGeTqrr68uUwqSpPvro+enp3DoCSKBqQPFYJTnyWPBeUTFE1pAdncz9EGKUrh8AkMg6a4u8LMuqLMs8L4zPrc+yLMvzPMuyezC9PSIoRYkQjn5DEgHmkZqACCQ89sKRJQQlIBwhpQA4SlUERxNrBpo7N842MYSu74e+58SbzXa73fVd9/jJmfNkkFLoX333fV7khGO5ToYEhtBab4y3xmdZaaxXNYBGFI/lgke/t4z6pCIIWBUCMMwxhE0/rPOyyvKMRQRY9J71o6MEfc/rI4OIrGNfPIloZLlvM8dR1rs/zY76nqroaO0UED2a1ug+EYwP2Q1WFKDR8znKjqIPBwG6B0qhvr+IQtT775MhBDUKiAEgATBQBFI0RIJOQYGSKosmlqisIgRIaAFRlQRIgFQtoFUwSkcjnIynF1GNmpAREnAkjQZTjLyYzTKbDfvY7683N68JlAhGWg3HBCAavcYgKbKwN9CUflplZCwnjkGGHrouDt2QuazIPEpm0KogKKkYZhuDytGVqYgKyCJsrDpnmklmLbIkACS0wrhabrquY0kAMiabHgQyToI4AoqSalRNCIJHoOqxzYJFFXgYhkO7a+omRLlbbnb7tm5m9+keQhpxsohoAA0g3nt4QUAEWEDQHIm13ltACCHutoembtpD99UfX1xd3aYoJ4uzGHi5unnx9TdV7RazZgjIHFXlHgk5etQlpRRiGjsdjDUIgETOmkPbjWPtmPJARBW4F3toTECMJlJmSYlFBYEElBCttQ/0lsRJVAiPP6KgCAbf7T/0Pe/weJk+nmNH1iXd81faQxtjJEJDpKohhhSTJB63HqI4KtOGyGfuyZOL2XyCOFaXjp8VijEd9m0I8bgGGtthAB6dVgDxzZs3u+0WATJfjp9JET4qW6KEiGRUdfyHPByrVeVe5/7X5Bi9d/KMi61jnSbCcQNiAeUIYzpCXN63/ukPdZoH1iOMk9cPSbD6Sw7QXzLHWgHnXJVltWhQ5BGmUdVFUTgkYAmjAi6iAMZ6R+iYpe+6GLkb2s1ulXtXN/bkDCdN5l02nfi3/u7qLd/uueMh9UNowXnIC2gWuFhk1hZdi9d37WrNBkxZ1c6TsYPPXF3Nnp19aalWzkIYV0cd0IGlA0gG0aBFLVQLlQgpl0CakIQQ3DF4q4ksgkFw8MHHz7PazR41X33zd6++/ur//t1/ODn3Tz5YPJo/7QY2zhhrhQdjNMv8EAKzAGah16HPuNf9bWpJLPu8OJlMjbEZ9/1+N+zWvNv0i5Pu/CKbLIrFYvbJhx/84z/cfPv14fqtKIeUhqQIQiFCCrWmStUphffcHz8U6/Tnsj4/A18Zf0Dgl2pT3pcPfknVPTatjtdgMGos5CgWVQwqabKYrDGDCoJ6VMotqHDYv71e3l6Z1XLx7Omzp08enz06Xa/XrWaHdCG9bZFc6H1R1adTW5+5f/iX9f72m+9/98mvPl/kbeXJge97Owz9ZFC80m0AACAASURBVHYCrjmgG9gHIVR2bsMAW/VpU1h0INbCpMzLjCjPIsoB+C6z4XBY3t28UbF5VtXVJMY98xphTeZgc3WTFHQ5BBuGTKSzBpVCkmUPKxPvkk46aU1+PbVY+MWkPI1t2my/Wd1dV3Xps2R8X9osybTv1IHzOVagmeVeU8/BecuOOwkwOAJvjLNWgDRxjMPeWFvUjfGpTWHZ7i5XL6+vh7dv9+cXz86fbdzsuwury2VYre7QtmCDiNytsT+cbLdVXVNW1Wp7MUPfSx8M6qSui7J2WZFNFtmsyb76+u12fbvaxS+/uJhNTgpn21a60EfY+sxlGZHl3f7625f/8i9f/SNzVIG8yFQoRbe+SwB1RlhlBnk/0G6QNHS7PEeT+bKByNaQXa1CHyUmT+hSlyVbFPk0xWG7216+ftX4hfsbuZifHAa5vFx2W+gP1Hc4DH0KyZmscY9Osk+e1H8dPjwvyvLsfGG1Xt5tRb6LMgQJIbW83Rd2VvpTyueYLZk4m2rWtOhSDLo4eX528unlq8Mw2MMuel87ICMmtaYfWgSaTeaAWej7r//01fpuNW0aQuRuEg7N5fdXzqfu0NgPa2Nc36WhvQoD7Hep7dbn58+ePV+cnU5z7ziyNVYVkgRrR6uexhCJyJEDMKKaFB+Q5SN3CwmY0/2XZlyZiB7viACgwhKH1LXe+6wqvUaKoNFZyAi9IgYVCyA0Ul3GZT4bDRm0BpIFQwq9tADBCzlUAyrKQYJyS3pQZqmMSskkZIEMJI0hHdphs93d5kX26emXs+lZVUxzX2eZu72JoC8Om688qqmxQrvtaR+kziXzxfmF63ah7Zbr29Wqqy6XJ/b13OCTcIiOyk8//SQ/maW0rR9xlufGPgqt29yWy+VtllE2y2xV2Hweex+iQSqVuigSE1FEC7by090GN9t16t2iOa+sUYyDBqYA1oo44InRBnCjeHPMgBERGrQG0KTEQgaQKC/EuQGArY/kekEHKGiMsTGpKCXVCI7RMpoEyA+3TCJzvIeqc+b84oysPTmZVXVhvQtBVBQNmcyBslqrhrrEBtA5IyJdkk3bv7q6ttbOZ/PZdOqsMcY2dZlnmXcuz3NCAOEQhv1+17YHZq6z6fSUijIH0d0uJlaXVS7LCQCTKKsYmp0//fBXeza6Wi3bdg8q7Cy7kqpThESUIQdHBw+aJAGjYUJmR6BqyWRDVNLIEYJGFih9XvjCm0wkCSiBeJMBqQFj0WbWE1FKzJxYIxiraBRJ0YxCNiDGFGOKUBQpBZFUFpl3loDPH5323WE2rc/PT4vSMwfAo8npPiCjeMQJGlBUGWNfREAAFKIQJYicIscQwjAw8xj0IkSX1WU1nU6nowoxnU6ns0ndlMYYUVVFY6yqEpD3ToU5CTN7Z8e9O4MQgneOFeRoAh2Tb4JKRDA6TUUYmBHUIPgymzTleBoahtD3/Xa7ffL00Wq1Phz2KfI3X/8p83le5HlRFEVRVVVRFAgQg8QoCgbAKlhFK2BUkQwAgohE4WNbB4CIU7GgGGO3PxxW6+3J6Znzi8TKCqqkSgoogsMQREaYhDPokCzh+H4FZgkSk6aHsJAI/qheTPSe+E73rjPSY6oXxykcFJSBVBEUHkioIzj+mEpFJAOsovei4THhP7rvCJGMOfIiBSSKCIAARgMoR6eqYcXE0A+sIAJIZJkMkRIyI6oigxnLGBANqlU1iArAIlFkSMoEwWAECKQhSd+U81mddWu1vNH+pijyexpiKr0z1iB1mOWEpaqenSxmTWU1ekL0ABYHo0551R0c+cxacA6VhAHAAGaqWQjj+gCOPlNglmidFEW2SLXPSIQRkdAJ03K5jTGRIWOPzz2CGU//R+wHiWJUjQCRSAzp/cxNYxd8iP2hDa9eXT9/noUgNzerQzuIoo79KkiAx+eHyCIZJSMIet/vfZznSZHAGFPVpfc+pbhabWbT+XZz+NOfvtluDlmWFUWzWi3fvrm+uro9x7OypM02jF7oe+ynMWSZeVS9vPfWKlIaq2KzzN/cbA+HvbWWaIRVWlRCPJaPj1KzdZaImMeZEIkgxJQSH6tqAAE0cjLWTiaTLMuISEXsaLi7h0m8D7pEGjFOMCr2wzAYQgCNMS6Xb/b7wVryFlPi3a67vXm722xYQNSwmCQIRFmezeeT55/8+ulHnzqDCDLmlrwvOOF2exDWMUDr/DG9cTYvDrs18+9SeJVi733JnKIEUHbOEUFK8d7CAIiE79RyFWEgJYNoAOm9Jo97BMA7MBshIoy0bGBRRCVSIiWjx+ZGo6gKck/sfPB8jg7K9+c9hPcHQsAfUhjhLymBfP8v1hz7IBQBvHViGABH7zuopDDS6UAVnANrbTbaYlhT7EPgICGFxGNGmHE2m0wm00mTuoN2+w0hqUIYpCipbux8kRWV9c7XdbnZpEO7e/t64zZ758g62u62b16tXs2Xz59/vJifelcAiSVwvmCxIpziuO4aAFk5AJXGJjSMJiEwEKkoBAA1KiQok2mdV88fXUxsPqzWr/7wxwmoKPvcT/OcQsn73dB1UeVY5ghAKlBkC4uqKXjHu83mj3+4K4rJRx+fzRcfhe62299cvrwRaYtqeXJWz07Kx0+ffPTRr379xZPS79Lw/eX+JqZQZJkyC7RduEsS9C9yZv7/+tDRGeV9URRAx/VPSinGKMrjNibGKCkhgiGTZwURxshff/315etXs/nUe//07OmTxcXjJ6eLs1k5yRPD1fXq9evvP/3sN5mTp0+rosgR+yyf7PfADHlepwSIxtqKIT/0cb3Z5v4MbQDuXn2/DG0k9M8eVyfT2fnZs/1uuVpu75aXdSMhbtpum2U1Ug4oRACsMTJaAIUUIAQdAoSAkUEdeIPeGoPKsksc80KffJA5m9fFoilnGk4P22K7ws1213bRQfLkDU28c95mlli4Xa/DIXQJQlll3ruq9sabrCjqOjcWhyFuN227Y1HLXF88ft4UUPrl9ZvN5av25avQtsvT+WL3aexaub1dv3r5+vSiaKbVpGk4LKzOpC+Wd9vlbtnL5dljX9eTGsi6MvOZ9xY0OQuTmX/yvN7tXv7pT19PJov/9q+e/PY3v7293a/X3XJ5I8DTaTGdlW+uLr9/9e3l5cuqqvI8t9azMAGPF9BRo9hsthxlPjn1tt7v+HCzMr44Ob04OX384sUrY3dca+aCswPYTQRz6Lrlen849PvdsFn3IWAK2O3D99++fHN1OfStCI9w+cP+0HWd9/63v/21dTkaHLT/9vXCoBO044IXWAIPEnbaQ5GbJ08eTRobBn79cnd9tXv6ZFJlJoRsu0n9sD89KQVyjpUz89Whvbl5s5uHjz/84vMvfjtpzlIv6+UWIOx2IQQD6u/u1uvdfjZ9lGfVcrn94x++3W0HTiZF6No0nz66OH+6OFmcnp6owmi8jDGON5+88KogLMaY++vsn2HnHj+zWZYxSwhBVZ2zFxeP/uqvfrNcrna7XZ7nVZ15r8OwC2EPkLy3LrOsmtLxYu09TiaZSDMGCYggC1nfhRj262Xsu8w603e9pM5irKtyjJcTggEg4MQJwZRl8/HHv1pvV8vVerf9XhI6yp4+fmwQnjy5WK5qoJ2wPnlylk1n1f68aYoiK2BqucviQTHio7NF5k3Xtd4mX/h5k9k87vbLzeYWMEOsU8qNKY0HzPZYBF+c183p+cnjw9bc3ezfXh/qpq5rf3n5uiji2SJbzM59XuW12e66PuyTBu9LZ4ywYVSgQJatswCi4kFBmFNKMYSRq0lkWGQIvaikxH0fhnsvVlEUqhhCGLMcztiiyCdNg8Y2dVOUBcGx2MMak1JCxLquv/j88yRSN5MQwn6/3243XddaS965sQe2LHxRZKoCoM5aKktrjLO2yIv5dNo0DaiIyKhrGTJFnhNBikPXHZgZkYrCWTLWGOetUyYOKVESibFDMqLAzF07MIeTk8XTp/8OVOIwbLdLUqmrzNss94V43+63KQhhMJQSR2N0Mpkm1hA0RCVC730JJiZRGB4yosYYPMZOhJkNkbXWez9mUhKT92yMUdWxBGxsAzty696ZyoSZ2YyL/CNOcCx3PjLij/7/BwTIkWvnvFeAw6G9fPu26zpCCjEKC7PG8TF2EidmHmcORyar6/rRo0dnZ2d1Xc/m85PTk4uL89ls3jRN0zTOHdvhjTOEwDKGZ9OxcBlgrMe8bxKThxNPSknT+KW+v+4eXZEiDAB5nud5vpifhKdxGPoQYtcNbdvutrubm6u27YjIe19V5dXV1W63ZU4PzjRrrbH/L3Hv9STJkeRpKjEzJ+ERkZE8q1CFAmk0QfexvXvZvb/87nlG7mF65WZ2ZrqBBhqFosmDeTgxonoPFplVaDI7Kze7E1JSAslKRGZ6OjE1/en37SvKvFbOlokHWbMJIUkSSSnbsZ1znNTHNIY4jiOgAXzQT0uKogkioiGyGQsbQlJGxf0dO3fiHueBP5a2fZy6wwcU3B5l8cEF9zEQWB+jQfhXPE6gCTO0CJgQmIAYUViB9+xaYKa9s1SBQEBFDWGkxKIKSKAMwISKSEoMmBIIpBy2e9DNJ4AI4AECokcICAHEq/p+t3XgGeBwPsP05GA6cc5YZ1xhJ5NJWRbGmbJojK0AYD6fzaZTy6wpAYJhBtCYfD903k/KIsbkVVOGOoqkmHxM/qc0f7LW5d/jwcGiqqq8p+C97/u+7/vMKrLWGsMPl0keBiPvfYhBRPInPI7z5QxhDJGt7fv+7u7u8vLy8PAwv22Gc/4k9/gBMblfj+0X5SbH2pP3PsbkXHF+fn54eLjZbPKTi5jPz8+n0ykzl2V5dnY2n89evHjhnC1L54pCRbquu72727XtOPYAVJblYnF4cfGk77vr66vvv/8ur/eGsSei6XT69Omxc6auJ8fHR1VZp6jL5fKbb35/dXWtiiEG54qTk7Pf/OY3T58+ReDLq/fffPvt3/3d3+XrK4RQN/UXX375H//jf5rP52VZIqJhZNpfkI852D+v9/IxYcKU4m63++GHH5bLJRE6a1KMm83m//6/Xv3ww8skYGwFaAU4KTTTyWRSHi4OP//si/ms8n6QKAwsQqCkSkwGiQQgJo+krjCY+htIs9lsWZW7FELIwwJKmUqF+q+Ja/63ztRRnl3GP5+EpH+HPCeBSorRj1G8qhcNAkEVYlBETTFJ2ocBgIEQrTWoqFUMwUtKKSlRShHaDai0ISQ/pm43SkzMYJgRCUGtE2vRFijgkW1Tzz55dqxa+fG+240+hBBx24bNatzcD0Pojo4PqqooXNHUs/n82NoSwTBJCEHEIwQJXYJaqAPySqNqIHKEDMyqrEmFEqKWhauqw8X8sK7nhPXJ0dHF+dli/nQMA2EvNRMNMUZVKMilZCQiqgsqKcBi/qSpTv0w9Ft+++OwudfNJqxv2XeTvvPtOvZtf38T1vfcrsrDxadlMf3kySd9G+/u7vzY5el8pB0aj/QXE8r4rwe1/Peo+DLgVyThA1t2P58q+qAeIkUkJmutRJeXPl3XD30/jAMi+t3ISdvx/qI/P3tybm3dduP9cndzuz2c13V9VE8qV4y7rmp7HYfoLEnsiStrF0qTEHy77TXvkrL3Q5VSaWx9uPj09PTz+cH5jy9fv379ftNeHSVG2sXUcaTRMxEBK7NxrkROmiO4SimweAviEBWScdYQgkivGoyjqQORJHg/RmOJq8YY0/jYdzv1g8SExCWZUmO5Xa3am3UXRjDo6gLBxiRtF/qxjaJoVBVToBhrECasDJ5U7gsCmta38+n9wcFkvSnW6/bd++Xl+/sYcLPedd3gR6dChktja65nBuYCWK7Cctdp2vlemF1p5wYKFHUuqaRud1uWw3xhdm09+l2SYToru268ub17+/51u9seHEzOLg7vVtfdsFVM84PmcLFwrrq5Xqli4awrXAi+67p+6BmAuew66UbfdiMasM4vDqGsSFSTDIZHpkAokIxyQgxEHEZY3nW31xsla8ienZ6uuzeXdz0byTEgy7YqyqZpCjMldgJpUk+balaVlYGUhk6iFK5yXBqwu75F9IVDgLDbhX4YlstQ2O76YGvtyXzuigGL4gAwAboxhrKcTafDMHpiOr84f3L+xbiTq8ubzeYO7u9TNMZOiQY/DFeX9yfHRV0d+FHu7zZDL1U5jVFDiFdXN2XZqMB8vshBshDCT1HXkpNi8DiHjX85dv3I03sc3CdiIvPkyUWmuZycnLTbbhz71fIWMap4Q8oEmlQ1ZkFW6aBpSNXmRYNhFGjGAcaRjaE8ExVqA1IYSqUrJ3VtyBIKPPh+U9Rh8MO4u76+vbq+craypqoLHMYeVIqyaJpJiMb7bjYrT48/mR39XKHrd+1m20rU87Nnz85+8dmLM2vbkC5B185iM3Fj2LRdWN4vk9q21aHbWVc3s1nkypR9UVJZzJ9evBgPCmeW9/c3zpmqqkb/Oqatc/dFtSgsuXpSJjCFAAWBiKQEqKDGCmBC3Gq+5+zlWyiIGYrNBFGSAJRldXx8/NlnnynSs2fPptOpMRmFikwGQL0PzNxMG3bOMKcYxxDC2Dtrq7LMv5px6JfLex+iD3EymTzak3LYkx5iWoYNaFJNRIhAVJb25KQsiklVlVWV+0WZufrgyt1D85i5LAo2xPBo+k2AgS1ITCJKhExoADBI3+9ubq5ijFVZTuv6YL5wxtSFratpVRjUVNiicnVfTrabzbZb975ndqqRKJkMJDIQZMhfGhHzsLqqEpGoWutiCIaNc4VzBSEyaYhIND7uQD/Ubx9mdfKwij40gvK75drbGMtZ3p0Tg/kRppIrKBQVBQEYvF+u1z/++Gq7bQExhJDinpqjD7M8H3pMaoiLTCkMIRhjjLVVXZ2eni4Wi9lsNp1OJ5PJZFI756ZNM21qVxRMxMw5ZJUzwAqavwBipipi7lQ9qMweiyJ4/DslyU80w9YaLAqpqirn0/q+n06n2+12s9mM45iRMMxc17W1Nsa4Xq9CGGfzaV1XuczLxVhKoKKyH5jXzHswxjhjDRvDxJQPHKaoOchHACFISHH0PkVFIOdKYywiZb+KgCZJoLBnYuaOak5hIuGDxOJjZIgKZNrQB82vfmC0PHDbHpTwDxrehzn+fc8W9ko85T8JlyXSpAgEe8oUZTP7npBvhMjaCDFhSh41QoogoEAAREIACERMwLkVqREggHomcUYKx46cASCFquC6NO70qLI/D8Oz+bzJtkrrrLGGmYAQ0ACwiCJC17Wb1VJBmcka03X9drttt5v5tIlVFWMQTTkCJykG70PwSSKAAgo8iDbzls1icVDX9eP9YRxH771zRd7U+NiNnsuVJEKAzrmDg3lKPp8kj9ScXMN0Xbdarfq+z622XMP/+Rjbxx0YZvMxEob2iJAPZ6+1tqoq51xZlL/65ddJ4sMQ2l4U8RAFRGbebrfW/vj27RvvkzFmNps/ffrs17/+9e3tzW7XvX172XXdOA5tu/ns889fvPj85z//Rb7ozs/Py6Lquv6Hly//37//h3fvr5i4bXdVPZlOD87PLn75y68RiI35/vuXL394lYPE4zgeLA4+efbp0yfPDhbzsiiJiEn3I6J70NCHHh8+UOsf4SjWcAh+vV6vVitVZUZnTAhBVZkohOBDKtSyZQEcRs+GQ4jGmLIsjbEIoEYY2I+iStaWtI/DIkDh49C224L313VVVX4c9tbMj34RjwSdP/co/CWO5p90z34C2Nwb/H7q1sv3oo8mR/FPKa+I/90aPKqqBkBiGIehD2EQ8CJBNQUH1gAZgPRRI0qBAAwTEwG4GAeAECMYA6rgPcDW+9FvV60k9INKArKmKGxZIJoOSJAlySiKxsWLpwdFOUO0799t1qt+GHwY4hD8rr1N2N5vXVVRM5kfHpzFlObT86osjeGUImBiVvC9YCuwU+yTDimNBoWpYlNET6JJIIkmYjBIhouymE6b0y8++9Wzz57M5+X1zRuJgzFc1SYECSEgGBAjwQZPGsdxwJOjs+nkwJJ9//6H929ufvRLSJCSYTgRv4sxajDbVbi5uv3jH9ovv5Sz0+enJxftZoyjf/9+Y5mYk3WebSBOIj+NcSr+lO/1P/qFqN6Pu1273W6rus43qQxLEIl5OMNaq5KYyVoX/ZjXBvnSkqSr1XK7XK3urid/rJ988uTzL392cvpJP2Dbhe++f312cvD1r74s62Njex9d2+GuFWek3/XEY9NAOZmEUHZd3/YdUqoqU1VPiqYsXfP0yddnp59Xrri+bt+9vwPs6sa4wiNF0cEHFNVqUjtXFDwT4BB3u+2uqAqG0qQSVTkJBGZjEFU1ICU2RAibdeeHNcqmLtNBU8wPjrquloRtS/3gkU1RFCjVql2ub26KaZwflY0rEc3gu+WmV+26sQ8yeC+GpqU7LcoDaxfTyXnpnqlCVRanp4uEM6Did998e3e/fv/uiqjwY3CuQMSUNIbEisbYpmlmB9OT3l3d6+t3v99uOkKdVQcGK0zechy7/n33fQh4eGjL4tMUZdev291yDH3Xr25u31xdXTXTqo+nigMbaOb1ydni4uyirmcpateN1pqqmAz9EEIQAASKCdt1N8YUIm13G9EbV9RoYtVIkgFpzeQJJHnryqKqXVk4Fbtdh6vLddXUZVl+/fUvRrn+/fd/m9PpSakuJ7PpbFLXYw8iiQ0YtM4WVVEZCN2IKaT5tJ7Wc6NFt1rG2MXYhSCiKWqMyW6249v3N1998fxgfipSEpcAqfT1ansznc9nB+Xr16+BpZqUnzz7hHVyuHj66vUf7+7vUzLMdeGmKvTm1U1hF58+/+Tk5JPNWrr23rm6qqbGlK9fvV2vd3e397/61denpydVVcWYwzeQUohRVJX2DjD9l0lJOXidy0VjmIjz83g2mxljMq+FGZyT778fywIkDSgJlVVEJQEQo6lKTREJCYCMMdaysZVomaJHgMK5oigAgCgxphSgtIVlhoySEzFsUpD1cvP+6s3767eb7frpk+dlWZZ1LZClzFLVteycDxoCzw/OTqZfbXeXq5vfv3n1rtsUnz759a9//n989umT0b+7uf9dP7xW7Zh0tbnrur7d9ip1u02+3z1/cTRbnJhmqbZXKZjr+ewYJk1K5Q8vZ0WB1lWuqH3ott3Kbi4nEywc1bNZOWHkIOoVmQhF1Vggk/y4USVQ++C6NfIIL2N0zMQmKVxcXADy4fHJyenZbDaLMRo2ZVEA0DiM4zgAgHNWQCWlsR92u3a7XpWFm8+mRVEg4mq1/P3vfxdCOn/6SS4nqqoGVGu4KgpEcc5xjq49AC1UlRFcWRhjVCX4fbFEsM/u+nFkzjA3NMbgvlmzH1wJaSTojbHEygTGACORwaR2HLuXP3z/zTffTurJp8+f//rrX9VHR5PJtCon1hCj1mUlk4Ufu1W14pXF9j4lCEmJoC5rJDd42eyGvCtPRIY5u8uJGQnLskoxWubCFc4WAGAMDF7oowqBH16Pja98quwlxfsAGBtjrHXG2IeGQy75dG813sufNYqy6DD61Xr9+vWbzbY1xjy+4YPKgQl5r5FGYjb24YWIwzDs7u9G71+9elXXVVlWZVnO57ODg4OmaU5PTs/OThaLg8XBfNo01rpcoSJITHmhlogI8cPu5OMg2wNyUh9RDQ9sDAVNiJgrUWNMUZTT6fT09DTGuHt4ZWjnZDIZhiGluF6vRj8QozFsrcmrsgyweeBtxKzTY2ZnbZHBf/tRX6acAQVSYBFA9WH0YezHIYCiVKEsK8MOQVNIUTVfFMYw5iEzSR9KswcbAz5sFssDoR6zSEEVkfYQz4eXKMhjzaeP+oWsCEsPn6IoqCCIQqKaDRpJJKFEIABg2HMKkfI6lhgZwQGlhMOYvPckUeOgKe+WMSIzMoFxLIYVIEkKSQLAaBnrgqa1q5x1xpEW86aYN2W5qD45PzSE00kpIpISIPgQvB99Cv0QxnHMSJVx7Pt+ICJrjSUzjuPoxxhjSjGlkGJQSYiGACTG4Efvx5Rixp0+nBKSUkLExWJRluXjWj+34zL29gMicn+LgseuVFmWR0dHRFAUxTAMCpIJQ8QkInn74LGWeGSE5K/yyNvMl+feRIr5UZIejJRYOMfE3oe7uzvvfVG42WxWVVVVVovFAglyLCszbK21WdAXQyyKom13McJ63fZ9qOv6+Ojk6dNPvvzyq6qqv//uh5vru/Vm3fdd226//PLnnzx9/qtffm2tnUwmp6dnhs1yuV6t2xBkuVxbY1erzdSnGGQ2Ozg/f4oIVze3RHbvXjI8jgOxjSHNZvNmMrPOMhFCzHkW+cgH+VDt7LnH3vu86fmxjRMgx14oX6rOubIqRb21zrhCgAcfJO0Paghhu/WEwIgCMo5RBCVRliqyZWNovV7/7pvfPX9y6AwURVGW1VB0HwSUAJIj10iPZdcH1cRjJ+ShZvuTUu1j+8KfmxU+RFjxJyhXIiCkv+bz+BMozr+hbz34odu1rR9HzKohAEmgFqyDbNhkxixvNUzMYBgAsCxYhUef8rKJiQHEGi5c0W7HYUh9D2VJbBhYBAAZm2kBSMQwpiWBuqp+/uLw6Ph4vQ7L2/aPf3y9XrYKUFTu8Lg5PC7v79ff/7j8+394eX7y6cX5iycXz9gk68AaaJpi0jgkCXEYhl2MozHqLDuumAGBmZ2ChjRutq1z1W++/t/OTp+4ihL4blhevlsuN+9smVwFoqHvegJb2NmkmkybhmlYr7vV+i6Mcjz7ZD59UhVz7zs/xl07rO/7dr0TdVVxyAgxjOtd//vx3fVlOD8bq3L25OKFCvfdVpIyQ0y7kHaIkz/LcP575jlTgvv75du3b1++fPnJ82fOuf2zYe+LToA5C5GNPwDEuHeSGsOmKOwwjCCxD8P6cnWzvP3jq1cnZ8+eXHxxfvbFL38p06YgUwGU3rtNyynNjdWydMMQYGNL8AAAIABJREFUh7H2gY/dLCbp+83bN7fGhuefTM8++bIqJ2GEvi3XdyANz5qL5892ZX1C7g5prUpEDqFALZjZsCmrQqnseuNHmZQLQ5Vn7ntIoR9TVK/GAjOycy6PR6eUAqM4tQ6gsKauKydTcRY2bdv3w3blOwsolXPnCEsAz0QC4go6PIJxGKwjYDKODVnj7OLg3Nkjomb0ft3263Z5t7rf7m6V16dPYLGApP2smc7nk6M4KyYJSft+u9u+Gner5C/LuipqOTw4jOGFo3bXcu2eHE4PitK/u/2n7e6tj9uiKJ1rnJslMm27/v6Hb6pq0czKT56dIwV2WFXGlg3RGFJ7e3+DhE/P7fn58dX1/ft3N8dHZn4w/+qrr/7wHe42m8GH9bYtq+nJ8akPl5v17uXLV+dPp9UE0GR4XBRJIShA4VzNxlbV7PDwuGkadhQ0McfZrLo4O3/9+g/9bj0pbQoSQ+j7FlONRCngOIx9vxv6XaI+eQ8pTcqqci70seuW3e4edDfnGg1IStW0RBtW7eXLd7+bVPd1dfL8+RfGuLiBbtxEaSdTqhpQHFeb2027OZzPjs8vjLNX1++j4PXt3Xp5N/ZeFcfOtBu4OPvUd2a99NZUzI6NM469D6/fvmu77vmzZ5+9eHF4uDCG86PFMCFSlrCyof/ahZNUUl6wimQoBuT/Lori9PR0MmmmjZtOCLSfzyfeD94HJAMKBpjYkGFELAuzOMjURFBVYiQsETSmgICGCACIgVB8D4w5cy6gCSExF0RGEoxDPD4+++rnX52enF9d3v344+vTw8PCjSklADamcvagLhvxxeqm70e/20q/A9+jo/lscuEHl9LE8dGILWAJOr559z7GYNiVrloczQ0fLo5OxmTjbt1rC9pI4tV67YfN7f2t4M4n9SE+fX7m4xCjKmnv+6h9U88EUpSxKCsg0oQQU16CM6tCBmBojDGNo0bJdYiqErOADn2/a3dt27ZtG5N0/WCsm8/mzWTqh1CWZeHcrm1fvfxx3W6/+Ozz8mBmLasmY7iqKmNYkoBq8B6QqtIdHszLuvLj6D1rkhB85axltszWGNAkSZCImfWRWL/3vtEDExw1r7xzd0NhHPw49jFGAHWFm05nGH3yXZ4hZCQ0VqMCaFlW0+l0Pp8767z36/W6bVsCHXatxmNGVUlN5ZwxBDxtZraiRVqkmLreD2MypuyHeLdqAe5EBRCMNbkYyy2IvHmYZM9hzmQ5ADDmQ3RTVVOKWT+VNd3WcA5PfrykYCaEXKrRx4gwedCGEQE95AYJmdkgcRLIAjPrXM53ZbPFR96F/C1xLha99yF4a+102kxUc3MXEULwt7e319fXiFgWRV1Xs9n0l7/4xc+/+tnx8bExBACMSOys5YdOFeSUikI2N+xXjUj4yM7dhyGB8uowX7DGmJQ0xjHXV8zcNE1VVTmAly/tYRjW61W7a4mwrquyLAE0Rh9jEnk4sJDyhE1I+5FF70fvx+i9tY6QmbIkAYgArHXGlEVRlW4cvIha66x1zCYl0dGLj7mVlRuGhMCWnXNIlESGYQBRgg8UtkcjmYg+aBjgoWsn+2k/AfnYvp711UhAmRmQKCNlJJNDMUkEJkVAIRXMfTIGdjl6+uirBGCEMfjgY/QJwsDiHSZrQJEBQVAAAUEKJ5ZFVSIMEYaUvANyZCoLtTOFAVLw/fq+XxXZ9SiJEMahDzEQZm9aAlBkC0j73ylC01RVWRWFM8h5ZZxbPUkEQB731FOKIfgQfEqytwGCAfjQxZ3P5znM+QgpeQwu59M1X015YZ8zmRnvURRFbripaspOCKJcw2y323a3y6zmHF54iKzTR0m/ve0THzpCj32/rNtw1oHiZtN+94fvCfn8/GyxOATAvu/3/yNq1m/mYxJjUlFEhhz8V5QE+ch5H/tuHAef1fEPfxjBMDkVbNu+LJXItm1XlbUIMFsmS2gAyLmiKGvnytHHtu2YeRy8KJRVk7U1AMhsU4K+964ICrm5FxH2MeyPz8CP670PVyjCY60r8lMfxcNqOaWEKQExEzvnyrJ0RWGMkTRq3sMgLkujSggcoxBz3dQ3N9fffvvd3/zN35j/9B+eXpwwG2sMM4smBs53+8xUesCiIJH+NTDL/x9NwseF4r8PnxNBJYXofQjJWuC8FZWv/QTEZAxZw6qSQcx+6COBSFQI1qlxDwF/4dx4RcA8CawAzFhVtpkWSaFpcDqtTSGA6n3y40YglJPZZHYwP2yms3K9uxn8rtvq4AMSnp4fNvPqptr0/ery9tVytXn3/rKZlrNZNZ0WVWVmB9OstA3B393ep7iu6/nxkXW2IDJArJAkiPdDURRPnz7/9MXn6+3q+vbder3Z7cJu11cQ0CBxsjZZLgtnnOPCGcQqpaPNZoMpxRD9mIYhjWOcTQ8OZtXFMVrzbrMdGAuJKQQzDppCkthqvGmamURhqDWOkgyqyd5b/ZCn/wiE+1/vwsJfwm/+2zR4+6FfrZd3d7cXTy+Iyo93LHLC+jFhvn+eAjJxivvlkHOlSgKCpOPYD124XXd+uR7u7jvvoazOlAxA2XX8/rJfrZ0zi7o6UPCjJ++L6WI6jH6zxe2OnOW2tcs73dDYtcFC35R8fHzx+c/+w2YzHcbvNl0POLrCpKggFrSIQUcRRHKlIyhBC4LScclOfQ8+pBhD8tE5cqWREQQNs6td5bACmaPMCJqqPFzMjTPUdVBWcbfrttvNpt2EwUIsCppKjDHC8v6m670PHIJha9iUbJCRlULv17vBx2hsUfY+etn28WrUe7Xr2fE4nRtXeuNCXdbMdefvu27b7bpda9f3tF2Zg8Xx6fnxYTVf3w+Xb9rd1n5yOpmW57MDvb79424zLlc3zrn5Qo5PDo6PD5t6IhJmTW3IbjbLpF5CDKlkYWOxrouu666uLterreWi71OMEfbxMyqLuqPdrtv0w1BUzWRanaTjXd+Pw9jtHDG6slSYoBgQSQHC6IJnAFNV1WJxcHwyZwum7X1sm6b86me/qBy/ffNyu7rfbNqbm+ub67fHi+fGupQUIaXQd7vlKOvR76zh0hVM2Pl+HLcp9paTSGRUW0JVsrVgjQ963wVVTuQuyFjBNug2xLVLpmpIcLy+e391fenM4Xw6d0U9jOHq+lYErK3jYNrd7vpqndLbMJhhkEl1YG2lyiFIVZcq0vd9SjEG3243z549Ozk5nk4b1QcEAdO/6trKuQhDqpgfTjnEFULIm77GGMPBsPe+K6uawYCQJkZAg4SYSdnKFsEiMamqJM0UOEIyxPuZGxGAgBiddSgMuucBIKCKpCgIPJ8tmoNqcTTzo19v1tvN9uLk2DmLwNay9xgixGjYlgYbS31hmtI1wtxMmsPDQ9SQxCAUhFPDjTHQTMy2XQ3jEFM4WtQnxxdF0bR39/crHRIbAin8ersahrHtb8vGK3fL3bKsQFQjsCoQGWQHxN3Y3y5vJpPEZgJQxoSiqEoANkPBEXG36zarFQLOptPpdPp4i1PV3W53eXn5w48/HiwO2diyrJpJQ5TNuchEKQY/DuPQA4ikFINPMRKhNeZxrZxDcIa5LFxhnaRUFYWqMOkeXEFIhCD7TVhVHWNcLZfMXFd17hXFGFOMKSVJKcZAhCnGm+vr5XLZ9TsEBFBX2L7rSxMdhqICNobIMGRInmEi64qyLIuy2Dfbc/MiRSRkQsUUYvBjn4InwoghoQKSsa5iLIpJ3ZiqOWBbNrOD9WbrqsoYC0ijH2OKPgTVvXUQ2RhjmA0iWRvyD5XFgo9RohhTxnPkO/zDRvb+kOQ/fyEQsif+Zd1tXqbmjo8hZthnKxkgiehDYYAiooT8AE9PEkVS225CGK11bIyxxlqrah8Wf/vl3jB06/Xy+poODw+eP3vq/RgCiCYGJHZsbA4Y0oOqmn866pZ1cvvNdCJmBs1tvcfYFOXuVh7ozQ6V/LeIGGOIcBj6siwOxgNAzWBDAA1h9D7kBpqIhCh7uUQIKQSJUWLy4zj0nYqStaqAKIRIBEiSvVEIhWVMSYjzG5MICBjY81Q4TyTGPSkK2BhQVUkI+xM1N4zwIwtYPm4ppRwsTPsP7I0OH1bbAAAYc4sJ9gxQUEEQ1D1RJMMvIBkVAlUiMIyOGSCn32POwSmohggxQkooA+toISrueSTpwUum4xjRA6imAOJJIhJhcpCiBk6iKfkkKanqXrWmCVRiJFVjiIgALTOxs0QsKnlmMrdbjWEEAlAkKosyJRmGET8KtopKSjGlqPphtZ23P/KjLdd7WQGS/zWEkFL8c8ihqsYY8izMer0ehgEAqqoyxozjuP/8DIYNIcaYQ6EfZaTNY1336GF/vCr31fmjd0RERfP0/TCMR8eHZ2fnzrl8/FEUEUUgSczzn0mSKhIZ56wohpDGMWQq72q1VaXF4TZG9WP0IQEaw845TaUw2yQwjIHIFqUmgRg1JUUgIkNk96hGWxDbEGQYvLHWB1FFV5QpJUA0xhnrkDjEJIKqJIqomWn7J/Xeo0ZefoISfOiFPbo9hPJzmfO/MRuizCbSD96/B9uliERRIAJlUFAQIkNEIcRvvvnmt7/97Xffff+//y+/stY664gNIOk+yJb3y9LHDry8IwZA+hM0Cv25Me+v5TnxA6LmJx/Mjb59DAF/ot37C4HRfyPl+uNHDMPjPDYYA8ZkxBPQflaFmYwhoxpBNYXQJ5/VmkTgCnSOiUkih97kLZEQoqgigbFgLNQTd3p26CPVjUyappmzYtxutz72gp4cNE0znRflpLpbV8Po/Ji6fuiHsSir0/Pj05OdK15//839u3d33373zXx2cLg4ODqan5wuZvNplMCGRHW53C7v20m9Zi4O5ouyrFVh9F3ftz70rjB1Vc9mB+bGrDfLfjcGH0VSviWyxcmsnNQHhhqJqDqUFT99Npus4tA67TC2frdr23Z9eHhyfn6xaI7L6vjdu+X93XYcR6+GkVTC0Mvd7WZ51xEYUkreaipVnKGSqfjTPCfiTyf38IMtB/9i2fdvXO8hQUrB+7EfuhzdfBRo5tsTAEjS/TNKcoIcyBqRUSQBRmZL1iJSUSFLSBrX283tffvNt3+cNsdEv/k6fpHADqO5vZN+V1ZFU9fHMUbvZdexD9N+2K7WMUqJMa6W4vvrMEjfRqPnT58U0/mLZj6/u6tfv9q0wxuF3lnY9LsUlInGPiiI9zrVIokBscGDxWRQSJKEFMaQgmpiQvAcCZFcMasPCRcis83SoDZFcYizitmwwQWXwzgu1/f+1cuhXY5daQpOMXW78OPLtus6V1ZsnHMVU0NGEUnieHX7ctuG0cv0YEbWepWA12LXBrqi0OmBrafeOG8LKFyx3vrtdrXr1jFy58e7zUju2WyEcbA/fPfmu2/uxmH6iy+EpC4LnhQzBjd0oduOhPXhQhaHh7PmyNDk9Oh47XZv3kHbrgT8ZGZTIsBUFM57f3tzf339rSQ+mB0/OX9WllW3G9brFsCoYjd2USKQGAcXT47X2/bu/n7XBgA71QkAIUQUxURh1O02xaDWmtm8Pj5pXEGu6t9e3s6a+pc///r8+HhS1P/0X/5+u2nfvXv96uj76eSwKCsgYCMA4zAsN/2NklT1hAlj8H23DWOnGo0hiWIQq9pWFRUFFwU1DSIEpFZwE5THdK/UBdl0A7iyBPKrzd3N7fVs8kldnIxjur1bvXr19uxiNm1KltjtpO/S1eVydT8Wrq7KKZNLEcYxTCYMTDn6cnl5+e7tm9u7m6+++uqLLz53tsggaFuWebj/vwJVwj1SW9M+opNvkXkUH1GN4aaZGDpT1ZSgdBOGgsCpIDCBoGoOdmpe14ACKmTfjAJw3h8CDSmIjEjJcYVgIRnMcmOQFJJEseyeXDytGgscXr96tVotjcHFYl6W43ZjbIHSRj8OfR/Kyk3qQ2tl1txNmzv1sZm6+cKO/dD7kEQQa2fLSd3U5ZOrmzfvLn9sd93RiV0cHabE7S68ebtWkmYiFsMw7oawi7iazOOQNst2Sb0SFkSzujxwRWldA1xsd+16O8xm46Q+LsuFailCKmTYAEVAb63t+/7q6toaUzh3dHQkIoAYRZm57/vLy8s//OEPn3/+xfNPP7PWlkVZlYVlZmKJCQGM5bIsDJNKCt6DCiMaphA8qGYzgSLifo4CENFZA6CoSVJMMUiKKRKqqKScbeja9u2bt8aY+XweYxTRYRj8MHjvJaXc7RvH8fry/f39fd/3VVWJCqKuVuv5xM3qYjIR65y1zjhgtsgZWc5srCuKcRhzOVFV1aQu60lZGpIUhn7X7ta77dY6EzFFSDnui+xsgXXTzBfV4cnZydnd7e39EEKMMoagO/AhAITcQGA2xIaNNWwQKffu8lRedn/lJYfsm9KaA26PH98jL39a7z2O8MUojxpgfYwMPlRTRJwxLiIqkog0V9vwkH/aM80RjeUkcdt6UDR7p7upqrosy2ywtNYws0gKfmzbnfdDlnNnoBgBAPZE1hhjbI4+GmMMwF42uF81Ioju23p7j9a+0ZeXmHnABjMecK9xV82HK1eAObg7mUxmszlS/qGVmbwP3o/eDyKSYuoGSQFTElBgImvYGlaJfhxUwUoCYpUIpCCgkoAYAaxRUEoJANSwMBMwKhhDBhCASFRS8tGPIcYYfVEUmc1DhMyYMs9U9y26/S0k7desWRi2r/cAFLLWDz8eRtIURYQQ8lQwaEKUPRFKE4pCdk4IIygBGlRG0RRTDDFjeCSpaszewJQojayjgbTnTz7MoiFSCtuUOmZCFAsCKI6MRSFViJBikjCWJqNR0Bnj8tQcERtTFKUiEaGxljINXzXXyPl2LQ8zpZJX+Qi5OY2kjzpsUfm4TZRPRVGZTOrDw8V02ng/5ph0fqthGIqizPtFj/OuOQ6b47UhhOvrq81mUxSmaSbOua7v/+KEXj6pHuu9j6ZM6TGv+HEri5AMG2bOdIUQQlG4yWRydnZ2cnLycHpzvr+JyDD4h1nEAGisRUROCXxIw+iZnQK9e3/d9ePxyZkojj55L0TGuhIwI2etqMYoSbK8xSSBlFQUiQ2zSaJEwGwRWERDFCBNogrIxqaMoGVjjGOyIvt8gYggKD0oHlX/6lP14e5DH2c4YwTLjIjOuXzzds4hWiDSfYGCIiop29VJJd/L8j6pInBZlknS/c3tb3/7n3/7d7/dtBtVLcvSOYfMCiAizEjEmgUEeT/rYesLgADzt4+IBLQf+/445fsv5Dnz5+nDL/djQAbi/uR81Hz8pVJP//Vhzj+fBf0X8pzqnKvrglgRU557thaNIcMICfou7JK3TsuSi6J0BRsDxIlI0GjenhZio5OYfN+Py5UHFOugKMG44JzODybdMBZVcmU1nVVsE1slyzGg5QpxiCnWrL/4zeHBYfXycLxf3tyv13/3n//h+LQ+XNSffjE/PZu/fbP55398vV3urq6H9eZe1F9cHN3dX3rfz+ezZ8+ftO2398ur8IfhsxefLo4Oydpvv/3nTXtf1+7F80+ruvTpXqFt25uXP/5uvblR8s5ZRO+cOzw8Oj/7FLW4vdl+8/tvN5u1c6ae2NPjn784+1+9H25uLl++/MNmfffNt8vKHRTF4vTs+OjoApF2/e767vLd5csQxrIsJUGMKfrIaA3XlicgRtO/gPX592nv5n79ns8JeYppr6fMDMMMasvX1eNehQBa5wjJGO66DoGLoiRGwiFFKUt2BafIV7dvfvixfP3205///GkzO/vVr/7P2+sf1/f3V+/7GJqUrHMlwHT0Q9snABdCurttVziGESSQpAnTHJIbexhbkjQ5O/nSp8l28/777960m7EqJkeLk6ouE6a+1xjD0AfQbaxMUyBAMoSRQCFB7tQLSypSEmsYuWCoANR7Wbfdbuv9UKlO7KSq6hpN4cpqdzbrVgcRbsZ0dfnu/fre+UApNodH88KVoKQyIAuQ7IbNtmtDCn59GxT7ERL4usHjpgoyNBOtGzmYVgzOD8m56vDwYHFsFOTZc5ZUTqrTGIrb66v729v7u20K5vbq9vvv/nB53YHdnZ8eTxu6v18DuV3bvX93mU74/HRG+zQVOGcH79t25wMSK6KUZTWdztp2ePP60tlmOjt88eKLru27Xdhuu5TQuWo6t66ikFpTgC3UFRwj7LYQR5boAIxjPj/9xO/W6+WPu+3QtqskLcDoXDWdVk/pfNNO19sdCn76vEMB1LjrNt99/0+z+cEnmCbNDLArqjQ/MF3wY/C+16v3b1KA7XrTtjtGsbaqyomr2FZQVU4UfEovPn+xOHgisey6frfudt3aWhi9DmOvqkcLd3Fxfnx8ZK3Z7XaIhMB+TO/eXBksDFTONggIyN5LCmPwUNSogNY6ZkYEVZcksjWA+uOrl8PQ9333P/9Pv6nKOrt6EP8EoPQXrs28+dr3vSowm7JwItIP/cONHELwBNg0syfsQgBU40wDYDTvIWJSTCAJSAEhhmTYFqYQ0byetc4aIiIF5aisipAsJIY9W1yIha1pmpm1Rdm47e727va2aZovvpgQ2tPzw3F8v9rshrCO2gF5n3rvfVFCXTfGsg8bwWFMr9b9P+/adduvutgisA9CA16cvzg5+/T5p7/459//l6Y5rCYlIEboluubxTEfHh09v3he1UU3MhXtcn0N0AN4n1IMompFoqoHCCeTcnO/vbu7PTuz0+mT4+MLP3BKnJXdAp1iV9d1u902TeOMmUwmzrlh8IjErITkrK2qalLVTdPMp9OyqgjBj4OKss1oaTJMTGANN3VlUC3ppKqYMD7ElYL3yAwifd/FGLtut9tuVJVI/Tj23dSPnWEjMcToQwgxpt2u/eGHl9ba+Xw+m83yqsIYNmyMNQ4MMjrrjo5P54tDZlocLELw/dCpQuh227bv+hZy2pGyQN5NJpNhSAA2eOlHX5Z+0tSnZyfTpgYUnwJITOrRaNW42Xw+xtAO3TD4fui9363WnXErY0tR7voBEC8uLkQxpkTMgND3w7t3716/ft22bYrifYwsKUrWan1s4pYM899j2vmjMCf+Cyg6og8D5x9WtLCfNUoxPYi78CP4hK2qqiiKDLZhZkLsu8Fa9/XXXx8fHzvntpvtzd3t7e3darXabjd5tf0g5yusNQiaUkgx5rmsnFZl5iQSoo8pwKh5lC6HgYdhyCDN2WzmCsecxYCoCjHGlJeoD52BBxkBPI41yk9fe+dEJtUIhBRE0mMbkKgyxhDiNDR+xBQwC3RDiDmErAIhBT8mUfA+IiIQA6C1zrAhNtYAE4ooYnr40Qwi59oGEUtLGn3w3dCPhGKqqqqcKkoS0LyoReI8GQiy114AAoJKEk2Z9PI4dry3yDyEi5j3wE1IoAICqJLbfZCSQAQRiRaENatc427YUZ6E836I+6WCGGOIOUpKPkBKFpSNJZMNCrkLZxGRsTTMxMiEROAKUxW2Lp1BQE0SxsoVzhhMKS+08y4NIJFhUdC9JAIUJcUEmlRyFyiICpHJJ3cSYTb0F6N4WSWP8DFs0zlbFI4IMgp1P6Pr/Xq9dq4sXIW4x0jut/YIjTHMNI7D3d0dADRNk+u9Dz5zfCTc8oNzfJ8U/bh0/NMZAVXnXP4GUowEYNnkb6lpmp/97GeHh4vClXsvKCITJRGR9NG1XIlQiGm93pRlDcDMjtkOg3/58sfnz595HwHIOeecyzdIVczsfUJTuAqAgk/eh7K0gPzQBspM2hRj8t4zG1cUAMRskdj7oPvzdt/+QmAATgJ9P5Yukfnrq96Ho7EfIFKN8QPV5mOkTUqaUkYYIRETGuf48XA9XsUP7kIlgnzW3d7e/u3/87f/+I//eH+/PDo5dM7lE9/mTIGEfXWZ+8q4j9uofozi3n+7j/X5v7L9hogfCfT0J81D/HeDNBoFNdYURQEoMYaUogiA2Re4MSbNUlGFPMNLSNYSWyQSoKQaUkwhhDCMIfoQvCvEWLAWnaWqMq4CRW8sIUnfj8NgTIrjOITYI6IpXUqjiArG6YKJC2vmL3/orm7u//jD+vq2u3hSf/kzf3S6cHUd5eDdq7HbgiE3nRds03J1/e7qB7LRcinQ3a/evnz9u0375ujksKjLP3z/z+1uPZ2VZFcn6aSsq7Zf+XQJvGbTC3pVHPohxaCJC3NYOIkx9n27bW/ZKNmG2DfTqiiaxWG5OCrubu/Wq12/k7H3fb8ee6onzWRSPJ8+mcxwt9vGmPouZrBJyjEtQMg+zT+5BelfS3X+DzoVEPHwcPH8+bPtdjOpq8dOBRGl9MhtxhgSM4K1zDaPvz9w5ywCq5IkkyAAGudKJY1JRBNgHEO/2W76MRwczJ89+5U1kzC8vLr8UbVUrIydIE2QtkgFsWSyPSP4UaMHVYfgQBmkJJw6e0Q2KETEMfrLsVNMbvLkfDqtFHairUqPyClJDCERMAAjwoPjFjAAeeJoHD6gyyikYESSyhhiiImIFS0ZY4kqlMKGw6lsdnSzbPslMM1Vwm5rFgdzxpkhDvG+7zf9sPMhASakENKYWRzEUJaurm0CsIzj2IXSK6YUjeHClo2rELgTVU1C2q3u+7bd9f3OGp43jerQ726VtsVkjTQUFmfNxEcOXlb328q1i9nw/vr9crVZ3t8xE6huN5ui5GpSlKXbbtrdrosxIfI4+Ovrm/dHV9aUs9nCuuuqnjnHUQZXEHIU7NhpM7XDgNHz0OHYE6PBqiY4KB1NmzXhyE7HsE2pJyqs4eBj1/btpkdw02Zxcny+Xl22u9Vr37nS+ti9ePFFlI1CC7hjM7JEVd61m7FP2/UmBM+O2NiimM6mTX1UVnW12+263lflycHsiSS3un879JHATZu56tD1MYXQ7dr7u6vv4ze3k66pzpvJdBh6AOq7wIAFu4f1nBLZhKoalPzd3fL16zciqWkmeyYIG0Tt+916vbq+vg4hNBPjHOZZvuwL+unF+BciHA9RZ30kfDJpnvJ/AAAgAElEQVQzIIgkIiRgIq4rlxxKZEALkhsdgPj/UfdeT5ZkyXmnux8R8sqUJbq6MdMDYAYDEIYXLs32/zfuEMQCsCVHoKdliVRXxw1xhPs+nLi3sgWEkaBxN60eykpkRkaGcPF9v49VSu9BFoCYcpqJUEBQhAQBYvABApEoIB7TzlABgqAIi3gQZTQCWKO1UtoaW1bWmNzonBQf28Nm++R8wzAABu+7EHxioxhDRYW2gKg/fFj93fHYCgOi8Z780Glyy+XNvJovVL5crKuqYpDt7s7H7WQO0wXlpQJCQMqLcgLz7fEtexQkMsZQEUM9eFAqZjGmVocoQyysnZTlFFhCGFMNA2MUJCJrs7IsrdZZlimlEf0Y4K3NGJELYI2tqirLMkIM3htjiVAigwjHELyL3g19d2z2m/UqOocSnfPMcb/fEogwd+3x4f6OSLVts9/ttFZ5bgnEKFAp5VhEJDrnEQmAZrN5nmd1PSnLMtmVy6oy2iitzNi5IDMjoTGmqssQ/ND3zDx0/XDs/DAkZIRzru2HQzN0QxhcKMr66voWCK1RLoTADIQuBIVMwEKImhSZrMjEoQpewAsQEKLSSORj3Gw2D4+rbnBvQszzApAYpCiK6XR6dXX16aefHvZNXU9ijMPgQggsoNRBa50qlefAd3hmGfrJN9HzibOMGesfazUavYOkSBmj8ywPIVprzsW01iqzJs/s6CdUhAIDDUrRbDb9/POfv3jxIkbebrer9Xq1Wq1Wq81ms91uvXdtd9xs13mWVWVZVYW1Ro0wUjxxPxP+NClUIeXUDcPw8PCw2+1CCNPptJ5MqqouijK1nUQqjddTZ8g86h6JVIxJgMpJhkqktEYAjJFjFKIUUj7yWUWAKD1DKJHWjckoJUdhSoiGsshDiCHwEByzhBA7cj6EEHxklhiiGpPdEu01ie7G/HWCFLmojTY6C6EgCj5wkWdFkSljvY/Op8TptLnUKZzdS4QUVE8QBWQUaoJAAs3juUsfo6eET2jPINGx70UcskcIKFE4QIwhIkcUEJV8DETJy4EQbfKIgeS5spkR0ZFNFABCrY3SGpVCQFSktSY0CqNSo/qWUJQmq5U1pBCIWQIlW3M6WAQkTBs65JPqbVyLSUL4CiRmrqT7l5+BH3+4KsETjlNGHvAYZJLRCNYZwwlpdN/FyF3XxxDBwjkAA0YH5tjvEZHWqixmy+XSGJMSTU4pC3JauPHQD0m8/fygPmpKT0TcNEdJESgIEENIW/c0hiiK4vb2NrU350h0SJ49FlIE6QdM5F3Y75v1en17+0Jrk2W5G9x6vbm/u7++uiZK6fXCMa3mTyimtFAmhYDP0r1hvOkRaTSGAgukHj5GSYzNEFgpSsrwGGKIzCeDhJwgWJC8Cv9MZZu+zbNl7wdrK47Re5/aLRFMdy6qE+6ST+l4STgswlGQxiCZ1dPqD3/4p//ym799eHiIzFrrNFRN3l1jjLAB4JF+dAKrnMk6P34SPuNq/vAJeeIzf9zw/aSc8vR38Hw68C/oOc+Qz/95MWf6bFpAEnD/jOqNHEUocpqKidZY5Fna23sfjSXDoAmRgIVD8IPjvovdPvgYrIXFQpkMjCFjlLXGZHLs9qQkuuBWR0GnTTh228G32qC2MTAMMfRxyG1ezS9ze9276tA1H+67Q+M978rZbrKQ2WX1p7+cl1XXbJGkfvFiWtbYtKuvvv3vvVvPJxfd8Nh0d9++/Xp3+KaeFXmtHh7vnG+LterCty8PL25fvNjvDn14P1v44xC6wTsfm0PjfLj/sGv3MJtdGGOJwFhk6VnI+abtjmU9uZ7Pb19NnBu26+bDu80ffvdhvV6vnrp6mF5cLW9uLi6uP2sO+4eHp+22I+WUikPX+jj44NOg9yMJ6H8rlvP8gydSL17c/upXv7TWNM1xt9ufJ77pVUpEAOh9YMYsA1I65TEEH1FTei1KJGEKUZShLCt8HEKMIqEsM5sZF9zgAkA+m966AdaPDnEXWAlnqCxhpnVubc7Oc1CAWmsbiAVIQEMKt6VC65lWC+cPEme54YtFZ6Azqnxx88uqVsf2vnMg0gnmSJEocozp4c4xopbTGMuhjsZiEnBBZB+lIDI2E0qgBs2okDQgR4AsyyaTZYTHTaNRqdn8UqBbPbXtkfyQK6w73++32/Vmn+UmL8oYwYPPNBirXBQyWqE12oj3+/Zo8FjYOUmpVWaykBde9HHwx75z/bBve+V8VCYu5pPri0VRBK1bY7sQt8EdQnRFXumY994OrT/sjptq/XC/2R+azXpdFFkIZnfYRtY2N8aYpjkeDkfvY1FUIcRvv/uWqHj54s1kOiuraQiRYNa7rVCPyjMEk5ksy7ojHfd4HMT1oEmxzV0PNitvX9x2XV9NsmE4dN0h78zg/eP96t2Hu82uWSwWmS3ni8u2fWrbdt88HP/bbohHlUVlQ9s/+bA1WQCSGJh96Pru0ByIJMuMtXmWVdPJ9cXVdT2ZPD2tfb8WP49uIqy7A0VnyzwLdRe5975z/XG3Wbnj774Id8vZp69ufnF7/Xroj3lWCHtkDUBJ+gRIkzrT2oiAd/7+7r7rWuZwc3M9nU60GQmFRZ4j4tAPzgVCUla37fFH/d5PLsb5ZCo4syL4jGyJMWhtUCAyE2itNZAOfBZx8ygMgWSqYZV40QDCTEhWG2bf9433XT0tRlwIi1JsNHIUjiHKwBE4MkdwzhFhXU+UNZmtNGX7/eN2t9ts1yE4JAHByFFAkCjGqCxNl4W2Imb9brVzPVf5ssovWhcOO8/xcHl5A6SU0mW51JqaY/vu/VdetrevimrCyoSuH0hpm+dFsSBVRjYhmrKeZmbJcbbbwODjENzgnbHFfFFYO5VovOPE+xNMU5h4AiGQscYofS7HUzRTGhhz5BCSf4kQMNmGjNYcgnc+eBecc25ojwc/9E9PD3fv3y9mM++G9ENpmqauysgSY9iungSx7/qmORRlbo0qy1wRBe9BWGutlLEW87wsy/LFi5dFUeRFYbS2NstsPplOcXxsEulkWZdxIUDjGGyEEHg5Hg7OucEN+/3+8Wn1tFr1fUfaXFzd/DnS4n7Zdc3gwv5w1EYhREOiSQBIgIJEl9xRQICU2P5ZUdusGIb43du7r7/59nG17oewWCyMNU3bLhaLzz777K//+q+zLPcuDMOwXm9T22NM1vXDer1OCchjtLFzRtt0JZ9Vjj8oNU45B6fOdgwoSVhGGlV6ShmljTEJZYmIxpq0TBPm1KGp0SMAlPAiMnZr8/nsF7/4xXw+R0TnfdMcv/zyyz/84fdffvnl49Pj4+PD/f1dZjOj9evXLyeTibVGa52MS3IC8yk17g60VqmS22w233333WazKctyNpvPF8vZbLZcXsxm87Isrc2MSVJVQUxaVCJSMaYuJo17tFJpJTxKxUQwlVxECbxysjsKhBAkxaOT1qBOull1Og/ikyTPhWPfdW3Xdr1zLnIIPmAYTk5DAmMQFRKBsERkZo5AtrCZmU0KazAyWGuNsYA4kAAQIAun4ZUWwRCYY0hkNaVQOInczql3CM9rzI96xigYJTr2Q/StxAHYEXhiFgkSow8xsgCAsRqiJmuUUsaqJE5USiFAWRVZno2nhE7AE1KcoJQApAjBovCzIJuIIAoEJY4B44QcPUc+qegIlKQOLbKkJAeOqQ8USIGKImf701kap5RmAZBIOD5ZURL6cuwWxox6IptppXJjjAjEJGR8luGRxnl08vSelXUphRCRjDHL5aKuyuVyjkghBO/8c2EmMw/DEHzb9/33utBz6tXJbzlyZRObhzBhS1KLmPbi1trJZJJyeE4RKeMUhkW0UswcORLTfr9/eFjd3d2lNEtr7X6/f7h/WK83MbLRVlic8+50qB9NcZDWYmfBIY6Hl2y+J2ksaQWIIijC6aJiTm9MDDEti2LgeKYBA4Y05Pxph9IzYGn6DX9//5lsRMkYr5T2Pv14WNEI1UoAHgASFkaRyBw5DXd8iF9++eU//P0//P73f3B+sJlhHkNBAUArrY3l6JkDs4DEc4R6uqAEzy7DE0/zZLk7aQTwnyOyPG/V/oeNdv++1f7HvHUAFQL7yECqqifC3A+994NzCUNEShmj865vnHN9j0EcgwalScXIvh+468D1IhytgaJUdZ3lJRkDSOKD612M4pz3kb1I2DW6qCgvRRtFiptuFyJEFgEJEggN2EO9gFdvbFE5a6mawHzJvdsKtGDtbCnGkGu7pvtQtfFFXj+uvv32u98+PTx9+umfXN/e/uzz/+P9+3cP63d33363O2xEQlVnju8e17/747cVIrihj7C3RROkG/pwbLqui8KaYN21sSgLY8xyuSTV2QxB8b7dzEEHGFy36/setP7k06ur61eHHW833Xfv3q42T198/T5GT1oXVf2zq4sYYLc5rB4etOV9s02hzP97aZw/vtmY4fb21hg7nU7/8R//cbvbpjzQELz3PgGpACBFijFD3w+EkOcZawFFPvJI2FbKoBVwzgUfowhZk7fNUSIQ6GPTPz1tOTphuLx68ev/kH/4sHl82u6bxoWQBrUyilnAOSegi6JQxgJQdHBs/Hrd3d03pCTL62k9+z//068lmujw8mLZtPf7/Q4gz2xdWEQa2Leh72KQwbFzUufKZoAqdkMA8kjSHwOHgCBKLer6xWz24uHxKYItbG3zUhmKIl4MRe/ier371vmnxYWeL67W6y7w27dvv3b+UJR/EkW8U64308k0LwFUH6EnjdrqtneCyljjYu9clC7KxChlDeUsEeDo3DD0TeQjx0gK60n18lX9+Z/2d99FN9zZ4rKo66IIHuIkz4py1rXB+crHRdcNm/Xm4eHRmHw+X7558zorsqfV/ZdffelCn7iqn3zy+urqerM5fPP1W2Z1cbH81a9+eXP1ihnu7h6Hod/v17v9PvBe5/76ZrFYTqty9nTXIkdkEqah7w+N2+ylnlSLZa0OYi0513/xxReIqut7jvzu7d2X337zV3/5V5///NO/+IvPf/d7+uprfv9u37SP/+13v3l//+VsWRyHh3qmbCz7jrtWsbb7XTsMw831/OpiPpvMhRWArYrl5fwFxkU4LizcdLtstzs+3nVVbWeXs+PxqWv63XpT1ZbIO7dlP5TFzSdv6klpLi/r1y9vh36OohXY/eG43W6bY6u0SvD97f7g3LDdbn73+9/v9tvXn7x6cXujtWUe83atzUDAOQdCRtlTftG//nFKLuHU7GmtYYzhAuaYbnUfo9akDbg+CIpCYPAQQxDP7JFAkdJGgcSh74beW2uzzPT9cbW+2+8fX9HtpK6NzhA7kBAjAQxkHZEb2uN+ezwcfVVPWtd2Q3txdQuRe3FKlXW5nNZXII9aeUX5pJ4UdcXoWtcJUF7WgXsXB3ZR6wlRzVxZC0XZOxd23X33oZGohNHv2ih7U0Rr4dD2zsGszhbzS6Vy50PbDgqW3q2brp3PL17c/mlR3P73/+fbw953/d1+199e/2w+ef3dNw8f3jaXl+9//rPP5os6z4glWACg0lobY2yaBhnLsk4iKOd97/q+67wLCFhXddM0f/jt70ipxWIxnUzfv3uX8Jjr9UqYrdJ3d3eEeDwegvc++L7vYghFUVxdXf3N3xRK66KqZ9OZNiYxPLLMlHle5jZB/IoipzFIWsbwurTCIzzZ0hBH3sBY9kSRGINSIEgxRBARSFmUAVlsmdkqrwQm89nN65feh+Ox9d754Puua9umafab1aP3w9N6h8DsBpAwqcuh79rj8f5ha3NjbIaklYbI2PUO0CpSdVXXdd0NbrlcFlXJInmeK6WCD8emi0EQqSwra/Pl8sL78OLF608/+2wymWw2W+/9/f19iLxarZfLi7quq6pKMtqfogTg88IlQRcUEaYFCEcRYACOATgigNGps+O09El8BolplSBKEYJOwsukhe773nvn3JA+4Ww2efnqViDO5tO27R4fH37zm98gwIvb21//+tcvX72y1jrnmCNz1EohEQtYa5zzIXgRVkonS2RRFH3fZ1nhfFiv103TrNeboigThL0sy6qq67ouy9Jaq41WpDBpziShdzmMRSQiUp4VpwqOEROuw2FMLHWUCABgMyusmCXRy5JolhP4X0QpZYrMZno2rZMiLr1lY2AfkoI4MLvBxxCCgAbQRGQtSVSMkWMP7AiQgIAhRNZK1aV1nlgQgZS2MfJAEvwoKFJKxaTMBHlm/pefUhJFAkECMAjKKCRDmTVgERVJIlgIAQAaY6xWJoGMCVM6NUAMMVijU9/NwiySeIzAiMKYdqGgzspgTMxLGPWoEBO56ZzeoBDpTByNae0uoohIKQTghGszNg2jQwx4CpfgjyGCz71M9AOyIo9uVbLWzmazuq4SafmsKkwuvkTdPNtf00NeBGIc9ZnWmlevXhV5lmX2uX1rzLVSBAB93283u2EYyrJ8btP6mIH5UU6cqJ6DCCulkjrUPftIilA8ff60zU6GQO996rAB4PHx8bvv3rVtyxyVQhF+Wq3u7u66ruOTfHkctKkkFZGTaBmcc+n75Wd8zHGmeRpxZlnGHL132tjEch85vggMrLQ6445GpArQT/U837sOk+Y8BcwopRBV8hMhImiNSFpZBAI5nSttTVbErn++Nvt+gjkOw/D0tP3P//n/+vt/+Icsy5RGpfAZWHVU28VTR6aUBojMMcQ0lSD8549ZBP7/+6ERMEYJgRElzwtjTFFUu/2m61oWNiZTWg8u9AP7KESiHecRQVkhBkBUAARKoym00mwzBIxKoTIowEZRWiurQTmnQnB95xliEisgJq8tK0KtKcbohja6VV7w9XVR16g12QxtjgjB+wjQ2wKFgXkIXvlYEPHl1YV3ZfDHy6v69sVyOr3c73f3T3HfPBalLctJWeWDOx6Oh84JUiQlKse5gizX+13sWhx66QbXt11mjNbI4JGYCI3R2hBq1w5rF7vm+OCcK/Pl7eW8qqvJ1CwuuFrg0zpfb1b7w+HYOe8GZWQ6m9xcLx7mVqG+uFpYm434m+chm5CSvvBf68ufP7LhR6ve/6lhQJZlk0k9n8/SPv2cU5RebM/GWidScDL0j1mZ411BJJRs+EDAChEItSafmbzM60lVZ7lt9j3HmOXZi1cvbFYXZfW02uS5AUwwtlRMqBSZyxLS/QkEgEQ6z7LZsd0DYF1Nr24+z+0sOsgUhCCEE5QdkNXK+9gjKpOVPXuWgQWzvKpqo2zc7I5tS5rs0JcSasJpnt9Yc4M0V8orpVEZZYwyHGPQGYPrQ1gxrJU9ZMVQTntlFePl11/6EJtvvvtjWWpANZ/e3l7fFiUGPjhuojjGqHVSiOvAQ7BOMqmqSZZZhRgiRJAQYohRQABQGzLKZqr+7LNotT/u9GwBeeGV9kWR2RysVSCgtNWhZIau63a7bVGU8/l0Oi2n82nkLv9g/LEN3vV9P5vOIjMSkwIiNEYx++a4b4+9D04byguz2YXBdwFciIX3Xd8joLc5IWhl1NBH72KQ3eADmNzHHpCzIqvryrm42axXq3Vz2E8m1cXlcrGYZaUS9GRiOdOgQgztavveU6aMq2rLx14bKsoMYmmzRoCLMqvqsqwK5wBJBR8360N0ejF7nevLMpvS1NfFqsixyMroomuHMHg7L4xGiD7LC2uPfX9XZEopN6myuqiMzgk0i3RdO7ghy+zl1cXt7Yv3Hz7s9vt+6A+HQ4i+61vnh6uLi6qqAJBIaWUQE/ILQNIU+DwUB4RxromIwhKZk0MPT+Kij28cgoQNIEVnyQ0qFJDAHogRGYgB/X7/tNk9Isl0Op1O5jGARA1ilNakMLLb7p/e33293nyYXZiiBItRhEMkCCzQSmhZuq5pP9ytHp4OL15+qowVwWbfK4WEWZ6pIlteXrzuu7d+2EVx1lRKU4QOEIgKoxdFpm3G1mrkOqPrzFzhxDb5pmk3NteaRFiiC37YdX61rBGRXY/B0STXMtdIRVlaY6qm35vdI7RHollZ3M6mb/Ks/dC8PRz2P/uTZZ5XeV6HsDvstsPg6korfUmq8n5gISTrBv/0tHr//gNBgkoa54auH9qub7v2cDgoUpcXF0WeDa63JpMYEUQrpZC0UldXl5PZRBCuLi+1IuYrZKnqclKVAJDnRZ6XkNZQ5y6OiIi0Qk1kDHEMIjHLbOIWpBd/GnifnoQEY+cSk8Js5B0KCBID+MgnDn6S+UaEiCN1gIyyGRIAFlV5Ik8Kh9gP3erpoT02buiCG/qu9a43ikI0QND1XQSJEECAgUAoMuc5kk6MzyLPiyzLtTYhRq2NtVmW5aQoMotwXhTGalJG61iWFaCkiMi0cHh6elqt1m/fvivLsq7r+Xz+9u27w6EpikLyLMZIpEYl/DiYx5HJAsCJ638ef58StVCA0p9AekOcUo5PcjtCpRWdHHEfA98TpBQRszyz1mZZVpZlnueIsFjMCeHiYnl9c13X1XPp6Sm9a4xcT5/HGDrzMEIIfd8DYtrapURBHLEyY1tYVVVd14vlcjadZ1lhrDXGaFJaJzEnMKfeQKW38GmmL4SnhnZsJziFEiIIqSQpY3zGDSQEReOqSKyxmsKpnI4x+hBDDN77wQ1d13vPMQYECqHruwAAPoQYWSmdtNwIoAgQlTAmfS2RALCKUStGAESylkghKXRjsGhK1BAAhvEAxQUPEBEiAhtia3VV5pqiAdbEZszcYsEoCHrMegeTopYBjCJEYBbvRFEi0QlhElkyAQEig0RhYSDUwAhApBWOu6/nYngYWR2p8BgRQCM0iEVYOAky5WNDNdbrWpnR7vWMRpNUiGfwRtJFJoxQUv8ijISeLLPWWmO01tT3vuv6tJ1OVwkinjMMf2C6U4qyzBRlntss7ZZ/KMwjappms143TRtjTCrB50DOc3H1XCyaGhIRSa1XIsSe/825zDtvBc+NqFKaCJ3zDw/3Dw/30+lUKWSOh0Pz8PDw+PTovWOOgKJ0Aj+fsUYYo+DpVj0xXyFFeDCwoMBHsOD45eB0+wIIUZJ6sggnvSvR+CXOdNwfN07PT+n3CTffq2ZDjMCitU4PotP6UUG6ZujUOScqKgMCKlIouF6v/+t//btvvvm6aRqbZwCCdK6W0w5+1HyyjMs7gY8mpo+WZkGkhNZPYblnI/THle+zN8X5GSU/iOB7bm1OFyERAtCPeS3PQbv//Kbu37TT+8m+QAtgjNG7ACBlidbmRZ5772OUEFyicbT9cQgSGTVKEIiIqAxpRBCrYgQWo3LIEANQGNxgg4AmwDidTmez5WJ5vdsdj017PLbHbhe8j15xRBFCQqWCItLGtEfvnbTNPrNZPcnyImPGhN4W6WPsY2iVIltIZOhbJTg4516/fnO5nP/i80/zvFCYeR+EFYgGgNev39zcXOWFffvuy+3+PsYmhIOxMJtU1hRu0NYqBCXcuaEjYsKoKHrXsQzIISsqwMjquNk/Ob/aHd7HyFfLT17cvuJgULMt6LOfXb3+bNG0x7u7p7fvHr/75p45VJX59NPXN7cTTfZy8bKqJyCUhMIiZzk6II7hp3Lywp8bvP/VGR2n6ywpAjjNNVMTl+6GEGNkSJk/NOaNKpXQgWOQLGEinWEAiIRApDUJMyCrTOVlVk2q6dXlxWxRcfDHoyOkuiiLopjNJsuLOWm12ZkizyMPgRWJUQpjCH7oASMZUAZNbqbTGdCr4e0uhM65CvDSFjeYaxgahSujZ0N4EtEiOAw+01hUkxA6pb3O8ryalXVOKq42MfisV8Vxn3HItCrK/BJxGUJlbeBRnpQI0gNpz7GNvDFFl9te2aMXX04Xf3pxWdX0zdfv3r7942w2v7y4vr3+5MX1G5tBN6yGsGuHXeeORZEZa8gQUkRBDErRRKECDlFCGngjGIBIhEbl2uZoi1efqLLArjEXy0KZGMVP6ppUGFxnFCEYJBOjNUYpEqIo4mLoRDIBL+A5OgDiGEJ0Xd/sD2uRoJUW8A8P7+/vHra7Y9cOIiEvibSIi8y+79v1OgCTVoVWeVEXeUkxWu9j3/Y+hsD9sRsYpJ5OXn/ySdf1+8NuvX7UVv/6l3/2888/rUq7298/rj60/a6odZbX3kXnGcijjlabsPcgKsusxIQPxCw3tjDaUmQJYdht1/ftdlq/fHnzpsovLpY3xmS7zTrKXjj0bR8Gb1AZ0laTNvjiZp7bsHr6I3J03dZqKvJZnlcgsl4/Ko1ZZvLc3txc/tmffW4zu9qsD83h4eFhv99tt+u2O3afvnn96rVGgiKpWbRSOsWSjaoeONcLlEDPKgEJIoNShAQnsBWOL3IRgHgqZ2NMXGxCJI4cQ1AagaKAE/Cr7bt/+uK3NrOvX73OMt13ESHP7KQsaiJpu2a1uX9/9+1m+/5z9yJy7iP74Rj6EL0DPHq/d27fd/7th/sPH/ZFWV5evSzy+tB0WqkiLzxAns0ulq/fvS36jgE8XhJDiNxYXTFnwZeLi+niIi+rYjhaAzeFfakpK/L77PB+OtfWKBBZrx7JHxUciDRz7I7ad9Yqqat2Opkul4v53Gzbxzyf265RNEGYIsytvuza9+vV8T/81bIqpwCotFY6RB6e1h9sEYAWQ+8jo4hGxLu7+w939ymgCgSGYegHN3jvnAvez+azyWxqMpsXRVlU08l0UtfL+SIzxmhDRCbPbJEZra3WmTWZNUarpDTTShPpxMZMb3v5ODpLfNSAYE4uX5LkRgIMkSHyR+7aOYddESk1QtMRSelT5YonHDcyBJCAEmNEQAKgyCgAqMBqi0SJNj8Tub6+DT75Do9te+zatjs2h/3OZvumaURawd55n5ouZuSEykdS2mhtESnVDISc2bwsK5tlzOwG731MNWFkUYpijJvN5nhsp9Npmusdj83hcEjajbIsd9tt13VZZr3LQ3BnSPo5pm804AByDKngSm3MSBWXVOQziihEQkwJ6yqlrBWPpy0AACAASURBVIsAiCLUijxHFEnAvbOTkBN1XiSEMAzDudLN80wRlWVRVUXq4pQao9lSJyogiag59vBaJcZm0xzX63VqsCJL1/XnHOdhcMPg+r5HxCzLZrPZp5/+7PXrT5fLZV3XdV1PJpPptK6qPNnwUksjJyfGmHdB+jQSBUJhSWQ/SYEQzCkhUxHhCUKfijcWSHmJYJU+cwhFJIJ47/u+Px6PTdMPg0MkEO+GIfgQQRAVoomRAY0ijSAikTDls6QGhgmD0ZIEtFmmDJOJrAZwnpMQJyYBJEPkmDxRRCljLwJhlmWXy7mmiNFBHLQCpQSBAzsGNkqF4EXiWOWLCKoUYwISJbIInTIwQDgqQMS0nWNhQIyjCVDRmA4hJ0Q48MkWRwQgnOiXSVunksmZ085OBEQIEWS0cQJgltm0C4KT1liERDgpwJNQVHgs8U/tRFLw+hAS0lYboxJ/5XA4GGOszU6dwDn7+3tUcyLM8yzPMxEGlHMzRs/iQABgv9+vVivmUQSehh3JBXDu0569L+RZSkRMK8E8z7NsjO8bbbEpK405CUxCCKmZPN3Xx8fHx+12c319pbUKwW+3m9XqabfbxpFiKqMunmOMIdVxzqXyZ7y/UtsGOG6p03lHhJTt7v2ABEqTQBQYGzw+lZEAIzzpVFiebIL/YjV7DmA4i2XwGccF5fwsEkUaSZ3xNkkYmw5UBIWZALTSIrB6Wv+X3/ztZrM9W5dPnB5MC/BE9FVKgZCM7TrR98IXUnRQujBp5BsDpWgT+pc8cs+z2lPEIpxlziMtGZOG96f3Pc9DB8fl6b8mBP2Xz/Dzv9UB4Nj1u0MTGZTJbJaVVVXUtRD1fRsFCGm5XPZDP7h2cJ0ADC7s9k09sSbTSktRRgykPJE2g4fdPnj2ZY1liReXl7/85V/85V/+zd/+7d//4fd/XK13XReUYleg9SZBXZnBmjw3i1ltMoVKeL1aOdcYk0WPw+C7o5tOC9JxcMPVVTFb1NfX5W4lroevvvru8vJV/heTP/v8r7/86quvv333/t16v+sHTxfLn/3ql//p0zefGquHTrVH3wZHqI3hPIc8h7qyk0k9m8l82lf1XpE1GkAN1kJgDJF362a/+erbb47VlFl2h8MDIQLwz+OfF1nl/PHu8clYpTQB6bIqfvGLX/z6V38TvLMaJpPsTz9/NZ1cVNnFYj4TiCH4VBQQjRE7IhI5ggipxHdPGhn4Z3Ie/507QPrXBJ8fYzrwXzgMOeWWAAESKAQQUCinqQhAkdmrq+XFRe380Hft4J3ScbEsi6rKK8pz+vrrP3737dePH95XdW0theB61wyuQwVFnZlsXtRsc95tntpj2+0h1yorapAIUCAUShVkqiznwTUALGCVldnSLPSFzbFzXdPugQqtJv2Af/f3v908fVkVn/3H/3gxv4AYUad0M4IAjUJvc8dDG4djjF1VK83kpD92m8DdzOgXryaA14NrHu7WCrPbq59tnvosI1RWmWmmULTWiMDsnQP0RilrrBsOIF5hHqET8AAqtxNQJYhwVNETAiyXy4v5FGQiTF1/aLteBLvOHQ5Nnld5Yetiutvx4Gzfm7Y7vH13XK3fTWbTtm3XqycWvrq+evPmZRQ5NNum2TFEa3ObU9Ntt+vjh/cPMRKpgLo99msBRwp368Pg0PX04nY2m6Cyigwpi1mhyqoOjoYObQY2y5Qy3dCt1k/r9d3rTy5fvHn58z//s7qaDsOR932Qvh2awPv5dEHGxM413QGdUybEIADEge/ev12vN9aqmxcX11cXHOXb7/7Ij7TYXdblzeXi0+XyYrlYzmdzrdXN1fLbt3dffPfFdrVWoGfVsm+cWJhczH79q780Kr9/v3n77ZfrVT+rJ7PpNRIe2j0QA3gBry1Op/Xt7TUgXl5fdX27XC7evXt3d/fhw/u7Zt/c3z2+uLn93OY2G2FlMXqlNLNE59Jwd4ydZBYRrY3WBvH5G119PyVlDPYVQWstCMYgAswQAKOxmRC7ODTNetc87ponPJI2qIzRVM5n1Ww2RQDnh7Zrdrt1NzSgOCtMjPL0sPvw7n2z33HoqlqYj1132O8a78xyvqzrIsusNrYusrKY1/WCeUBwIdB2uz00u7LoADqBo4uN8/L23f03333DdGVLKuvCWFvoWa6Wh52XOJ/W5nKZhXDY7j7sj3ceHrOqAUXOdc1GNg9qv11v9//04ia+ek2Li9r5aKyt6mlRzPoOfdcrWM7qT4aWdpv+q/At8N3D3f7q8vr162vmbr1+3G13iIWIMLDW2ocwm07TykUpXZa6rGrSWmltrVXGRGZSylhjjc2zIs8yERjTzNOEVFEa4GsCOk2xTjKkmApDHsdqo1UeUUbcJJ5w9qgYlKRWUJ7rdgRPYUlROPnqTm4Olaw935v906kspEQ2BmYAThvCICGFhCVTpiJlbaa1LqvJUjhKjD5x/p3r+6e2W3Vte2z7Y9Pt9+2x67f742q9dT4aY533pPVoGeU0VYgxsnO+aRpErZTObGGsMsae9FF0c3P7yZs3dT3p+363222326ZpFNF+v9/vDw/3d4fD/vHxfjGfv3xxm8R1YyxBCGMeDxCNOr9nBBeWFE4IrJFAAWpKjkw4UxpOW7J4FkamYpoIEVRq9mKMZVkCQNe1KiVLJPLmqVT6uCEBBmBSSErhCOOAYRgeHx+/+OKL3/72d8MwpEDntDNJXqC07kvjmyzL6ro+Hvu7u0ciSq3vYrG4ubm9ub5azBfT2XQyqeu6EPmYyea9R5CkSk3SOxIKPibOyChCG5WhPObTgSRYhURAQpVqSBzPGbMICCEWRWatrus6Rk7Z330/HPaHY9v2Q+sGMcaaLDMmU0oDUggJ2aJIGQQyBKCR07WN0RhSWiFaa1K/R4EhBAksMUKMoJFD9BADKVGoFLJEJxIhOg49Qjrd6eWeTIyMAKlhY5HoQ0RAAQUpNiAaYzRpRCRJ6U0xsnCMSMooHQQCQ/QxldVap+yuEe0hIs55AtKKMltEYRaJAj74IAKUdpoQhHOlNaD3Pi1UfGSlrbYIgN4ntOPIxT1FpWHa/KSQgJQJrpUGlKT3rusakZwLTXNsmqaqqrMp1GhtjE0+tNSzRQYAVdf1crnURqVscKN/6O5O94L3PsQI8m/l6SNiXdcJQvvmzWtjVBIfnv1+qbckGvWWqdM7mcbj8dh8/fVX+8PhnAUXIzs3hODTZCcNTZzzIcRnEt8fx309RwamLi51vPyj/3U6wc+DHX+6aPy3IkbOXr6UdTqbTv3gEnb4Xy5Wzy2SiIz0S3kGfREGlhjPedLPsSo0xk1CisWTk/fq3GjR/6esWP+zek4AilF8iMyQbP1Kj37cwWMInhRoU+YkSCHKAMAhiBuizwUJ0wMLhUFc8BAiK42IxAwhgPMxChhrbZaRIud8DMKCXSfaoI0akJyLURcWq7Kcl8ZAHQ5bN8RDROQIrufdtg2OUbEPbLTXOpQ52EyjWGKb21mRXRX2ttl9ff/+cP9hzUx5XS2vr17f/OWr68+Q8PZytd20+8NBqHV9ezg0zg+ZLaypqzoHLkgRoiXSRFqYfYhucCGwj+i5G9xxcNv9ccceM3v/7ds//smbmc0KbYIPXRAytiDSWpm6Ku7unrbb7Wbn6/rPF7q2VpKyLtl80zKNSE7yBB6VnR/zYeD7v3mWhws/zTj6HxB24rNP+v2ZwpjjOk7hEE5TXDwHSp7vq1FnL+d/pPC0wScQAkEICGK0xqpAyJwzipC0LooEx46zSfGLn7+ZTbPri8WH6xfODavVyvsngMgQAIEItFWoiwt9S6i8Xwnb6JUYzVEj2byYeCgYbXqJC7vj4I5dpxRWRQ4GwKMQmrxAyfyAQMAQfRxIC0t/OK4CO6VVlltUAcghdSGuQzgIuBC7ITRD3PfDsXeDczgpb4tSvXh5BayBzcPdys9wNqsn08qqgkgxA0fH4kBBiN5xc+DgnVFYZWZirPae226wuWhDSilkHYLmwEWWKW0lyna37bsmihPJOGKMBGwJFaFn7kR6pRxA731gaYO0wzA4fyyKUil2vkvGB5spRCDN3h858rFt++EIojVGBQOgN1aVpYXIHCMr0WQQSJgRhUghifMDY2ayHCke2/bu7g4A3dAZg9PZVBt5eHy72dr9fvPh7ut9s+mGtncHYw0INsd+u1sTxaLUHLWwCi7s97sYXD3JbE55qQhVPTN9L8JJPY/BeUIhjAp5NjVVSYS+yGz0Rd/FYztISTir6uLianm5rF/k9N4dH7r9XmEy3AREBogiAZGNVfWkWsY4W8wjc4rERYTVatU0zfF4bPYHo/X19Y0bHNaotQYgQgJUY/AUYtJupTVOUo+cSG5jeNdJoTEuxs8FJQDF07g6xqHbHwQdQ39oVm2/D3EgSqAsRaSO7dENHyb1RCAOrt81e5tnl9efWJu5Adod923kyEqJtUpRoRQ3hzbG4P2AyNaaoqqqOtMq14pjDF3X7PYrIikKVdZo88Hz9tA/WZJuOB6a/dMq2mofsaI4L7SxYNcP8bDbs3TMV9N5UVUXJjPt4dj7O6DcBweSQ1wYfVkUF96rp9Vhfzw8rh/2beMl7ncd8lAatGp+tXxjVDGpJtbYGLmoRNue4YCKjSkzUxFWqJC0KKWqsnxxc6OVrqp6UtVjSa+UtjbLc2NM4Agjip200oZUykZLdYEg8Knvo1SLnKpsAIaUHX1G0qfKZDTOMJz4bqe6Rr6nt0f8Ecv9pHeX86gdTpKN50VTchOdVoOMJ73PORdYRGIa+gIQaVJgUiNaJIgGx+ArN8wG57q2b9vu2LphcG3bV5P5cnnVD31RVkmf6Zx3zh2aZrfbaW1OXw7S9wMnOsWJjqOqqr66uooxzmaz5XLZ933f9+3xuN/vHh/u3r79brtdn+bQzAltnhYuMo47RDhGxjT3RkrIRUA8s8rlHP4AoxbklKb2vTOWDill3p+TIZJ7Cj/+2fPEiJ+A3Z0AgMmaxamPfXp66vs+iRp/IBVLDWNaYnQdtW1rbZN2L1qbp6fV3d39ZDKd1pPFcr5YzOq6TAif6XRS5IW1ZkynAIgxmZcopdiBwFm8kzSLp5XXeCmwROY0sOcIYyLcR37IKDKLp3WQZFZZQ1WVD86HGFI+J0vgyAIQfCLJkNIWSYEgoSAAkiKMIoiCmlghJhdGZAwxPe8pRgoamQlEkUSjRCNL9AljQwRKSdrVKUw+PRCWEX4oSECk6CMVMx08pjh7EE4kUyJMTA9C0ESQ9LdJfIdapdsTCRQhsPjoUlAIkpIIzIw0LkdQK20sIHJwLBiCOB+U1hChd23qdkIIRMpmtq4mEs8GtFPFkvCNyVHIwsg201VV3dxcJWhzWqn1Q5/GDfhsG/MDJKPWZj6fTya1AJ95ns/D9FLLF1jSDkqR+qGR57l+7+PFOaKhRdha+8knnwzD0LatMSZdrsyR1Pcy39JFmyIEuqF/Wj199fXXx/Z4Bsycpadp4TZut040mWfV41nGKXhSaY/fb1rdn1PRUb4Plky/5BmVEp79kh+lDvw49+Vjch0Rwql3PeemcIzDMAzDEJl/qsnDZ5XrabYizzvsZ5giOSXhnYrfFMCBSIKMz8rcZ55APAVl/xh39G9duP0gh/17dsNUKhP94Bz9EIz87wpx0QTjJJLoHERDpAhOkbQYJISAhMboLBrAkEBl0YsTDtELMAkQezcAEVal0kYRife82RzevbtbXny52+2cc94HARLGvgejEdlqrUMXPBvpDC3qsirrQiblMXqM0dlMR49GHY/HLrCwgDZOqWORGeasKLLF5PbNq58v5590x3y7luYgCZ2QZ/W0elXoV7l6qZR+efXrx8fdV199HXDn/KEbWpNBWWbT2mmaZUVxZWrCHMDGqFA0MwWPfRccu4BucJ2PgqQGx09P2z/80++uL3+2nJeLZbXbbwIHwCAiw9AMw/D1N7/dbN4p0+VZF3y7nDQgZlZfKa2JIEZh9mlTnO7M9KAIIYp8XG0/Gxuf5Z3j6+3fJXURnt2ZP7jnfzDpGS9XOt9co8Al/QcUSg4FBEBQhCwUEVkRE0XEgMgpPxRArAUiVU/B+zAM3dPTo9F8czO/vKw/++TNdtW++/DdH//4RQihKLTSSbURRJgUVdU0eO5a0LoA0eAxREEyRVl1wQ6e3MBK5Y65a4+HY6MNYia51aLRFhliFr3CCDcvL6qqMOpytrSMzWrbAWFZFjavGHrBLnI7uMcQtghD024P/drFbeDgXL92/XzGVb68ul5W5eLhffPu3fswkFHZbLqwGolxQBeDADCpKFGadnc4rEBKo+aFlcXi0nvabHubQZapLEOjlEQVPVlFPvr22Dw83DMPRakjEwAqygjzEKI/ro/HlRt2iJ21QVCUFlQD0KBULEod2T083mV5Bhhns6prhxhlcK1RoJRUVc4RdaZMjr07GkOzaa2QvAtuCJNyopSJkWOIqIWU7A9HraHKayA4NM3bd++YeTatLy8vjYWnp4f3v/u/i6LYH7YPj9953nd92w/93uwlStN0u92OCGIsM5sLa+diCN5Yms1z7zvn23pS37ya+95ovKirJQLstutmvs4yyDNAOpalzKcZysz3w+ZwOB5AR8ND4Y44fX3x2cuLabFwndy/XwW/C0gsDjGOthGJiKKNqqrSZrm1mTGGlNJaW5u9f/f24fHxsD9YY29vXxyP7eUFGmNDiKSU1tY5JwyISIa8j8PgY5TkDmJmPKHeTqr90fiaIv5CYOccomZQafUyeHf38A3LYDMI3EZ2xiqtsuQgErarx9169faTT94URTZ474JfLC9+9vPXJitCoyQWVTGf1DbPXVmK0ez9dOhi323btvXeKYVVVVg78Z6Hvk1d5dPqLsuNtmVW9GSa7vi43elZpZT2WS67wwe8j53XGi9y8jqG3VP+4f26OexF8Fd/8frmxetq/cXTJqy2D4HrEMuimMHi5cvXf/L6s9vjYWjbfrXZr/c7z4E0PDzsILblpZ7WF5mdXl/dTOdEKvrQlyUEPxyOHyb1tJ5cLOY3GqdZbkxOiGi0tsYSKJ3AiEiSEl+0BgIWCTGe3uyj+SgposdnlQIGIgA+q8SEz3unpLtJyUkn0pqccmzH4iAB6llOKgU4B5QJ4PeexiklN45PvrHJT1LBjxKgNA8mSn3X2dijlCIc37PBh+hDQlqcgoYBBSVR4xUpRTab1pMs7YlCEAFyzrdt3xyaY6Kd9N3hcFiv16npPR7b9Wpd1XWelelhzSzOe4CRbpcKxFQ8pT8pyzKlXKRk56Y5fPvNV0WRH48HGpfb8cxI10lwhziOyWMklVR4Ktm5FWkidbLMjfQ8gdEdkMRTInx2EqYCNFWehGKMSUfSdZ0x5qzSPH0kR9BH+iHgORYlKQYxrWVGU9xIwCc6od5PJMAUB6fO5MPz8jC1bdvtbrVaiwgRTur/l7v3+pLrytL89t7HXRc+HQwBkuW6azTV3ZL6QXrTf9+SRmu6Z3XNVLFYJAHCJNKEvfa4rYdzIzIBklVdq6sfpCTWIphJJDJuXLPN9/2+qqrKLMvm89n5+cXnn794+fLlRXE+CoITHhcYUUgpECC5Ih4/uBExcTiSSi0eiSIPs9L03icxIkdOXTVEZBaE0qg804DEDM77vuvbrmvaNkaIMfpjmnqMAYkQiIERJQETcRiPMQuUKJBEEjpiZBFCDEEESSQ0QgxugGhTkHra3qISUgAhM8eUi4CEHEeOPwIIkEoqiDFC8D4cb4wcQowxpBBuIYgAmD0zAEsiEMDM/ihxHa9RIhxpxj5dLRQYQ+AQWZIgIZAgIqZxjAth6HvfOzsM6SSp60PXtV3fD8Mwnc7Ozy/m86UPvfdhFEnSg6/qUdRbzIu8qsqzs6VSOsYQGUL0wbujp+5BeHn0143tkFKyqqosMz64dMaeqvPTuXTyXyHC0QfIjxmJnzaRo801GT0gz7I8z1+/etUC53kupIgcQvRI8iQETSMqiJGkkEpt97vrm5vXb753g6+KKl25yaJmjDFGj4CFcVTxSezBKY8+BS6MLRMdd6Mcw2nTcEoTOJ3HAKNTFwkevSz+uLwcm6wHxcQPdpvpzpBa9/TeSSnTNCod58eLiUdd3k/tPxiPrNFT3AUf/cbw8CVBRKeNRRrAHSe5xHz0KT/krD8yY+GjnhAeWZ3/ZDeIj5IcTj/Iw0MH8fFN70cP1Gm+/CdMen+q34ujxEQ+oEEQRIIDhxC8DQF2u2AypbUoipLBSkVlqSM7OwwuRGYQCEZCCMBMzKrrHAk2mWxq++23r29u7w+Htqn7CECkkYRAJbAUWEg07Lu2jvthaLaH6SwuzohA5qYE1ovlhET87Hn17av3h0NDEiYTMDo6O9ghThbiiy8+u7p6omV1d9tByM9Wzz578WSze3d3v/u//8/flvkTwtnLF19eXfzqw+2tgP+r7W4joilASvDWHuqdpKhlNEqv77fru267GWbTy+nkYjq52NzdtYMVea2MKPNpbuRetdHxfrvbru9zM8kylGriQ/SeFFJd97vdDcC2mPR54de7P+z371xXPj379dXlLy6vvkg+gSzL094gxnj0U5+oEPhxt4aPA74ey53/Si6+RxfRn0PHMsQI9NhlO+aWgDoOPlIqLyMGIAs0ANqE8BqsFUKkeHcfvNEq08YYbYfGuXazaQTScnF19eTp5y8//+7V14vFMsuV80MKaAXUCF7pvKpmJi+lMSAxumDD0A2dddZ5DwTaGInecr+6WJIEwLA77Jy3kVErzTF4F8pJcX7+2eXFL3MDdf2+bfusMCgqE0oiH1xr/T7w3vq74fCu6e4O7b4eBik5MsXo9/XWeS5yV1bLxSo/7Ju79XsSPFtU0mhG4CCNqVCoiMTGGm96Q9GJGHDoAWIhUCps+2bbNz3JLvh6Wl1cnj+TNGkb23Ud4KCzmFcwDDvnUrQUHA67zWHXNLUQXE3MZKp6O7R9DyCEiNoIBA7eee+Dd4GjMTr4SKSrcjafXbgB1/f17c2GkU2Os6lUgqs800oSEgQEls552/c3d/cgsJyUkREAfLCTWXV+uXr24un/9Le/Wc7nwblvvv797Yf7N+9fE0EI/eDqze46xE5niVZnljory6ptur7tIIDRalKo89XKBysVru+uD4cPea7m89mzp79+ev73hEVbh/Xmfdtur65WZ+fl7776L5vN++A6IaSWglgQa+Qsenl7fT+v3nhXH9p7oF1ZdUpS14lD446k17EmZQCp1GQyXS6XSMIHHqzzPvT90HV99AFRpCImhAAMMSSxWUgrR2OM93G9vn/z5q2U6vLy4smTJ1qbZBMa1VxEQijvnQ/+6OM3McYQkT0P/YDChTC8evVt4G6xrBbLyXQ68y7NK6ltBqM1AHrv37x5WxSZydWLlz+fzbLVaioVaTM5K839fSqj+vv7t33bDJ29u98TmbPzZQiua7u8GACMlCrPTdM23nnbh8O+t65WzbYfukO/2TW1n9o8V198Md21dyE01kpdTEl4KfniyYpZ3+tMiAnAJAbdHnRzMPXBDL2VsLh48tns87+rFhe6yhj6qZR5obT5W8+7/eHD7373x+DAGPmLL7/MsxLQCT3Uze1m/66cuK5v3GCDazfbaw745ReL6WwmlfLBJ10jRISUYTj6MSKHADElPsXHD8yYuDoA6S4YANIbjSNDkoFPT+wxdowx3TzxT8zB6IHHho/jxFPBMz7FBSEK8QjPllSFeJqLQRKfaUqKveMkAAAFUPIJhhgJUBj9AMcaHdyRU7GcKk6OmECXQCRAkBTCaFVMJgtAjDEc6kMI3trh9u52t9s1bTtYN9xvhaiNyZXSQioppFJiv98nTSMRCUFKSqVUCMFal1jMKU9QKZXleZ7nWhuOIQWmj1QDFImVOMZ0AcoxhBrtYO1gQ4jGmP3h0NtWKhkAUAgQieTJiMmTI5Qiox2QDCGlBYDWOsTIwMMwpB/yyPfjB8bBI0zFY8bgJ7WOEJRCNdIWUinzY8UWALD3/iTp3O22TdOnSAljjBCU50YIycyCaBiGrmtvb2/evn3TNAejdZEZ512yC6YO1gdWUqaA8NQaJdcuh3hKOEw/MhESjv1AOFb/CT4RQgzRM4JAEISpt02bDyJBJLQUssqLPJvNZkTEwH1nm7btun4YnLVusD7GSEJIpZmVkJmW0vnI4DiEyAGBgFGQEGLkCCslBaEV0Q8OIEJy9jEryda6GB3HECIDijzLBCXTpfDWBR8G9uni5IiBxq01ACIqJCRBSBRiIEJAkkr7EBBDlmVJfpzaFQbmwIEYAQODEkoIGqcpAEAYQtjvD9+/e2e9c8EPznHvXdsf6jp4n9LGR/S/ks+ePa8mkxBDir503ocjMuRxNXX0qgmt0/zdex+letghn4xkIQSi8Ml2ztrh7u42hFAUeZ5nn4RsPV4JpqD5lIPy5801R0GyMUopcXd3d6j3AHz15CLP81P8T3r0KKWQECIEiARCa13XddppC5RH9t74MMqyLMsy51zSp6S8wZNyMsb4083JY0faf7C56NGRP13sw+C8dTGE5XKZGfOXJxCcIhOJkMIj7DaCOMkHQiCO+Og0Qfikl0P8OHn03/vSP2rj8E+2hf8Rek4CNErnOovsU7ohxCAIiSBEa22IzABJTZQZrSKAkIgonO1TZqyQUghAjMoIYLIWGCQSkVDO83qzv765tzZGD8AILIRAYiLOJJVK5AIp+qFrfXTWWde7NkQnFRalzvKoTSgn6EHUjUAEpTDTKs919FGKkOUoRdzvtv/9t9/Wh74sJ0+eF6sLmi8XRc7DENbr/dVV1GqS6QXGqtkjSjWbLyQNHK0bPJMTEFErBIaIwYpX3+y87QRt9vuOsclmzXQGk6mYTovldKpEnpuF0UKgI0lCRgOEaFoZ+qEd3HuS6zJr5kvUYufaumnp7Xu3rtTvLwAAIABJREFU2+7ev9+cnZ0vl8vFYjGdzIqiMMYkvHFiZo2270fBjGnHneZ/kcNfEwN73H4/GpQct/yJjBU/3dGfqE0JZMTj/R4YBEPEcVqdxmAB0SFaRM8YEUGQYBbAgpCOGaOYm0xLcA6Bw5CJYGfaoBAM6PM8K8siMYVTrKzzzCDzolJak0QUzOisb5tuRxIKk6MMAF30ToFRChmDD4FRhgjOoe2RQxpyZVplWklrOwRRFOh5fzisB8uLRcEwHJr7tqvDcBth7WEbsRUqlpNcUBZ8RqiVAFJDpL0u+OxKNzvOSwix7XpHIpJQAgkoAkoBMstyoHmwFfu5gDMlFgLjtMJdzdbtgh+cCxyRUDsbnHNAvpxok0WTw+3t5rDvbS/a3DGK4K0UPoLvuj4E67zzMUqVxRBtb6MHbQqTFd3QD871wzD0djIxs9ny889/FizlZi2oaLshcCxzzaFzgzNSCaQQY9faEJEwU6IcwtA0g1Qyxs66qOTEZDRfTs7PLpaz1dANSr4nzARSCIP3NgZf5EUEQeSl0EQUfAjeY0QtciUyiVqgOF8tne97Wx/qXdPapqUQbZlvFtOuzBXJANRsDzcobz3km903bb+VBFWxqiaqKNR+dzBKrBazPJeb3fXd5g+DbazfzFdt5MFzKYWR8igMo/FmfUz0rsqyXyzPBuu9DZvN9vb2NpAXQpxmXMwgiCLE1OwdbfTgfdjvD/f39zc3t/vd4fPPPy+KXArBINLOITksECkZnJK3x3nvnLOu1wRSE6Bv2z2vW0Cb2AzORY6b4GWRtzFQURgSkjE6NwghAETXBegc2IFbt9t/N7h31n+4+fAGAmZquphXIRoA4hgIUQlth6R85LYZBOazybMb/C7wVlHIVGMDCNr33fdlOZ/NNAiFoshUPikuK3NlxIXGi+AMIJ1dnFfThcn0avWz9e7Dbl9D9MvVl88v/+Fs+p9lPo0KgwetVJZrrSNjVzd3WqyYxXyerc6Mkqprh/Xmxvo1Ucu4kcorpQSWgvIsQ2l6kh5JCxAwKoaOmsuxEoakKxrdch/7TI7y8TEFOMnYIMajmPIv0b2cJFXHk+Bh7jUie0jQyVLNwB4fJXbgKHrnE3ALWAKIEaIxfoXT0vHIfolHJv34fU5YwVF5CgAIIXIc9YcCkdLoWUhIJ3jSlTHEyGE6n7dt0zRN2/TJnBMix8DOua7rCbmu9ycjUN+P+73UyCXRVNJsKCXSrV9r4509liVHEj0gnw4SICMwIEQAgrysnjx7/pu//4eb29tD3ThrN5v1drf1zgF6RELSIQKNIjsUOPLfx5JaECQrewghhKOziz8adSP9oA4d3ZeYIsYfFfQhxOAjiY90dCnqI1W6CZRKRGVZmKxEUs65fb2HfSQiYzJtNBEpIaUUUsph6GL0fd/64CKHvm8RUSlhMpOeZU6QUIIEEZIA8cjayD9E7Z2o3HwU2ZyggEQEHGIIabifxgDMHINPBBMhUEg1xudmRgjMMuNdSIlq3rnImFYGITrnrHMh5WULUoIkCZl0p4TswbP3kUASSyOlENNpgeyBvRTctNY6yzEMQ/Ceu3aQJLXWVVWNlJgIAgVKAoBEThoDAwjT+xFitC445wJH65xzFgim0wmKNIaJONpYUqPIp5DAtJhNKl+Ooev6t2/feo5CSRJCgyStSIp26IF5sViY1CEJWq1WRVkeJd18THpkHoGWMYnwBQmlVJ4brTUzxhgiRyL5yU0jTYjw0YmXrpS27d6+faOUmM/nQoiQEKRH/egnlM7UVTzq+X+8rH+8P0ypoV999VXwfrVaLRYLpUSSbo5rwJPgK2GigZ1zh8OhaZqkYkipi/EYiYIkhFRKa0qJpuPuSiCJ42ZqZFDHY6I6P4ilT40uUrLJ4k83I38ybe7xPuG4J4CPre8h7dvTHcBa2/ddkWVZliWnIvyI+SieRmaIkOIVY9LsjioA/kiQi+NFN8ooj8ykpD0dkbqPaJpHy/dR5/koK/1H49R/uL999L7/MFEdT8+Yjzq/j/6Hv3I7DQBSAGU6y7MsRIscg7PBWY6eo/fOWhsZQKnAHBFYCCIQAOyc7zoXvCcBxqjMSEUMmXSW28YZk2mjpKLIdrD2cOicBw5Jyi6UAHbalQS5kpQp4QWFGF3woW27xr5TWk6mhTGzyHWEwWT98xfsg/SegxcCM62KMDSI1rn9ob7f3m/++Z//y2w+e16sJpP86fzFF19m+1/Obm82g+27rteKlCjybGU7hdJoOZV0AGxDHBgoeLQ9R59pUU0K8dVvv/r26+83a6dNUVSxXHbn5/LyciKeLS6vLlaLxbSal7kmGhBiDB5JZUZ473TWKb3Lip027WyujTQ+AwEw1Pf39/D2bV9Vk/lsvlgsnz//7Orq6uzsTGsjEZM4nsfR14MxneGRQBzpEzbAv28G8HgV/nB/hCOLCY9c3U8CIUZf3/H/Z+AINCq7k2kdGDECeSAPFAAjCdKkvEtSKogRY+AAQWuUUkuJRZ4Pnaj3enC1IDGfzcpJUVVFmq0jIyBZG2NEZTISAilGjBF66w9tv50tRF6WQom68Y6lJBPYplwjolwIHAboGwHRSJkrqrzD9d2GyCwX8/PL5e3999vt2667NfozJLddXx/2B6J9nm2jOAhjS0HLVaX1NPqCo2Rmjm4YbkDrsyeT1VkpIAvQ7PZBalVWWTKiR4zArLXJijM/TCiuFF4pMQdGKTKkULfcDRspmTl2Xde1wTmH5MtC6jwi2qbb3K+3bQ3G1JPJfDafApims5vdpu1qANAmIyG9801dMw/VhLJsYofYNH3TNCHwpKSymD5/+jJ6ybFQcnJ/f1hvGpT60N3s6q1C5Qm7tt9tWiHzqppW5RL7fWMPgOCjZ+61ioyDyYTWWgiNyFJOpuXq8vzJYOv94a5pusX5hY9D1+2VlMzee3vY74h1mc+VzGKIwbnFYuKD3u1t26IP0Vq/2a61fCPom9ViJVGjHFy42zcASpM6ZIUTSEUFwenZwtzeurIST57OV2flZvf9N9/+i1BOSZyuqGv7rgcpy+SSFUIKEkmaj8iCpJJG62w6mXOEvuneV++U0sjHZOCjBCXJOTwHrVVydEipk1n/9evXMb66u73XOnv27EmeZ0giRp/QcElO5pyNccymjjH4MDBYQBIiZLk4NO5QHwB98KFpumEIbeO61uf5YVLNJtW8rMoQQ9931tm6js557127u2/Wbwf3urOv2/5tVx8W08vlcn51drXf+7v7DoCl0llWHg7D4B1AbA+DEtPLVXGdvZXg86K8WNl82ARcN4frGAcll/NJyTjTejorvlhMvsz1C28nk4kP0V1crSbzaVbI5y9+fWib3c4jxefPfv23v/zHefmSpfbISmmIGEPwwUvJq8Wzs8XFbn8zDD3gvu/r9fr+d7/7F5k15Szu92+EzCaT89lkmulFpidC9i40AbQA5AgcIjDQSLMcUz0JKSTUBRCfksRO66+jAUMg8MklEscOik5PUKTRgnzMzD2VJEebx9HQd8LAnYDjSMiCCMbiG0ewIQMghJONbwxdfAAWCACCCKmHSdUTP/KaIEeA0Uky8vEpwS8TAzOVEhA8swchxlPUB4ghMqcogIiISukQvUBZlhM8P48x9N0wDK7rh8Ohrusu8Se8dyGEyWSSOplhGPb7fTWZFEWFY9zZo+F6iDGwlJLjyJmISbM4OqEQOPkSR8QpECNgNZl//qXSebnZbHe73Xq9efXquzdvXu92O0SQOgUJisjoQgwhIvEp5st7r4VODL1UNB8tsnDq9Y5OKjppW8Zj9jCO5JM5J4Wkx8hCHBMhjji+PM9Tq+ycRQRj9HK5WJ1f6SzfbLa3Nze77dY7n0B8SimjdZ5l0+kUEaWSWaaNkUQYow8xgQNHbQAzCK2UVlobEQOOTQsSUeSTlJTCGA5Bo0GKU271ERIvBJGILqaGJ2VYp/Y1xsDgIXkaSfgQYmQEyjNdFAWR4BCdD8kvk6SMh7bt7ZCkwMCEIpBUSCwiMEOIIXqb9m+ZMcqIPFfLxSwGG/2AGAfbMkcGCIH7ztaHlplTjLVRWpBABiElkQghpCW2C4GIOLIPwXrvvLPWdn2fwoeZQ56bvDBSKsA0JiNEMSZ6P0ZrxGQgH12BIYTtZqOLfFYWk+l0klcCqa7r+/t7IcQvfvGLyaRSUgXvlNJGm1SijLX6aD8ZGyoiZEalRVnmZVUakx0T2D/p1o4QRRJJJHzy3XCErhvu7u5evPxsPl+M+ygeN88hhsff53j20qcazo8Xho/2WpzC9O7u7n7/+98/f/786dOnVVUmDFjCtByvi4dvGGPc7/dN0zjntNbesQ8J4MSBowueAZCEVEZICUTORwYa+700bxACiAAx8tir83Hc9hGUFI69UWqDx6kPP+b/0agCffD//PRGEE/r1nR4vfdSGCmVENJ733VdXdfz6azIs/V6HSNjekdPyGQ4jVFG7Sg/cFvi6bp7SLePJws2jJbi040FkR+ZDU/LT04kinEoM/7+kziEjxoz/pH27+NO/9OW73RKfPz5P5ucPr70R2Ee/9ZeQKYHpJYSBUlJALGud21X7/d1W0chwWgoC5EbIQXE4ADZBde1bT8EjiA1lLmcVMsnl2dtMxzqQch+NptJhV2/RYpCkDaABHYA1wMB2s5t7tZ2YHcVnz4xiFEIB1CbXFUzXU5Xm93a2u2h7hdGSBFItDrzDNH7iKwJFIHYKw6xr5v1V1//y90H//b9H27vsn64KKuf/2b5i9XZ04vlcj5bMAsGJ0R+dfnsf//f/o+mvXn99l9ef7t9+XlVzfIYe0BVH9w377/57o/O95PF7JnvS2Ib7CGScYPv6s5WqqtpfWPZbrrdMJ1urd3P51Veah9jXQ+7bXtxeTWZZb/+9cX7m/u234awZarybFFezSSft4ez29vlfl+//v71d6++/f7N91eXV0+ePF2tVovFcjabF0WhdQZwCruDE0X60W0ondPxP2LP+/gexB+FtH4KjT2VV+MvDCOwLY1DfsQpCyMwGcBHkFKCIAAlBJOIwCp6q6SYzwoX1TDItpco4EiHEwyIIJVmsINzXggOwYah6+zOx1ooK5QDtD50DCECWA/Wub7vur7Vqowh805rPZsUl4v580zP9tvu+t376XSeXc2uzifOicO+bpr3Xaud7d9//2qz3pusXV72DF5IYIIQAEBqUwyDc7ZzrhaKJRnBiFL4nvd18+7tnVT66snl6nIK7JpuC7IRKkiWMOpHcqMKIpmBKiZ8fdtvvn83DLbv7W7f9B0LIbNc7tteqiBkcCGQlCRDiEOIlpARsSpyk5GPs8HavreDc85FBOkcDJ3vGq9ldb6aXZwTMGlTRCcgaq2r+Qxzc56ZPcLNze3r9V395s37TMkyN0Pv1uudd7ssr/MyBwlaa1LR5MpkWVN7G+rBHmys605t7pubm3ujq9/8+n/p7f77N19/810XHUQGBBVCyHM1nRjwwVuSKDjErm377mA056U+X63yXG7367rbXD1Znp1Py4m9237dHNqu7ZSms2yqs+XPrp4Rout92wTbxeWq+OzF8vKyKioQslfaFVWiArjIHoX1oanrut7XfTccqQmJDA9Cap0VVWVDiM75yWxWTaZ5VvTQkRCIKKQQAjkE6x0IJEXHAmyM82JmKVTvhvV6/U//9E8vX7788ssv5otFZgyRsHaQkqSSwJIhJu+ElDCbaQbY7m7fvH21Xr+z9pDn6upqKUg1dX9zu1bCTKqcBLXdel/fXZxfnJ2fr87Pd7uDIKV11tRtC9e9vfNw5+EW5Prq+fzFk8+enH9+2MYYQ54ZKSVHDiFW02mIwXatVoZYQMBCPw3ugMFr4WfV4GAt0Xq/7ppQlVfO5f2usmYG+QJlcX19u98fgLizdd0hkNGZXiyfPnk2FFn1/LMv58svkIvAwYX+0B52m912vfeWl8vZ+XmlMyGk6/fXv//9+yo/U6ICtuv19c32hmGfZTOI1O315UW5mFU604iUcq4YOTAIEpIEAgXvk+fNJ/vNUVcQORJimtPLI8WeET2CO940MQVA4QOOCo5k8dNm6iTy+eRDJNw/Awv6hNEw6suSpUpIDj4E9sGH4EP0xzHZ+MBWEqVSOIo2gAVxDPG45kFghIhAJCgCREZgjj+4nzMDCUUk0kIsePAunPrYECIgSCUIjzBAl9xKkOV5XpTT6SKEZGMLwfd933z55Ze73T4lE2w2m0NdK6WV0kopKUVVlpNJVZZ5GpekWXvieUopU8bAUXgKiASEgkSMHHnE/fnASmeXV0+ePfssMv/n3/xmt9vtd7umqZu2rutD2zZt1/Zd13ZDagC01inSOi3iToQM59xDxtpYbIlHDyDEH1sipD1OCtHO87yqqjzPfQzOOURUSiX8ZiLOO6e6Thijl8vlP/7j//rzX/7KWnd7e3t7c7Ndb969e/vhw03fd3Vdrzf3H26uJ5Pq2bOnWiuA6IMlASEGa4P3VispSITgbGd7K4y2IYQYIiKWZVkUBQkBxI+GDBDCw0OSARJpKkROQcQSQQjJDM6Fo68JhVCjBQkAOEohUI7BdBxciIGQtCQl8mgS7idOZxPrQ9f1XdsPg/UuRLbB+oiCI4QQrLVFkeeZJoEIITq2fRfZAwelKK3ylFKwkEMf9vv9fr8PI4+SBSEChhgOdX19fX04HPqhTxPgEIMNtu067702xjpnrbV2eHJ18eLF8xDso9BGnVL0UmsmpaDEBDoeHOcCIiilpFSz2ezq6mq+WGihoo9a634YGLiaVlrr4+wkNd8hwig8BgKglEmPNAo2A0DUWk2qajKphABEEWKo69paG3m0XKZy/zGO5bTPybLsxYsXy+Ui/b2faqZ+wlH2Zz9CDABgjO66rq4PQtDFxfnFxXlwPhwjDdKHlBIQ0ieFEH3fv3//vuu6NNQYur7rhrbp7GCVVGk8dYQe0Q8UhaPaMcGET+62H7Db8UHo+Enzxj/S0T0Kuce/qP5M3Yu1tq7rYRiSv10K8t7HGPiHdNAfAYp+tGokPMaH0ae3DXqQD3zSvuG/DWD//1k+Z/Bu6Hs7DCaXhBy8q+u+aZq+H6SCaqLLUmWZlAmJay0SBu/t4GMCHQeIAZyNbeecw6KYX17OZ7NpNxxef7/XxigdGYfYeHIgpUA2rufDvmXeCyEnVYEYSPZCNaSEVMpkbPro3GDtYK3SjoEGJBYyKs3BOWQrhM+M7Jr+6z/8XuJ938rA1uQKwN98WPetJKxMYc5oFXwy38r5fPU3v/zN13/4193u7nZz2K0jImWZZpTR++Boe9+t7+y1gHofnKXMlCFE73wOcLa4uFhOhIx93SEPQuim7pnlZhcGxx+u+2++Ofzqbz58+eXq8mkl5EGpTpDl2HnOFDhBURAws/fOucF7v16v7TCs1+uqmiwWi8VieXFxuVquZrNFGjkQjRPQxzu9H9o3//2LvrSg5j9lf33MXHq86EtT68hoGR0DMkhgTDo3YMksmQl4zDxhHP+IIEQQwBhDSMlMEAUhCS0xRKJMmRhiFEIxI0diICYIgRiUlIIj79vddv2us2+t3xQTIu07uz8cboahc5EDSRekj5JZIxlkDSyJBAlSCrI8Wtur7ODjcGhhvfXMd1nWF4W3/Waz3r7//m3b+GISVBFAICmjpI6xdDaPpL3nyBgpcuwBopQa2CtTCiqWS3QOujbefNgE2A3+FkSdV2o6nSvBjN7HFqz0ntv+AHTYH/ZNUyNG54emaRFNJgrAsuta7oIQSFCUZW40BA9EfDjshSCpQEgUSgkSQmhog1H5xdmUMO/6sN93Xd+UVXl5dfHF519qnXuHh90w9Ha/GybTZfD7+/vb+rC3tmP2IYQQOAaOnr1jJ+Pc5DJDj8RklSalweToQnN9++q3vyui1ZsPzX7bVpWZDpNMV5fnTxF93e6bbjdIeXZRSuWG/jCpsqHHMND9/Xa33Vvbr5YloUREJfVsOi0najbJtPEe7jb7D9vNfujdfDZDkWW5BiYhtMzL+rCz1ocYXrx8uphPiDxgKMvy4vzq+vpV1w2RgxSSUBHJpI+QUgmhaFT9JgqGUCrLMpfnLssLqXSyVxDSKFJO8T6CmPDoFHrgJKVZb0rsvb9fhxCapnn+/PnTp0+Wq8VIYgjxca4qQ+vDoW627959++r1132/JgpKCUJbFvl0sppOSkChlSEhE4qtbj/Y612xmyBKrcsQgnOeUBiTuSEwWKl4uZqdn18sFxfR2rau22j7frDWAbNUIgzW+RYpRge+Z46SwCDLrq2D3CNvjXIcRPCA8ZytCL2KVrmB29it13cANJlXEfyhWdfd0Ha7rutNmXkvDo1fb7sy1yjZuv7V69+/f//usDssp0+yHA+HsH//h/vNV/frV/XOXZ3/8vLsZ8AY42DdRprGB+yH6azMOWZ9J/M8I6UBMEV/eh9AAHJCRPCDnuojseUxSyEyjkne8ChWmU8puSfj+yMNQ5qIP0ygEFM4OD9GtsfgH3RHpxjvOC5Mku4rhBiSUNdZ750PLgbPzIlVQERZNjHZREqh04fSY1wdMI1jYhGZgWOSrKXC4hgBgadXiygQRFpnHgmOQlACLfoYAiAwjy1B4qokRwqSRAStKXkAQxhCKOfzedf1Xdd3XTcMg/MhEfPTf97d3Wklp9PJdrPZbrd935/8QqdoryT5SGoxjkcRCGDqsxmJSAIhKZ0pZbJsMpv3fT8M/TD0XdcMQz8Mg7XDH7/+4/3tXdpjJDSLIhRCKqlS/3l05Y1rlsdYi0ft/wMj+vFoPIk2k2fJGAPOpmnpSST2CKHBzFFIKsv8/GJV5MWzZ1eHw6E51F/9/qvvvvvOWnt9ff3hw/Vut5tOy+fPn15crLJMM4cEqUnRHYiMxAwxnZPW2dvb281645yfz2bz+bwoynzkRekEiyESmHK+RuxZMr4L5PTJcNxHnYjcDwzD9BKStA0hbTjS3EBgesIhMRNTREEG0GhZ5pmz3gcfPMfAMbJz3vYWAgbbNa4HZEI2WkkCqUgqAiAhZDJ+IUijWSkpBHnvy6oUacXKEJn7obu+frfebJy3ZVmSEADsgl9v75xzV0+f5KXOS+19Vs2KLFdKCSRO1k2AkMbZAgUAxRRMlZbIx3pGSWVMZozJ87zIi8wYJXX00YeQKCZSyRRtgQIT9OaYjAZI41Ym/f64tIuArLSsJlVZVZHZB9+27Xa7bZrmiNWJn7ja0mmTvm1Zll9++SUSCEGnsLjH3r/H5+RpS/bD5R5/XHKldWbat+d5/sUXX1xdXZVl6b0Hwk+ZtA8XQbR22G433rsUd3mo6xiwLMphsEVRjua1NDc5LpSOHNHxfpTMCPiwZhg9pWP7xyft/MnWcxQhH3XvgI9e40fVIv4kUv70z2PrY0oCdzZBemezmVIKOJ68i0fx6UeNZHp+H9+yj4/VY/IJngQiRxDn+CV6yNpNe/d09Z20mR8hM49v4kcsH3hQ/D+idv9EIf2n9nsfp+/xX9ot/5v6Pe991zVd2whZSCGYo/Odc14InJVyuSjKKpdSWmuHoXd2AKQQA0SQCEggCaOP+11TN70S+dXV9OWLX1ST/H797rvXkOeZVEIo71wbXBAgORiE6FxXH4aN2W0WejrTyti8cig2zsu+F0oGogjorXV9BxFiBDYGlAbnB4iIaLSW69vu1R/fQSyLfHl+9uzzLy5nkwvbY9+avpeiiFmWI0sf05Ng8sRkL57/6u3b7z7cvL6/7Z3jxUoL4TmIspgr2R72ze3195IyrYosz+r6wGzzjF48f/b06sza5u7ulbN773sfhrbz+3rbtvH1a/fb33rEtZQLlV0N/T1Rnxs5NL4fehu6SF3XdsNQxBikFFlmYuTdbnd3d49IKQjos89evnzx8uXLL7TWWZZnWa6UOq3sH7o7/GuZ+PCRGvmj6dTjjx9Ijvn4C4EQCBkDUx85IhJDIhoJQOCoISpgySAYCYjHtI8j2QAYgucIpIXCqFLdADEKQTrLfYwcRWr2AAVHdpYBRGa0s/3hsH3z/jvr3+blfr5Ez/2uvn9//drbgeRElxeAhpC1UVJlLlIIPvq2H3btIJWqpelnq7at7+42Ny58W1VSm36xUN4dNne3t+/vOBhgdZgIJpEXyugJh7kL1RBVhAgkUQhrHRMqEQkxy8ti9mQ2UbtNe3t3++b1myHcgd4IVc98qVUO2RChtgGA2/rQbzb3geu6ve66tpwo9qF3zaSa50VmMup78g6iV1rnWSmJxDD09aFe36+VEiaTJpMkUCidmwIiz2ZXT5/+vCzOXn//4b/+13+9u713Az69yn/1y99MJ4u72923f3z7/t36sLefvdA3N3evXv+BuY9sJ5WMIdjBeRcESSUp0/l8vlQ5DlF6rll4QGcyYV396s0f3r+7aTZ+vx6uLp5bu7RDN13K+XJ+ebV8+/7727v3Xb/7+c+ed/3dq+/WSiFGaYPYrDd3NxsA8M5GrwLH4ENZVNV06UPtfWO5rvsP7dB6Dz6IyIGZNuu2yOWkyG1/qOuhbfuXn72oKhPZh8BFMRWCXr96v9tGBDGdVEpOy6KUUkmhkFAISSgBiDnEmPAPMrV8WhnC5Fx6gM7HGAlZKR0g+pHn/UCVH5EAQkipQgg3N7e3t7f7/V5IWq7mqSAOIaQo3hRR1fXNtv7+/fvXb9++ur17V06MUoLI1fV9nuvFYraYz5wP3vssMwymacUfvv76+nbnHZ6tnpTlMjMTKXIps0l1NvjcRSNkkZtKioKgKPPJwdAmrrvW2sHFGL0f+v7QdBsitiHu921d70PoUdr9/i6IDxbvBAkpVAzS2za6EgIFH+p65+Ow2dyU1VybJSMf2s22fvPdd/99MpmerZ5t9/tugH7Ap08+K0tjfff+5pt3H77z1j+5OlPa1+39//gf/8/7D/9tu38ThoweLsM7AAAgAElEQVRtkasro4ssaG+9NDaEerDd5HIlxbyt5aQshchIUPAx+BBCgMgRgxyTrAk/rhJGQjBRukWRSOzAMeOZCQEiMpyw2XRyjESOIwWRHmO6Y+QUgBY5EjAABGe9s8fW/YSJ89YNzjnvnA/B2n4Yeu+Ds4OzNgTng4/Rp3IQCYUQJiuzokzbpKqqJmVltJEybfwkkSSpkuKQhExBajzSK1KCKY7SDqQIGAMcd19SCDlCZQLGyNY6xJR3fNqPSWaMPoQwJhEjJPKkyrJsOp2lHs95b60bBrvf73e7Xd/36/V91zZFUThrD4cDRzZGG2OstdZa1Hq07yAhYhyTmyORRJI0ilEDI1rre+uNManKVcZkRSFlstMiIkYOVTn56ne/U0o1TXN3d+ecK8oyL0rClHr8I+K3H5bdjy1xRCL5slJhp6RKH0II8h/9cedcjEnGJUIM4DkE3w/tMHTz+TQvFqvVAhkRQRultXr9+nWe62+/+eb586e//OXPnjy5yPMsyQKlIEKBDMmchcgkFUnlBnt/f//NN9/s9/vZdHa2OptOp/P5YjqdF3lZlmWWZTGykJKEAMAxpe4ICwUADsAxfPzqH4KSHkdyn0xRzElCfrKUjgJBEpQZlWdZWmBED8FH53zf913btRIPh33dtMxBKhEyTcRFmRNp62LkxB2VzEIZ1EYJic756WzirbN2GAm3HPaHbd3sSFAxWWZZLgSFGOt2iyI+eXYxnU611oygBZVZZjLpQ/BJm8chxhiCRwIEDsEzUsrvSJo7QpRSKaWNMVopKQSPg4WEnnlgcgCCkImeC0KOLrbUFTOMTSCJBDplRDZGVVVZFIX3oe/7w+FwfX3dtq1Sekx+8/7BzvtxzZRl2bNnz9q29sGFEEYj2KMkhhPH7tTd/VmdXrqnJQ+k1vrs7Gy5XM7nc6VUjFGQgIeLAh5SsBASsanrWgBO9KDNZtN3bjqdprTnUz/zWKl4Cn8euzsUmDahx8XrmB2a9Ft8Gr6kxyU+YgvSiJd9RJw4/SJMC9Y/34qcHLYMnJLgiSht6ZEwuCilTMbOdH4TnSIVPuLrJJgmj5uFU+JC6lQfmTo5PgZ0jmpPIDyeTp90+580Zv/uBuxjC9/H4rnHf+RUeMBfr+IHAKm1JsAR/WMDSSaC1aoqyizPtZDJEkNd13Zd37aWGUmAVgIASJCUIvh42LedDc7uDwfOTLVYTut2U9f15dPL+aJaLAvmm1u339bWD+AsVaVWCgjDenM7nZ3NF2a5Wt3f3e33zd0drM5oOldlWfjQAkQl8ugHi+F4IHzf1U0jD3u/2QTgWoi8mqi//4f/9MWL/zS02Xz6mcSS0FvHCIFIB89MgCQF5VpOC73o6jd9fzjUrBRKUSDMqqpczLHeNjFgjG6wHoXPc5hNabmsnj29EgJMNqx3/X5/M1lkE01VBUTw7JkqCnV5WVWV9r4FcGmoZIeIXuRmaqiKvjBGdx2GEL333kdmkEoIoZjjer221t18uPn97/+wWCzOzy+urp4sl8v0hHgcxMHA/8H73gh/2V8RAS0gMMojyCndPjSABlCnDjVGl0qiEBwBSlRCKxxtxclbnPbsQEQQIyIprZkJAIIHQuW9a9pOayqqYrmc7Q63ge2hXu/qN7vtu7reKkEoJsEawEhSS4nW2s36cP3+Xql8sVjKbC90rmQ0Vee5PewOH27q1XJWTYpMK+fQDsPQedugD8hG+RirmVCyUmJJsgIWXXcfgIVmpXMpNbDM9FTLGUBuB7BWBm+aOuy7Joj62WfKefvm7WtjSikmEieSZsyKRLi7vwvczWYTZWI/DNaByUFrEBJm8yVzhmzaxlrrmO3+cOjaxlo7DME64bzywQmls3yCUFbV9OrqubMy081sthoslkVpdNl1LjdgdGUtbNb1u7f3b75fN8Pah9b52rrGuuG7795qqTOtrEWtq7woJpNJNTdRlJ3bDKG2vttv22DBDwx+6zr0Fu/Xsd5tBVRSD7/5n3/+i1/+nclNVeXr7bUUomnqu/ubet8VellVl1WR71Xdtv3d7S2irSazTGe50VoKH8DaxlFv8jhD7a0AhLdvrje3w5OLl5PnszK/6pu7ruHgqe9cmWfa5EMfvYt2YAHLwuSCBAShaF5VUyklM3gXgk+AMqFV8mAQMBCmrUuWUnQf1uY0qu9C8HGMGKIjeShZycdo5KPIR3jvXr9+vVjMnz17mueZTHFSY3CwHYbhbvP+/c3vbm/fm0z+5u/+ZjrLt9v1u3fv7u6bEEPfDx+ub+u6YearJxcM0bphOptXk8u2sfv9LgaQCzOfrUIjYtsuZy+mGF28vrmuu83b9XSS6wuEfDG/ZMi01n3XdPt1095bt3/+/Nn9sH13/fXX3/w3pW4urvalvCPRSAohRq2lIOi7LYdcqIW16/vv17d3zXYbjJnvm+Zvfv2Fg/pu/WZ9eB1pWkyEzKYRm+3hdnDD+flytsx+9bdf/OyXKyXwbPJZ34abm1uhLYoBYJjNzqpyUuazL16+fH29/ur1P3tfHw5ttMXzc17NlrPJU4gieCD0wQci0rkmQI7MgRHFaRDFP/HUPM6ojoNVQgR63O/hg/ABgMF75/o+RDht65K9KPg+eMchMEc+tZ4heB/G8PKUMx3DGEk6/gYYIjIjgpKC0zM7pfkhWFsPtgZEIaRWymijlJZCpfRzkxV5UWYmNzonI1EIIsWYXjwAiGSOC8wheIBwKgbShDuMlH1UWgMk/BQnfyk/LIBS70c4dpIjCyHVP1JKKaUxpixhPp8754YhBY91h8OhbZq2OVxeXQZnCeHt2zfbzXo6qa6uroAhQlDKwFEyG4/0Oh7Zjnzy16UjF6MXQsQohBCAzDH64Hf7/W63I6Ldbvftt982TQNIWZYvlwvvg3NOSFJK/hSR/BGNU+DICIGTADW9zBN5j0YTL6TQdu9TZ45aayVVei7RUUTqnGNmJVU/dMPQVVUxm83Oz8/qer9cLauqSn+LDy4EBxwEglRy7FjG4wF5Wczms+VyKaXMTAYAm82mrhut76QYF49aZ1leGJMBgHUuMkulJtNpNanyPBPKjGlr4w2Hf4ral9ZBJ88bPL4oEJJHDwAQAx95RgCotTC6nFZF8IthOBuGvu+7BP6x1vV91/ft4HrmKKXwflKWE60zGJepKXvdWWsBONM6y3WemwhVXhYvXrzQRjNyCOF2fcMNL5ezoiyRwHlvpNJGR04HMCqlkrQCAEggAXrHNMaWYIwxBg+IaeIQnIPIRKi1Vkoe7+2EJFPoL7EAIOAHkEk6FGPqe3zYAwsxSlVns6os83T+13W9Xq+llGVRnrj/QkgE/JjsChzZWtt1dVlmpcrquiYUH8GETt35X16me+9T9sD5+fnpvnf8eeIx+wdCcCTH4Ie+7733SVmaPrO+X+92zfPnz4lA6wdtthAy4XZD4EfBd/yj4syfalQeBAgfdSl/Hd3jSTqrtV4ulwBgrc20Om5cAyeCDvGP0wdTtzaGAX76I0XmECMHDjHwp5HrR53F+C/6gcD+/z9h6wAgAQdpgi7AlKw0SS1Iqdk8ryY6KyByB+yZ0dih7aP36B0pqTKlhA7KBKljhBgH4k4hQtc1r17/sW6nIfbeDeyoys7Pz8+2N//6offtbgvsIZAgzgtRTkReCBSMhNpkRTUZHDZNbx2GIKTKGDzE4HqMUXnUHqXRlcAseCU8Z3KYT9VuX/fDsK9r50NWTFZnzziWJCSBAgzMAcAyCkYGprbj7QZur0XdiQisC79alUoL23dNHRFlUWRdF4IfIoDKojQxRDocum4IVxdnVbHcbm82N7bMY0b5YlVq7g34qQnzBVSZE96S75A8e2cMkNkp9U6Ixui7hTKBmvqAti/Y5QiloimiDBwi+37onfeb/fb2/vb9h+vX378+Pz87Oz87W65ms1meFVIqJALGeLSL/FuC+H7yqwgAcHu3fv396z98/XXTNoDgvWOISeAhCBAZ2AOHI7ooTbElQURAYk3MgC6gjyQAUvZZUvhAwBgxjvFXPCZhIbDAyOCScwEIIkMMTEJBpOgRhUQkYB5LOPLMDExIpBQTceSoRFdk7XJuAYa2b+3/S9ubPUl2HXeavpxz7hoRuVcVUEABIEVSaonT6nlo69f5x3tepp9kMzK1bMRuEhSx1JJrbHc9i/s8nIioLJCUNGMaszSggKqKzNhuHHf/+ffN27nbxGmyyIU1Sfy+uy2crbgobA06WjtUrbiyN03w2PWhNsmpsKAig2B62NzvR9NUpcFmCt5HmINxyLZCiKyEUwh27goSY436LVLHLij5pCGAcLEUgV3/OHuOkNhNVTPPCnMiwsooq8i8n6KJZemFBqbWutIZM808D7Esy7q0jJPhww60cyVAIUI6hiiTYDS1cVyJhb4fgawzq2Gad/fzOHS/+uXPUD/rd+V6s0vBfPn6m6vL15ar1eI6DYu7Pt7frr///dP97WYYdtaZdikXn11u1vT0GGKa+23IrYfoo8BQemNtPF+dlU37/n4M2z72St4Y4yzZMcxFUV5dLsui7Hb39w//tFg0gi/qur7Ul36Kfdfv1+tu20tKBMAEdLDzIqKO4+A9ExtXGuMmREQYGAChptJ5Cp4jSNDU+ZBm33p/5f2i7/cxBMNmmqfdXnzApBWiDMPQD2OKWNbtanlpzdnlOd/d1vvdfbffa4oogMkwMpGDAy5dkYStklFkhZA+wh5PjE4UQCFyKqRKCORnv9tu7+7fGotVc6WgSIKkSTDEKSbPXALGECcmTEnmed5sttvN0zz2fk6LdrVc3MQ0dOPcz1NVtwHhYbf5H9/9dt+trUMp+xjT0I2v0hdXl9eX100/bEII44ChdQxsC0BUQ2olpblXfIpyR1QsmlVb132nGObQdX4c+/3DFB6GVZymxzn+dvS/SzpOM+JgC750ZSMyQUySQpAnTcCaxqmbJpUUm+aMuSDwlavO2hvjXm93v2UzJLlF9YzGYFMQYSIJ9mL5deHEGoDgIParxerF1efz+BSmgFKkGFSH5epVszuDuNrc7WaPhUUftsxjUxsFwyikQiAEyHm1n0AJMMWj2yhjjw6wBFEljaCikCAmkARJ8h6Lh2x8S3pUgGlKeYspJkmisw/z7FM2TKUUoldJoElTSCloSgQHqMPBZ3bgN0iWsX8arcFc6RGiOaq0jaHM0weApCiKKoIxpDCOPQRmRKOAyAWbgowrirIoqqoqq7IqigKZrDXGFmgcsSE2wIgsCPknPvScD9fgY2yJKHu0D4wtADwe+nPiK+cl4PAoHo6PqgpEbJiElNCWha3rUmURYxjHM+99DH6aJz9Nfp68n4mwLEvjCgHM9UN2z8WUABNzMmxAIiQvyYMqKmkCTaJJJMVMP0QDxhoiDnMY+nHf9Wdn51VVX1xclmU1TtM8+w8fblNKeSrFTNM07ba75XKRgRmSJLHwkdEneU8AlRglqUg6tW8OVoC8sEWMyJISQmbxZSOZ+SRxp4jKqJxdBIZBosQgKmCNKcsyY/eLsmDDSJiLhtwUlfxca557ECSwzqBgmMPYjfM476mb51kyPCOmnClgzoxVmzfTrHNFWa5Wq9X5+XK1XNRVU1VlWdHRCpht83kH9BCdwyy2kzxJyXHiQ64t/ys7EE8ScEAVycxYIsNEaFAMW1OUJTdNAahJovc+SQwhAMYQgqbUd50ksXYCgHEaJck8zyFGzeUQG2DDruCUXNm0y3NjOEoKMbIp2YSiXJRlrQCgs7WOuQgRRZiQGS0oqggBHc8VB0mAMSb7tXNqVkWJDZNhNEyWkYHUEFNGhgAy0ukCjkhZMRLTyaMgxzVeUFRANdacnZ9VdckMKWHwcZ4iqGF0TAayqB7zqm0+7FM2dAIKcmKjxoCoxITEFg+ito+VQR71iURQITwVbIjIAAd8VAY5ZbSUEoaYjD1ETMuqYsPG2KyaSCJsDuO4j3utCpoU6YRRISaOIa4f1+v1eppCZpUdizrJYudcTxFlFnzKP0LeczwgSzQBJMQjNxgwigISoAGkJBDl0BzNt53bBEmDqiJh0pA/GQVS0khAp1mg/nT/6CdAT82vaAAmAuaDKkJBAfMJMSo8B25FAGCMlLHwCqiEYI4rephUFcQYUAgigckEPw/9gAjBZxQl04GAeOLR8wm8nD97TskeRQHg0/7y807jnxnrfdIjOG6A66exhUMCHYAUPzJCVVEO0tj8lgb8k9XmJ34I+Fdzf8+/uxGYilqbM26XbCtnnLOFaRamaqWoJ5FtSlMKUIudZtysGdSpFKClsbOrBlt7RaCpFL8gFgV/e/d9SK1ziJrCCEZWr87/qtCH2D/Mu40rgEgAU13b1apYrEpVHUYfxZqibVozjVsFCMkkMUSFJj/3EdRJcHF2q/ZlYZYibGI6aybzxf6Htx/mIPeP69/+/vvl2Tc/+/qlsYnYkRZEUWASGAgZUUXNfj9/uB3/8M/T5EnRuUotL4vSbLd9mIwxZrmyMW1FPVusajQO+kF/+OGhri+b6tzPbtwXjx+g5Lgs9POr1jotNEw6r8qp5AAhcByUEyRsWiSeAXbKpSU+P4OIoGYB65vor1BKgkIFQclaMJYEZPZDN3Tvbz+A6MXF2YuXN68/++zNF19eXt4smpUrSzb8HNz6vPD7f7soLCrf//D27/7u7/+vv/8/z8/PACnEoJodssCsHwF0mnddCIEZLAOgIqtj1QRJUJSMAguwkAKIoiSKwglYMscbFRiZQFATQQBICjMAJYAIqTA1JKvBkCFAElVmVIxJJwVFIGKDGg3PiDOkB4t3y3YT/V7jzo9bnQcWrVzhrOnGab9f8+KGm7ayF6QdrIKrB1Pu0OyVdmOqMSwgrkBq45bLc3t3/3bb753FVXM9+hSEhAouuFrFQiygTmEfu6nBollYdRs23pbi596nqNxFNJLut0PQVAlZU/H5dbJNNYxgsLJalJZ383sibwiS9Ire2stl20hIu26+OKvLGitnvRdNqEKAKuijhkS7RHMCqFa10QImHgiQW2pepCG8v7397tunr958nsLr9ZN7fPBtW//Fz74GsBJcCmUazz68X//Tb969ffcwhbGscHXB1583Zzfn7986Y2H2kqKHhMA2apd8348hxE1hV2dt9XgLMKh0YFK5rFfnq+st7tq2vnlxVTfV9z++fbf+u1X9M7K7lGLplqVdaTSPT5tuPzguuLKGefaj90EBXMGIABTYdqbQvABjSCwuic4jjpN2RvcKgUmtNUiPo//QDSakPRs1xnbDbpiCteklnCNKP/T9sCV1TbN68fLVql1MQ393u7i/pbv3PUpAUUiE5FANKBEhkCgG5IQsQKKQAOVZbCo3MBNQRDIIVsUiwDRNT09PP/z4bbOwy3NlZkAmY62pnSNCYaMhzuO0zXEe7+Nm+zRPoyVXu7PCXqgs373/cPu07UO6WJ0Bl4/r3dvH2/143zTYDjyPcfPQzzFWtbu+asty2m+ftuttyXHVXFQNdHOvsCXeLFah4H3pHqwrCwOki1ki+kqnAabJb7fb/u19cT/NG7Y/ls2TZYO0ir60+gIdWtqk4d5Pj0pjgvvou5TuCOvLi2VVXzDVVd0u6/L8+vzqBT6u/3Hf/zhNH6z6wpRlcXW9XFjXaKzK8rxExpT2Xcdsb67YcICEaXLv3r3f7Tb77r0P10x1wV/u7/emMMvVJVGPtHNuzhIgVhJiUIEYFQANIiOIV1FFIEI5DP0JFDRJTCmnLVPwGqMmYcQ5+THOB+1kCCmGEEKezmVCb5Yueh+SpHytTGk2hNYyK6hG0MioiqxABzwGgcnZ9Wee3kMnW/EQ0DoUpxFQnXNRAsiMhEwlqAOMFoEgRT9hQECeQpoTBqEpChIZNnVdLOqyrQtrqF00dbugorRlzUWNxlrDlkkRBDQJogQEBiTM4glBNAYQVFH0MFqTJHCIfqEes2i5qFaRPMJOKSlbAE4paT6ZqhJhUbiqrugIposxeD+Pw5CnXs65lBLFyMwppaQpxUgkCgKkEqcw9/Owz2QUjZytE3DItpGCuMJZa6d+nqesGMWLy6uf/8UvjDHb7fbh4eHdu3e5luj7PsbY991mva7KMkNrkggLsCHMPT8Flcz5NCmGPL54BqxHOlrgEUgk5RggEWczeIxeVenAOiVUZrSqKBJRSAVVIMWkcpg4HXzx1rI5ANwFSLOlOxvK86lNkISmfnq6f3r79m2UpAB5cjjN8zAMedU2pTT7oIpN056fn69Wq6qq66ZpF8uzs/PLi/Ory4urq6u6aYoyr64564wi6XGT4mARnD0DKCGo0mm1Psc7U9SUCJCNISBEFJXcsCU4dBDyjohhcIXjXD2pxhjneZ7nchyHaZqmee73HdIAgCkJEY3jmJKAojEmCoYEgkbAClgyFRCBxiQg6hBKhJKpQUQ1jtkockyIeTKHRpKA5BxhrjjoYF4iyrpupEzVRTbOGMdoGJiBACgL4UGVAfmwnXsYiGU9oIrmRRgROS5Nae4JkeHl2dI4Vo3GcEoaglpTMzECqyRCZQbQBMczjwoACpsDQgLQTlNIPjpXEeRvpEeTuDITM6aUEJSJzMHHAIBGgQFYgRVI8yoskRDOKZZ1fX1zU5ZlWZUxJescIec8AgMzmwxkyrHtg04dcvCOUREE5nH+8Ycft5uNsWVROERK6VBZEeXaRVQTM6nKSVQLiMRKpApJNABY1SQSFQslSrmSIxaFg1Ey/2lCAFAUgZTAiyRCYkvskExmEiXSKIeYBv2p2khzAyrXvAcwMiOxIkqMPsY5j4szzV00W8IJSZESgDIIgxAoKRIwoFNNoACESbyCsAXAKOoRi7HvdustIYd5Vj1cEJhyhjynyhhQDouRdJgVw8EUIkfsyyGkmkn0eKx6/3gKeMTgYD48H9du8xblcZKpREwKDJgXekmV8gsjF9W5CEbC592EZ+UfnqRBz3N5/3JsOPsYqkV7cXFx1S6trQw7IoNFic4FZlQAFEACV0C74ItLmkdWUTJTkilEbxK6kqigUMI8TzHOqiElQLSFa6fJ397eGf7NMG6dw6p2AGosFUXZ1q0zxs8y9HsFT6xIYI1bnTWLZVHVQByCD6CBGcMc+95vn+TdjzvCoizqummXZ6uvvv7i8uZqsxseH/v/9n/8t29/e/fLX/zhv/yX/+3Nm58ZAgAmqAjd7GdCdJZTGn14Gv37ohTF5ENYr9cvX13/6le/PF/ddLv5t//zDyJj1/misO2iVkzD0P/ww33f6fe/v5vHTd897PZQldAu0mo5NjUm4XFW7rsQEVjJJOfY2SLGlBJbV0myKWqMqawuLi6uCrrRUE09e++RbR6AHIMYhADMgITe+w8fbp8eHn7/7e+Xy7PL8+svvnjz8tWry5uLf6/o5vt37//p//7NP/zDf/9P/+vfMlMMKX8WAmLWSTNZQj2CsY9uq5+2Zz6SEBARFX8CwBORGMRZIspXxlxPInxcwADkiBxEYwIFUAMmk9k0QYgphm6/u/fzI8DaUMe0R9rtutttd9sNt0l3CYboYwzOR7TsnHOFc1VREQlwi9zO2gOgs2SYVUDAJ58/PGHRtrPn5EO3m7p9SCkBxmn29/fTctFGTX2/TwJFye2C6waqGiWBMwWSlahPj73BRenOoi/mgJJ0uTg/O+OkcRj6sdv3w7ZuKnYuRT/Os+rOMIqWi1V7cb0wNiB7QIPokRNy6MfZhxRFIoj3fpzHefamtEVhPv/sZQp2HlI2CFW1naeuadyvf/0fEH5hDBlLu+3Y7eLQwTzNIU7OweX1sm6WF9dFN9wr7LuuY4Z2UV9fXywbTQE0qW8dwGxsur37IabtxeWKiK5uFsuz9t2728XK/upXX0SRzXaz2X4omxtXQFnarus+3H748e0PL66/yj25cRynMWgy1nDwsNtsHx87AHpxc7lYQdsa52xKAxFYdk1VIDVJXBwGBnTOxTAzceFc29bWEkD85psvtuv+8eHpxx+/AwznZxVxqKuCmc4vFn4SnzqFeZhkv1tf36zefP1ys5kExpA6Yu9jSNISJ7ZA8iyzopAHQic6BnFuHlpIJkVWQQBwBjRB38Uff3wiCpLoi9dflEUJwIwG1IHaFLDv/YcPT3/4w+8Xi+Xrz18v2wtDvu/9F6/bqm2A1ftojTsrL4Z+7sfu4XHTddM4+jD7b+V3fvLR66sXV0DjOD351N09vts+DuM4/+Krv7lYfd6PrtvHcRpqZwKOQ/pwn/qp+22c7auXP//s9cXy0oXb3eTXT0+3pqiQElPzxetfNFVzdr5ADGITFLFevNxQ5UdcntXjHrfrtN9xu1hd3nx58/Kbi8uvi/rmw+3/3IVExRhTvP3wtNmsf/WzZcKnbvc/zlaL9rxoVmfOoJ/82M8EYNkV5fLFy6+NMaj8wx8evv/uttuDiLt5cfYf/vLXw7Cr2vKrr372+vOfn68uc/12yN5wLmg0pYACxJBijDGGGKKkOUQfoiTN+2bBTymEFGIKXmLUlAyRMiRGiUlSlBhE5AgZwIMpDkABrXMGNI/FiCrLaOiQMdTkvZ+JmMjknyrzNuWw6QEnKTqonABuMaau243joJraRW2YmKFwLrMPERISMKpI5rIAM1tiBEZ32CvyPmzD3O9VJVpnjHVCzEVt68YU1aKulk3d1E1Z1taWxjCiASRVSkmzjjxJSpqep1z14OhGgaOzmuSEvgTAPB3MEa+8DQWAIAookBI+W/LJdm1JKUfF8sQzn6HzcuMJprff73/88cfvv/+hLMvFYmGMs9Y6VxRF6axjtpl49DGgiAAIOVmXEXxXV1dfffVVnq/O8/zu3btvv/3d/f1dZroAQAZsEucToiITqKQkzMCGiT4CPIk4D+JijJmTme/ICXny/Eh02po7kRhjjMfNqJwOPWRB/9WPUmZmMgCw2Wy+/fbbf/zHf/QhIKpQFzAAACAASURBVH9UKCnAcfacjLGuqPL9app2sVjM3j8+Puz3+/u7D87avLVWN/XqbHV5cXHz4ubzz19bZ5/PEKw1hogQYoyQEY7Pnj5mpgOBI6d5mDjPELIS6Wirp4P58ADYBnDOGWOqqk6SRFPwMcUEQNM8Z6xU3w8hpKIonSuGcfDeH5avVJ1zRowPIb/GvPcppfzcgUqWK+Z7EFNAAGQ0aJlIk6QURFFBYkyA6PIGaYiSUgrhkODNMU40zJx7EPkXiBhjTtUqIi4Wi7KsttttvmuHo7tojDHHufNrWFWdM8YaAOj7vqqKWorjrOXYOTlucxljmqY2bPL9YmNZjZ+DZSTDpzjxyb3Bx/PNaQmQEKw5CB5OL9d4fJSurq/DPO52u/z45z1ARKyq6ie69ueagVN8dJ7nzWbz/fff7/b71crGGI9QnH9hm+tTp92fnwqIpAyHP1wt5PDWAAA25Aq33+9KU3755ZdVVTVNU1UVE4EC4788dsJP0Zp/ZJx7Roj/t+BLRBTx0MfJT1NRFCKyXq9v7+76fX95cfUnRPdwMAtmOsWn3yYHyvkZehQ/4Y/+64HPEycMEfiYHaUDY18/3uKfZ47qn/l9/f8QNFVVA1BW1WqxOKsaKBpjCkQStkI2In601LtSF2doyPnJBq+ZUBajzDMgISoWBThXIhZEaA3FkCSl3a5L8d1ms324f5rDWJYmv9IQ0M855jDPYUIKZaVsoKq1quqiYGPUh1lVDJOzhZ/neY67LvY7L2moyqFd9mTh+uX5L774eYj44w9PIEtrrqYpBC8SBWxSBQRC5VyyImBMQ5Qt8H510Rpb9IP3fu77ETG9eHH+4gUbo01j1uttjHEYx/1+7juJfthvHm5/6FAD6KTAj5QKGyrXvXpV1m3ZLsDaWSDEoAaAA/nJoGkAePBQFBUxMyoXlxgvYrEsijLOZZiJybBBZBIJAGCNUUkiSoQpaRqnIYX9fv/4+HR7e9cPIyD8e9V7IiAKPoSuG2IUIs6tdpEEAMgIqFEkiZy2e4+X1NzLEsWcJeKTM1CfDehBP+LPj4AkFNHjZnMMIWSPUATPRo1VFCQlya0OsaAGFAgCYSCaQrzr+t9LfCIajfGbzbt+uJv8Y4I9YAAE4qoyha25cCbGebt9jOKRpSwWYdpJjGLyPvAUfUo+aGQQKorauUqjhgnjeZTQ+Jm4SkXBdX02eb+NU9/Pfe/HgS6uDKF1xqDh3BHSWBT12cXyizC5vkt7mQiNKmjy+93T5nE37ferC+MqQRNEk7HOOKqqpqlXVVnt9vfjtAlBEdFaKiuYg4/zPM5BEb2fx2lImipbFU3b1u3U09TP8xSSRFeQ6CwyEQUEMZattQBTjHGekzGmbe3lVXP9sji/LM+vyu9/THeb7Xr9EDx6P6nEuq5JrYr4AmJUgSmEcd9FMv7m+tpYoxAEeqCxrLRetgl3d49P232c/a5whUSc53G7fbq++qyqiuVyKT/gOPjJ+8K6/W7+8H47z/PV5eWbr16L7gD6/a4XnKylUGrhDHNQHRHAGsPgUISICUBTHPptmKRwSzZRYR7nnYhnM09hV5W2qlxVNcoooIN/HCfY77cKtDp3X7y5EF2cXTjrvJeEOBLNxJFZD33/jwDALLNGABWNKiLAiobJ6HH9yRhbVY3lert9/MO3d2G25+cXi3a5WIAqARhVRrAp8o8/3LZtX5VtXbd1dXa2WtR149P0tLsNIfTdkNBf3bwqnbVmrorW+y6Eaf24Tskz0a67fXgqQPeb3V2U0TjpxvX9w3sr3E/e0apevpE0+jH23XbsnsZ9TNEYB82ycSXdP74NaXN2Vi+Xq8IVcQmWNs651aJdndfgbGRh202dahxsuTRtxcJ3w2jwuq1fv3jxRdnafnr39v4fQppsSfM8SyrC7PwEETqQcU7v0Jw7t8rXqCyMyis3zM35+as3X+NfP4wPd08x6MPD/uz8/Obly8url2zAmILZeR/CtBHxmmaQAQg0xRRjjB5UAEUk+RDmEFKSkGKISQRiFjfHqCmBqEoCEVQxRMokDJJERUATaAZtn8jaeMgyGXOkKQgg+hCn6DVF59hw7q2CHrBYKUck5UBtPeSIjuUUHlfp0nq93myegp+btnaOraGicEg1YMmkheHCoKZkjDUWAA0SEbBBBiQVFQFQTZI0JZnTPHsvqjxQ0Rlb7JxZl65t2qpsrCuZDJNjY40rrbGZZ0lENlcyJ05d7uJ/PEWgiiRIH4XDH8EPJzQpKuTm+SHxeSKhMCMh5aLXGANHIkUOI+Z6j5nbtj07O+v7Id9y3okiHKwrrLHGWCJu20VeRM8PZH62FAGZDLOxtqrrjH6QmFRlv9+dX1w4Z3PxJiohBlY6keEz0SeEkD/ijTGImERiijHlM/1hlTGEkFJStcYcKM3EzliHCJlTejSwH2l7eLhE5FHec+X0n+QfnHqaCJILj77vn56eQopszAm3Rsz5oThMCCVlw1hRlAA6+5DNk5LCoAeAh7G2LIvFcvl687ptF01bZzJNfs+pKojQTwH5h0rgQCo6gj4O8bhPE0CnjO9xNoUZ1UEf61sNNqQoiFRWh203a900zUeXOC+XyxBTXVW5jjpcVZk5W26O1ulsKKHDWrTqgeqoIinjkdnkiQunmDSXFqqYo0ZE1rDLzBZiUM39nRjCPE7Rh5jiNE6ucFVVlGVVuIKJO6L8csktoGwyMMa0bVuWJVO+j6SiwYeu6/L/+MiuPAE9JVlr69a1bcvMSSSJGEZCMob9PPp5KooixnAs0p7DOfVZN+FQ+ceYjhkBIAAmstYYw8aYzPR9xpL9KD3PA6LnvjV8dvv5db7f74P3p97KCWIEP/WUH7XicATAfApn/4QPeQCdHPBlekSSZnaUSkoh3Fxfv3z18s2bN9M0OWdjDCnZZ1jkAwcUnl2qjrnkn9Z7+Uc7comff2UVs544l/qMMPj8DsYYc3eAmGNKXdff3z/sdrsUk/5pdErmtXBG0SjIcXs/t0cOT9SJWPOMc4jPTBUffTXPKlM8qR9OX3A4bxwakXDIGj+blxwXoP5E5af46RBP/9Sf+VcQL0bUleWyrhe29FVlbYlACSgo0UdjEYE1qXTa1ibObhpl34XtTqdZpwFU1FkoCry4uG7b1hhzf/thvV4Pwxh87LouxTiOQQWsLZmtJg0hdN0EmHwYQ1JXgLXABkE1xiBJYkzDMBpO7AyyDXGeZhkn6EdIUXwcg0xFzVf9+d989r+cn736/LPp8vybGNqH21CXLagiBpEcojZMlkhFguiENBVVurop65r2Xby/H4eh36zvEcPV1XldffPi5fnD/dPd3f1vfvO7fTd0HXiOnU4QgyVyFpwzGpQlGerrqmqX9dllG+Vp9hJDUsVpwmGE5XKhwruuX65c3bZ1VYNcgF8R1NZW1rjkjWFrmMikOSSCHFABUDnQuhQAMEnq+m6726vi+eX5X+Nf/9tX9f5soQ8gCkVZllVtrUNgUFLllDSlHIEgBVWIEhMoxtydJTz4phABRSFboRiUUD8ai1FTxnGeNnHJ5CSSqChbVo0+jF23TzERkIjaApqWDDVIFYFVZU2smuHQyBhjpcO0m/x3XfdW02AYxvHJh6cIO+TRgAI6Z0rrai6MKk9zt92uRbRq7fKskFhEnVWDSEwhxjiBBkgWtWibZeEqQzZ6aJt0cR72uyFgNDUul+fcjxseVSTGBIDTIHUpUrEEJmQSw9gsyuub8zcpVHsXDO63+/00d+M8rx/7zdPghznIWNRa1FBUpqxN1biz5WKxWBW2HoZ9CDSOqSzJOixKKINMPsRxjKI++CRegQCtMVoURgKBjn3X+Xk0BgBCPzx9+PBdSrGum8XivO+mvp/GMZyfVcuVI7NarorLm6ZdmTndrXvc3W691243971fNs66gtCgzgqQQkBC1RjDSBxFwzjtkvY+bvvxoTkjY2fR/cPT2k+DMaWii9Hv9k/T3LHhdtEAUAg6j5KCPD12H94/WFPcvLh68/Wbx8cftvtuvd4Sq7E8jVI6IopMY92WhjkJZUKjxOSnYepDjOtFcxmChtgheoV5nOJ6NxjWuilubm6cK5jMev9Wo467IYmtavjqZ1dl8eLz10t2E8dIPCBOhEKUjMmHOUbkzEvEQ9I7SQqagqIDPpyic2DLle78/Pzm+mXfDfd3+6777uZmePXqFaL1PiEyAFtTFq7p9n4c14vF7WLRf/H65YubL4rSPm0/+MfZh3mzWY+hf/PVL5raDoO0zdnsuzT28+SJvLNms31/ew8p7Te7jSvr89XlNKT7+/fT01Q182efv3jx8vX66d3jeOenu67bBp8Q7cPjb63Dadp+9/37oqhevHp58+Jl05ylaIbun0UiU/vi5ZtyceHVDMPbe7MjXRMsmvZ6WSx39x8MnpX2s/OzF53/8Pb2H94//P3kJ1e0i+qmLi9TW6fAUWdrNcjt7M+n2QXvMFXWNsyMqCmKajSmvrl585//c3P/4fHD+7t37992+/n6xflqdTlO+/2u3y/2A7owzik2IXQpbhRAUpToYwwiKcu9Qww+JgA81lucJxKoYIhMXmcxTEpMlDBXcXkJyHDOu3EWm2tKEjONLSmohhhC8KJpHvpx6DXFy4vVxflKDk34lJ/1A+P+me3mgKE7fpJmJP1ut396fByHvtwVxiARWGusa41pjKHamaqwBFCWZVE2YMuEGHMfjSg7ghjREEOirDqHFFMMQXSefS9xDaksS8MFo1EgY1xRVFW9aNumadqyaaqqcoU78PcIQQFzr04BgYAQADWpqBzOdoR67MwRm+eLADknhocVuHgUQMNJZH6igz4zkh3GgIhYltXFxWXXdcMw9P3Y9/08zdM0wSEiyyGExWJ5QpknkZhSTDFKOujS8z4cojGmaZqzi7OLq0tEKMoCmWKKSaJz7nAcRyVCUIoxqkIm654kDZmjK0lAM30nhhgLEWNMBgcaY6xzKUV/rLKeSW4/7thkkuFp0vLpB+5PD1UpJpWPjvgDLMo5RAzBiygzl2WRMS0x5T3TOM/Tfr+b50kUrHNlWdKxAhNJGbX/8Pjgvf/5z78BEGZKKRZFYa0FFFQgRGvtCTj/0e2eoogQZRAo5PEsHOUkigdT7vPDMh8dv8+P4NZYwwBI1SGXqFns4b2PUYw1r169mqaZiPLQjIgIyRounCuK4jQaNeYguJYkOWyJCJr/CiIBGpOblZjHRxohkM9zYMpOSEkxRZw1eD8NwzQM8zyvn55ijNM49sNwdra6ur5sqpaJBYWRsr8kD72J0FlX1dXl5cWiba01qhhC8j6M49R1+6ouAPO28OnQnOs9KcpisWjbbnF0k6CIEENVlfvdeuy71WoVQvxpvXT8zzxd18NapeSnJkMKmMgaA6jzPE/T1DRNURTZVnIiTz4/4OX2wek9eCJb5r7bCSx5+lunF+THt/NHYwScjOc/+S7HYu9gQs+MqMPZLiVUZSJjGVFjjH6ev/6bv/7lX/5quVzc399ba6Z5dIUjJhGhg9cgF0j6KW4wV4B0+pHyWq4qq9LzYi9PJvQ4ecJn1JjnV+k8IwkhWGuNtcbavu/v7x9uP9xN42it00OhebhxPK6MEvFhVU9ziPtY9FBuhBEoUXaknXinp8rt4+Qv12ly8oHkpgUIHP9wVtrQYUKY34P6ifPsUM79dNapf26W+Om79acT4D/ZmTKi4FzpihpRkQ0xIjEQKLECG4tAIAJAiuCJOtWAQQEngKQCuT6xhItV9Z/+9tdfffWmLMv//b/+1+1uv935ywtnLYuoSoghqXhmJSBENpaJmCkVGtgIJGjKqiwLSOw9hJC6XVCIBJ5oWj+m/VZmD8aBK8A5WK4qwPTdD7//2e1f3Fy9/tv/+B8L81LTcvqiXNSromCiKaaYkgIQk00pzWNfVe768vzFi4vLy1XdYN1qUWGYZZw3Q7+lq+uXL24uL84XbTXNa0D0HqKHrIeCSBEhePQThzkwQl2TpIXlhTUxho5taAqQZLa7dPthWCwmQjvO6eF+/9nr9i//5huGa4flsEl8qOophiSSSCIRAnI+TDAZY+2xKEtEGHwYpxlI4d+Jz4kATNB3/dCPAER40HHGBArkrJ3nCTGxMRKTiBKbEKNhTRIVEh5esoIECEZzRktVJQEkwPST75XFsgjIbAl18n67X283D3lFZBxG54qzs8vzs88Xi1VVLQBIAFOC/GkV1ft57f0d4B2bpwRTSgAwswVrrCtBBObJzGMS9VUBrnCFJ8S024/dXsYJu6EDTrbgfRdSTMZgU5XOWUMloQWwAJY4lg2XFXCJ2y7tBmnarPBt2gZcQYtlGdMm+jQPPoxi0ViqSgNx4jDxsr1oy3K5mL/7/g+gCgQvX746O2vD1IfUA3kuUlkxEHT9ZhrjerMv3erpaT8MPkQwBnzw47RBBleIcxKnwEYXRdE0ha0YKXk/SHLOuvyIEsZp2tzefU/sm6phcgjvlu01U1EW5u7hx6KwF5dN1WLb4rLmRWvPztvL4fr+fuP90PcTpG52ybLRFMfR932nYpmt93h3dzf7abfbu6IQmb/74Xfb7mHyg4Kf5yGGCEDjODw83H5X/BYRme1ut/HeX5zfvHz5+W67f7idYuDXn796+fJF2zbzXPlYxVS3bQmIMSTvIYZOkzd8ZS2F6EPwAMAWSteAJu/Hx3mWhLP3SUfAyLZoi8I4LAoLnLppM02D170FhhEU3HLx8suv3pytvijK1sdHV1bG+QRdTDnilo4fOgTAuc2WVAWSYkIGYlHyk+/ycQ2QXSFnZ+7LN69i8vd3D/cP9123v7v78Pnnr9589VrBG1N5L8FH59w49e/evfVhvL29enr66s3Xr9BMzmnXP6U0LdtmtWg3m/Hp4anbdhKhdE2MHbMUhW1XTVk5IHRltWjOz5cvpkHiVrUfCy4dLxzWF0sKQ+x364uLRpLEqEO//eHHf3r7/od+kKY5Qwer86uipODRexDBJBZsTW7FyYH2i/bN68+gKqw1y3nvuu6JuTV8BVCNU7/r3rqqc7WpyqrkleOydprm0VrTthTT+N0P/z38/p+q8vpi9eXZ8gtJzZwwJZ9kFPUpxXmakLCoyq7v//m77+a4MwWlpI+PD6gl8z75Zh4tYGIKktKpwa8ZOHn8xDMZUwOY670kCgcBQ0YcB41RVSNgBNDsx0tRDrmqGHzwIfg5hpSGcRynKaY0z7P3U/B+noYY5trZv/qrX7q//FVhLZ5wgceWK51I5HQIQ+akOjM7Z3PyzTmXYnDOgCZJyUvqex/TmgELS4U1BFjVdVW3pl4kdBEMmdK4zJdHZ0BIQCJqUlBDSMSClFSIgBEk+NkHFRQgBEZkxXvDxlhXVmVV13VduaKs6qqs6rKqjLHETMQHNx4AslPllJIoaEwnZAt8RJkfghunE6GkjKzI1R3gURmekhw73KyaToViXddlWV5cnIcQ88ak9yFTP9ebzfpps9lsn54e1+u1iHRdx9YkFR+9jz6TZwggB+0Q0ZU2SsopQQVIB64kGsNlWR62A1JIKoRkrMsvmJAiAzhXvH79er/vyqIahvHu7v7x6YmYicmHOE5TVVUVoIiM4wigRVEw0SmcBoesozwTIOnRiob/WjoOmDHTJqxlVzlmruvaGJudGUVZZUCLMXbfdTHJi5sXNzcvnCtub2+3u916s354eKhKV5VlVjcyG1BByCtgqCopScb/ElFVOiZCxBgiMxrDxTG5KiLOOYTD9kRKokeUDxzEifnRJSRUyQpASKKoCeSTE6Q1BhFCiEklqwecc8wmP0grkZubm81m2/d99pSfcoYAeqSkUlVVoFEhAUKSmFJkZLaGjZG8Zaeq6eSXB4ZM8hdjLDPN8/ju7Y+bzRPRAfEvSR4e72c/q8g8z9ntvli0OWh3yuJmdi8jgEr2kFTn52eLpbPOGEoSttv1ZrPpum4cJxXNpM0DzuRYhDATIBBzXde548DMKalgcg53283T42OeyJ2iv6d2CQLw8TZzwJKJnLNEKCLeexGRlOZxuru92263v/71rzMJNk/U8+T5VLZ99HAcobun12r+tGrbdrefrLXPZ3o/wbr+RDbwb0iBHcr4P/6tnERtmvrli5uzZXt7d4uIbVs7Z52z1poQ4r80cHj+zz/+z0zMUVSBj0mLfy2hmiPZp2fh7u7u7du30zinJNbSnzJXZ4rv0bcLuR7TZ+hRPKY68fi7z3/xZxCm8FxveLqd0xd9xBv/JPT5/z8M1CAm49g6G5VTpODhgD0yxI5dwUYxC4tYBCSqGOPAOawqRqQUkRiZCdQPw/bp6Y6I1+v1OI55JTQljDHldkdMSQSdLZq6dQWJzIMfysoaFoDgmEtbEy78EIbRPzzGEIVQnUugRVW5ti4yF1jVl1WRVJ6eNu/evf36y19e/PJcpYqhQC3vbu9jGot6coWd5vHp6dE5h6DzPO53H6rSfPPmq3bBIe7HYSgLKiyqyOx347ipqsI6Lgo0Rq6uymFoHwlADYgjKRGQVAgCkQlhXj/pZk1PTxpknlMwDharEqn2s3+69w+3XVG2y+XF4/5pt33Y7X93fYkQz9drHkcL6qqqRATRkCQYJoXkQ0hRiXIBpoCk2QJJkQhdYYwz8O9V8AHEJAporUMizcbjwzknt0AUoqQkgBJTijEqqJGYJCKhAOfeBSqr/sk4sR7JS3ogSyMSUYzRhznGCTAgzQITkCcqmVpDC4YKk4lRQpySzMxMMKuuh+Gd6nq1AsQ49pMPWpWW7YIsJ93FFMUyiCFGUC8JQdXaUFU6zXGegkQwVBpwcY7ep8haOSSyriiONlISUEJhBzXYbT+v16PKZrlcff75V/f3tyKTNVhXK8Ne0xxTYkZblpbrMMPD7brbkLUNkGE2TduUYBarwvtmHvtx2vvYK/p26ciID2Gz2cp6Yhzu77Yp+rJUJEAGICAmgaDgQ4ii4CyTidY6azkF7yeNAQtnLy9WFyu6uKzLCgCmJBi8j2FEKJrqrG4qQe8c2jLs+7UPsNnR3f3347BntpZdVTaxZUY7T34/ddaQCBguETl67bsZiRWE2Trjgvf39/cxRrbkXAGg0SQ/pW7frTf385yeNo+GC0lKpE2zLMvyw9vHafJFYc8vVlVlfBjqtizqVy/kvCi478enp800BhUlTBJnQZNFVqKIwqUrE+k0T9PUiaiAlJXOXufgV2dV1VhjOKQhpFnJR+ibctXWCx/AFQgwd8PD6D3boW4ufKjHsVZwAIb4SLbS41U7By2IkZgQJz9ut/f397dVVdzcXC3bc1ekdmWurs98CHVdj2O/3j5tt9NyVc5zl5KPMYSQRNQaN8h+v99O0y6EfvL7TffD+ZUjM6TULZbly88+v7g487MyavBzmAMZZeSiqNq2bJvWuYK5vL6+WjQXbX0212k3PwzrJ9XreYzrp1mTn4YAqk3tYozjGIk1xjlFKqq6bvPRvynLhsk0TdP1+27Y77bbccYp2HkaUJvV8suyMGMXN5tuDtS21y9ffMOUZp+meQAMzOysOV9ds16G2cZ5cC66wg/derN92w27ZfNy6ns/zaW7CHMahzGmETAiqgimiEl809YxjQ9PT1dXNRMT4TDuDCNoDIkJWQVSjKIJVBizwFng4JiCaRqTSEyqSCnKPIcYQs5tRu9jmKP3ktKc1ItKipL3/mJIMaZwcKIHH0OSyfvZ+4NjIcYUgkgg1EVTvRm/JnZk7FGze1p8V0Clw0Y15QWEvHNxSqxllmBRFM4a1SgJVUVQEypISgHm6EXEBz+Ms277/Zy6KQlaV5RVVVXOtJVrKlM5tkzMSNahQUBVUcCkeBCzgxKSydSH4P0sAIB9n7e8nHWurMqiqsqiskWRd+eMdSYvBdrCOkdkmHKG87Azko56SUDKiU5RgGerQUiUt8I0Q2vh2FeH0wkm38Ih35W/LxGfnBYxprPz86vLbrfbT9MUgp+m+Ze/+uXVq6vsVf/w4cN2uy2LqigK55y1tixKtgYJJe+QH6esxETMchx8AX4UJh8ETUEQwRh7eXn11VdfV1U9z2G9Xq/Xm2EYAEFV9vt9SjHGOPvxmHY7PIlZdHbw1x8HJs/nfqeY36ksBNU/kjsjIFpnm7a9vLxk5qqqjDGAQMTOFbneI+LZz0b1zVdf/tVf/tXFxeXbt++3+92+67v93s9jmCfv/TgOPgRjzEVhC2dBBUDz7lpKUSXFEOKhb5udpSJJ3FE376xDojy8yVc2AJRsKgOFfMU7RWP18PTigX/48UCcRBAOyrIsPsxWDyI6bKsh5Bjn7H3e4subk/mIEWMUkWkcFSIxVFUFhAR8MMUfYoEoSVOKOX5ojM0ZzJRi7rQ4a5wzhXPWWmcdYfZnzAr6zddfZ5puUZZVVddVdfJh59I9xx7zNcV7XxbFYtEWzhDCNIeHh8ftdj9NU85YHidjlP+uqgACG87XksViUZRlrrsQGQCnOWw22/V6fX19jUg55Az6cVX0eSAzD6AMo7OUEyV6WIhN+902xtA0zZdfftk0zfPR3HOB+6m0+8RRflypzauq+X30E4v3H02n/yU/27PBEWayi6gQ0LM8+OEaLCm2TfXLX/6irIrdbvf4cP/mzZuXL14s2sZZAx9hJnjaYn0+ffpJFPPT+dVPwpz4kxDmT86az33Rec45juNms9lsNn3fg2Z28XHsKnDIReonwsDswkOlTyKZ+XoPJ938QZp30rF/yszEZz9/XmMCxVMu93R9RThCX/IQ8JPZ3xG89MnXs2W+Pznrwz+P6P/JoM8gBbbKhoKn4CEkUFBidSWa0rrCIXmVAAKQQCNqRGvIFdhoslZTpPzCm+fu99/+5vvv/h/W3vQ3siy58jSzu73Nd5JBRkZm5FaqSqnV060ZScAAMwM0hPnTuyFgNFMqVUmqyj0WBjdf3343mw/XncFcJBUaRfBDW2YWDwAAIABJREFUbCCCzufvXbNzzu98O47u9aubtm6NxsQEG8cxMjNyDCFE0CqvqonRchyb5rA1KjOGY4xakBGZEMvt7m6zdg8P0VpUWkyndLacVpOJ0aX33tpxHDsSbF3f9+O7d+/eXV93dSeUCV4OPX/z9fe7/X0xbc4v5m23/fLr3yktpCRmvr3/CnB4fnnZDfvdYbi/2Z2dT4rSCEIf9ofmHQqndd73ezv2ZysDQEpRsARRSyyJESJHb0MwIdT7fXNzbQGjLvakusVKlmUBMI3OtnV/e9NOJtnkV2f7bf3V17d///+8+sVn/ax84e0EwyzXi9lkKgSGiKMdpSAfo3c+BnyPGSNmQAaf+ke10dqoP00DIwIDSK3zsignExQyxBgZT6s7RhTHsilOBa/Rh8AIPnofPQEFDoEDRpGAZulLHnfgaRF3tBRBAjZRMhRFHEfr/IgYsyyRuDjLTJnN5pPzqpgpoZ0d27azfs+0I6kFDcO4PtTfAm1W58p7tIMPzlV5ZbICpDp0fQiBBOWlZsbgx+A7BhYSJhMlJPtgM6NNVpisaDMXAwRvmaUgJaWKgRniUcRGEFJqUyL6pj507d6Y+eeffxI8H/b33narxVyQHbpNDCxEZlSV64m3fPNwZ8e1MmU1m5lcFKUBJZCUc6pvdTbqftAutNN5gRTarr29OzT73lt787YmhPlCAkUgRoFCofM+sg0x9Wakp06eGdON0Y7WWSxzMy2mmSnOzxezeV4WgqOHCITY942SpiyLxaJA6SI0t3ff9sMehFuv73vrAkilzHQiFJXewrY/7Pd1pnWWUZ5NBEVrh2EYjM7LSVkW0xiC9aMfeq1MOSmKopxO53YY9ru9Ut2h3a/Xm3c311IYo6tPPv5ECu1dvL1dt21TVrqqdIBxdxhWZ+VicTWpsnEc7u7u22YYhyiVNFJGdjECkSSUnCBnKJkCc/R+iByBoJyI2IS2szory1KTwLpuAH1eyryQq8X82fR509q+43293h/u8mK5XL1gRJPnpsu1qYTIpZAp1ZE8WZBMGkIgEjMywqHZf//mu2+++XKxnAj9Z2WuleZyomfzCkDOZ8v1+t76bhw7pMDgffDW+hAiMCFQDCGEgdk37bYb1/eb8OHHs8vnU6n9ar785JOX06ramcZowey9Gyk6QpFn2Ww2LYpKiAzALBbPq3IuhEYx7GnsxlsXir7Xwbm+3/R9E2NM94FhiJkxkBVSVVk+q6rz+XxuslybXGk1mRf9sDs029tr6fFdM1BmsiIzRX5htHy4ffP23R2jWJ5ffPDBR41/PY7ReWDG4CEEWszPJvmHGCtJTGRHu/vdb//h4e6h6a/9YJElRsrztmuH/e7gfCcVGaMFaQbFUZw/W9X1frAH54JUqqoq7yPzKIUymQTWEOWpLIBPBLnj8zT4sNsdmrbvBssA4+j6fui7wVrnrfXWWju60cbgBxeGY2LLB+dC8DHdqlJnU0xlXZgsWEcrDgchMFNyDBGE0lkhBCHEkxWHH+e9J2RtTHhxOA5GaXOPSiqEqJU4gjA5KomGEbyHGJlDtMFZO7o4+Pbden+7rnvHymRlnheZWk7L1WKymldlZoxRKs+E1CBUYIwUBEZARJBEUgokkUrGwLkQYwgenBvbDoRIGTgphEgzXpblJsuNyZTWVTUrq4kQaeOuhDj6OBAhVReQFPxI82RgZiGIhCRCjpjO65xwcyieGADxVPgXH81gUiohZJqOlMI8z2ezGV9B8GEYxr7v27b91H/SDu1msxmG4eHhYRxHY7KqqubzRVVVPGFtlHMudeUlnQRP1FQXfBJelFLJBJi4Nal9gCOQpDwvzs/P86IQQo6jrev67u5OKSUEbbfb3W673W72h13TNNZaPq0ghRCPRykikjKZbY9iyMn0RafWh59zTxEBUQSWWpWT47yntU7nwHQM1doIISHNIURnZ6svvvjVZ599vt3uB2uHYdjv9/d3N7fv3r579+67775vmkOW51qrSVUScsp6kcIoMISQ2uU4RinFaMe2aTabjdF6Op2en5/neamUYiZCFFIIIRkQI8fo+NhEdwyJESYOW+KM4rGrKb00CMFb4HC0NBOFEOhUVX10uh6xN8JZC8Ahctd1KTM5jqNNz5JhIMFFmSmllFIkRLAuhADHTBogQfJy0ykhBZEDe/IEAFVVLper1dl5UeRlXiHAfr8ri1xr/Vd/9V+1OZap1k3TdX0iCR0TjCGkvgEhCIm898aYqqqUkjG6vh8f7jdt23ofjhf/E1tjYgsRAQmydvTerc5mWZ4hUYqtAlPTDvt93dRtCrXGKI9jzNGwSsf5OT7Ob0gC0yaBY0wXlHN2vXlQSp0tFy9evFBKPXJf0nT3qMilPN7Tvs30yqcZO+FwEoH2p5m9p4Pfk/gu/1QDfMynPToAmOPJ4XzK38bgvSPC5XLxn/7yz9u2ub+/HcdhtVq+ePF8UpUhsHceOALSzw4hP/RIP45JSVt7X/7++PkTNf1paznwYw0Js5QqBN913cPDQ9/3MQQi+fiKpXvFaWOVBjmBGBEDQjza1ePjXS6BfQUw/egb+Sn35TF2+DiOpjURJ7r9D5AzdJw1SRz3zU8+3s+UP/3+j+XAAD+pYwD88ST/s2MCM0uGFmBIpRbWQmBgJpIEJAswRldShxBcdBCdiJwjKAjIwSOgICCZSol8CHa3vXcOm8Y1tQUWeZ5JqVNNp7XsfcI0ByW99+Hy4iLGyTh0kmKucbaojMYQ8HDw27XtW851sZhnk6qYzqpJNQGgpu3X69r5Mc+lDyF4ECQe7te/+affcCj+5n/9u8tnc1Xl81n+cN/99je/0QYGu33YvhnGnTYwm0+a/lC37dt3Q9eOfdv5UQcrxUTP5jLwdntomv51ppcP992bV7fjgC7I+cIQZJIKI0tkiCEGZ701hx3e3bbffL27fhdZ9Jcf+M+xfPHiHGmCMEC0mwe/34Wy7EOYD3348qt3r7/9A/L30YnF9Pn52Ycvnn90cb6sJllZ5UQsImEyK8dH0ispJZAUCQKEyCEE96cSdhHpxYvnn3762W63y7KsrmtrLaJABO+cSKRp5sf2yWQnSP026eFnrRUkBRlgAGQQnMTvY3PQ6R2CBFofO2lDgIQq1hpH23f9Zn/Yz6czEG2ANYi8t/Vm83C//srzTVbW9YjRD/Vh9/DwtTGd1hS9Dza2TT/2WyGAxeCxk5rzwkgFEFUYNQpGkTDPx6UXgxAiVzqvysl6u7m5vRGkAQQwWGtZSqWkEEqJLNMFkZxX9fly7r2LvtrcD1rOJhVYuw8WgYhCDiyi1bbDSppgqWv6pnFZ6U1uTJH54IbxoAzExEsQJLVOJBwOKRcGSEKq7OKiHPqx7w8oLCmWhmAMEVBrtVgoJFIGTS7LospM5bXTmo1GcBBD9KFvOxBiYJ8zSEWV0QvCOPT7d30T0ZYTmVe0P9yttzc+dibTeW406ujj0I12bKSo8txUVWmHfuhjDOhDD+iMAWvDlPR0MknEROdd11hCOZssPnn58Wb7sN/t54tKSiFV72zwdhgHCCHsd4fd7vDwsHbezmZl4L5phgCD1KsspyxXm+1ut9tba4VID2MGcNZGZg8gnYeusfXhu9HZrh+cD3khp1OjFCyWerE0WYFCRqnE6mxhnXXe5nlelpPp7Gy+yJra3t/V6/UtgZhU1Tj2w9AyWAB/bJUkAIhwTIsBIEaAfhy6dtv39fXt9eu3131vl6CFyAIKofOqWk6qBcbRqHE6ne0PFeJRxACGTMskcmy3u6ZpykoKKZQGnYPUPdDoob+8ulgun02r+Xa7vbm53m7viLwxhCSch9xk8/kizyfe4bZuxuFmuXRlWdzevXm4/r2tb87D2Xz58mxx8ft/vQeEvMzz3GS5UEa4UQlZajORKuv7+Pb63TiqiwtbVVXd3jjeAfSvXn+57/su4CcffVFVHxf5arT9w6a5uVufP/totig729w+3G23XbCZgPkwhibYGGFSVfPqCpHbZt91XfCVtSJYV+X5B1fPLp89Xz901tU27Efb5MrofDadFdErZ0mr0uTZbieTI9AoiN5HjyFYgIggkKRSgiPHgIARj84ZYIbODm/evP7qm++u392BEDGAdd5ZH1MlQ+AYAwfPDAwUSCQOPXI8odASCUQKBAUUUyc4p2YnCt4hMEoEkAACQAQAcUS0PfKo+FHQoiMdhLSWiTunpCCkoijs2DuLQiKwZybgiD6CT2BxOkb1SUWS7ACpsc73Y2j6YbvdSozrMtvMJ83FosyN0UJprU0hTSaN0YqUQiU1CUWkvI9CBCSJIJQSDBJJRE4wrcQL9dba0LQ+JKYmM0MEUCqTysTISqmyKs/PL5bL1WKxqKqJkOqJWZFD4MTx9z6VNQAzE2I6Q8aYyufTJvJpl5SQUqTzl/eh7/v0BdOq8lRxTsZopVRVVQGDZ//ixYsEe9xut23bDsNwe3t7d3tDREqp+nBYr9dN0yglQwipE+KRTvHeu8VsrT2NlxIJrbP1vjnUtfd+Nivbtru+vv77v//76XR6dXU5nU6fXV1dPr9Cwu++/e7u7lZqPYz2cDgAQJYZrVWqcbfWWjsky+6jKfHfX7Omv03tCyEEAA7BW5tIOEfGj3M2hABIkQOE2LZt07TDMAJAbkyeZdPJ5OOPXgz9F69efb9c/tOrV6+UUh9/+snLlx9WVZXCe8d4kpTeeQQgKbTRIXg7jm9ev7bWaq1Xq9V0Oi+raVmUZVkWRa60kVIpKfM8P1atBX70qSYztHUhYTnS+TMBJpWSCOLU6Agn1lpSh1EQSi2GdX99/fbrr79JCpzzrq4P1rlXr17FGFMUbTavijILISgp06WTqlUwBEGIgELJhFcJwSWOLmLSiHA2m11dXV5dXWVZLoX01hOAG8ejYTUyiqQ6sXeuaduqqvAH+PAEaxF5ns3n8/l8LgQ6F8bRNk0bA0upnopmQpCQCUeJybWolJ7NZovlQkjpvU8Gv8AwDKNzPuFP4ciGicfWzuQ7jfFoyDx+a8leAMEzMGiprLUPD+uvv/56OZ++ePEiNaenAc9am8TnR5jQY8nkIxrnp+pNulyfzm9PFUJ6nKfxZwaDHylCCCAAJQklBBFZa9O1TUclMy4Wi7Oz1d39zXbdC4F/8ee/+uyTT5aLRQguhBhiBIh/XBs7/jsxpR/KgPjv+EPDiVKb7hXDMCROUvDhJ83s7xPIFN+Puk+wKT9ww/L/3PkaCQl/WN7+OAqeQsKMAlAkfQ+f3mT+mOgW/0/UwUuALnIbYADkhEpCkJBKfiIhBI6DG2HswI0cBtsdQltDUx9BtyRBKSEIhJTjaNvWHw6RiPI8m06mgOC8FaRMhgaEFCo4ropqsZh/8cUXRa6fnS9ub78JscmMRnRda9d3m7puIseszKqiLPKcQI5DsM7uD+3h0IXgYtBKgyChZOYt3908/KP99XL6oRbz81V5dXXm/AvH94fDuuuJQHnnIoxmcEAdiMa6vfMQmYmE9xxDkFJEqK0PgSn4se/AO9itrfVWT9y0ktpESSNzpBBJBqmEHXIpq7ahuh5H54QQq5U57MuimGk5Wy2LSSUPh/H1q4M21LcSOd9tB+8GisYO67YJD/ebs9X07Gx2dj4tq8wYLUhJqQFkiOnxdjStpCUuA0fmP928B0pJkyltlBCEmAgVnC6CeHIgIODJS53Wucd/lejGQBg9J6sJp5HuBBJ67w/hGAKmZwsSaK1ElCFi4GEc677fKulDHPpxTXpPKDytWf8e8QazpvNDV7e7TT30B4jU1lkMxD5j75wnhyFSZMFAHCEqA+xU7E2e66LKilJ3Q9d0jfdtiEcqbFlWDCoEqZSSJKIX3kVk4Z3hmCmzmldXSpe7zc042CLXuZ5IMTPlJLj4sL2LlqaVKrPzwbcQKdrcj3rs49A6rUxRFFqJut4PvrGxLSsNRN6HyNEHtj7Y/QjkY/SAghF8CELqsqqINIo9og0+Wu+EUnleZFmGQqBggBCDYC+CdRxRKQmGgo8x+r7fD/2aYyDSi/nV88tiPj/zDne7Q9Mf6tZJHZxviRJ33hF7EN6Ffhj3bXeoClRGVFO9tY13lgEBgslknmshVYycLPjGZHlebOPOe67r7ubd/b7etF3tbEDi6SwHVtErgnw+mw29OxwO/TAgRZ2BDw3bGOK42YQQhv2+WK/X4zAwRJOL9FBXQsYgvEchtJDSi7jZ7Jq2G60jAqnYOSTByghjVAQbAkipiRQhccRx8M4SYWlUZdUoROAoYyCIAlNIBbhrD0J4xCyGAdELyUgxsg/Re++GcTw0zXa3bppByeqjDy+eP7+cT58jVBCtFFVmqpBLRJkXmTZyGFEbmbqMmCkGHsfx3bvrpl1fPp+eX8wmc20KiIg6QyRYLFar5bNJuWjq++C9UpBnFGMcXd92bd7gOMwnH0y7xm8eNg8Pbw91vViVD5s3zm9M6R10AZ000hSZAwmCUCqBueEcQWlT5cVESu19XzftdrdxwWWZ3OzfxDCiAG+90n5R5suzYraYGTW7uzs0bVRZ/vmffXp2ObOx9cEJMnl2LoKIvodo+q53bkDhvfNt13bduFxe2vHFdnvQstQi01KFYAEske3G7RgwUm9Kk5mFkJmzqHQ5mynEAGCjs4I0g4/eIx77nJIzhggZ6FE3AMDRurpubm/vXr95I5RBFMwYQkxE1FSacMT/oogpDI1Ax2PVEQgHhHzyyKSIWqrvDYzAEQIwEgiJUmktkSOyfzLvwWMvbpKSAFAQpZOUEgIgFkXh7WiVIGQGDxxiDNJHFUIMHkLgEJARhWBSGklKlVBw/qg9+sFaa633fhzYDoGZGQUKKbURAqRCYzKlcqmMEFpIQyQ5qd6RGcg657yNDGnwO/pZfXAuJE9dYD5VfoHWuqoml5dXq9VqPl/M5rOymhRFMZlMqqrK80wIKQilkgh8IhOmpXlMbrdHm9lTC9UPY0KQfoinv06QQJAy1aOBUlIJyaSLvHDOlUVR5PkwjKMdvQveOe+d955PwlGIQQpZ7w+SMFaV1uqIyA/Bx1P3OBEJSafG6PjoQQVIA9jNzc16sz7UdTWplqvlbDbL88x5H2IUQjZ18/333wNwnudVVZZledjv0wn7CHKI/MPTdrKx/lsWqidgQ0h41Eh8bGXw3iOGNGYfSRgcI0c8sihRK5UZabRYLpfL5bJtW631crGYVFXK0YWjIzMISvRJSmJLGgzSQT+E0DSNdWF/aMqyNCbTRhMJrbQxJsvy1KLRdUNVVZPJJAEhhRRCCABxim5i8jQC8rEeLb3vTjsR7wOhEEIQkhAiy7LVammMQaSmqTNjtNaXz56po68PlZE6U0TCOQ/MIiksx43wER9KIuFV4lGBJHnimtDRYeS9H93Q9fXh0LVdCOHt6zeJ3eq9JyGUUlmWyVNDXTpxB58iqWiMSRk855K1O4zjCJwSXEf16liKRUh0HBu8d5NJdXZ2Vk0KSgqnSF0N70WzZOOMT1u1f3DGP5ogf2SnJMKubTabh/1u++EHV2dnZ09dmuG0tnnqzHycIZPG+MQpSk9muSRZ04lE/YMKhyebC35ij4TU9Zd0wqNX6+R3FESC0unQRw6P73FEsNbe39157xfLxS9+8Yuz8zOttbOOiARhjPhHHkT/LUnqJ3eYExvz/W+OHvWTozNGZnpiwOZTVPWInIF46rpnRPgBdPOU1waKT7tbntSjPxmM38tuP0Jlpr9CSKRWOJ2fHx3TgPQ+2Yc/+qDj++KPH/ne67A/1/yOPzvv9SG2njsmwSSJpSANRAgienSj5UE0DTQHGLoQ+r49QFtD1wISSAUmB0SjM5Pr3A518BwjFLmsqmwyKcfRxshKFUVlyqKaTWbj4Mq8/OjDj/7rX/3n1WL28cuL//E/hnfX39oxMPumttvNzoVRa6l1rgQFHxrbhMDWha4fh8GG4IOPRSHLMqvKSZkXMeDr71/9yz//rjDLebk6O5vl5WezpXj16tXd3bQsJ5MmH/0a6aCU12YwRY+khCDqIQQ/jmAdE3RKO0XSB0WYTyeTm9frQ9PJGPO8MCgH3wEHjJEAiHKpRZ7Pgic3dn3bNYes3pf1vlRylmflB8/59oacu9msW2NEAJpNJhzaQELSJAZYrx/evnnzrabVqnrx4tn5xWq5XEyns7KYS0Wni1YgECRyGVGEP9lHemb54LwfEwxdEAjCYRiSJu5DQERCgfzoLU5QlqNjIR7DwsyeGUKqdQWIQPAUIozAHNk5BkGprlYL5QK6wXrfOt963+zrYd9co7CkbydVhtkwka8jrZH29X7XDm0/DBwphmxopaCMWGvUPkLgMYBDEiF6FwIKhCCDVxCLwizOVsvdfuOcbCH4EHyAGIIgzM3s6tm0qfthHHvrRiuD1gozgEoWV7PJF2Wxusm+9uNttTxbzmbzSSHVcNjv1/fN0AjJi0W1HDyyR4bcD8qNLgZ6dvVstppLTXdvrptuCypaLxnQeTaZdMG2fTfYWqhojAwMgdm6ESOVeTWfL50HFC0H66xHMlJUQmgUgpGHseUIGOLYxehRCAGaBEEI3ru+bnb7/ZpAh8DPLq5mCxM8tf3eN+1htx5tXc5UUWYqcF3vBz8Aybbtun7fD43RQskyL6k5AMcICFKKPNdlVSolE1tca6lNVZWV9W4Yxs3D7v5u7XxrXd33Y5GXi8VMqVJAIbCcTmd23AxDDwBSodLeujol8/Z7W9d7AOz7Tms5mRbSGAAIHnWeAUjvSMtCqxJBd0NsOxeDVxI5xr63UkalMqnEOPQBORAGF73nYLHxY1dEP2oONPbCWUVYcFC2Z2EyiSr6eNjXSK2URQidVMFkaG0EdD6OPljvtfOhH0Yhsmfn5y9fvlytlpkpnIvBd8CZUlmWMWLQBoUMJHyeK60FQwyRvQ/D0L1792Z/uCV1fvl8OpkW+ZScd1nOxmSzyWpWnRXZTOIhN2Y+qw4NDqOP42DHoW6hrvdaKSux68fb23XTbXufD/ahyu18no+x2zWbqpqpUouoBusdI4EKbJgVkpEqIxJCepLKumG9OQRux2GT56ooKkF6OinK8+r8opqVk2jz3c56r88unv/il5/NFtNhGLJczqYLpudNbzgenI1DN3Z93fS7enfYrLdN0y5XK4gfUtwjZ10z7rf1OPQxWkDbDdvetrtWe4jLmddyub4fy2y5mF0Cx67bjcNBGAFx4MgkRGSIMaSDEhISoBDHXJAQyvngfRyGcRhGDVJKQUIITMRJwpObEBEjUgCBwMe25mM+gxkgxuMTNgKdmCRHCxtzJEapjdKZ1FmWG4g+Hq0Tx3kvHfgQURyrCo4ENymEFBRZFUURnNVaEESGwOyD92mxHbwNzgXrCD2QZKE8UrI7CoUSCWSEIFJNqDGGIHo79n0/WOsCI4nAHpCNybXOlc6VMkJqQOl9HJ13zseIwzgM4+BjDCEBrUMICVwDIRwR6iFgYCQiY7Kqmtzc3BZFkeV5WVaz+Xy5XF5cXDx79my1WhVFkedZlhklSMo0eFPqVk/poEeZCxHTLHdycibDUqJrEiI9nrYfyX4hHhui0xpQCMFCZCbLs1xKSUiRwXs3jkPf913XdV3XHA6Hw34Y+qHrWiUEkRITqSQje+8jUspVJoh/ZEbgJA9KKRMIMU1B1tpDUx+aJsb4/Pnzy8tnRZG/efOmruuzs/O+729v3x0OByFEWZaz2bSp6/StPZpZfso2/OnxNDli8ZSCS4dIEoKfAA/T9Eupqk/q9HKm6zZpmFLKgb1zY2JO5HmeZVkaYPC0RRUCOYaY2In4HkCfRh08andhv997H5VSkeFU+ie1NnleJFJI23bn5+cXFxfT6XQ6nSYy5LHxQFCKYHgfU+sSHu3QSEK955EgElHwMTf55bNnF+fn2mhr3fX1ddM0RPTnv/rVdDqRUjJD0zdN13RdP/Z9CN6kCgKRqjiPOR8hJBJxgMgRIkhJzNH7MA7DdrONEYwxwbqh6w+Hw+Fw8N6nq6Vpmn4cLp49e/HixdnqTCnddn3w/pjmCpCaGE2mlVZJqgrHnbU7lRzAcbzn9wbIRwLkbDY9OzsDEQB8ZJZKpKsgXWxIdLrpMAMSCRLiMdea5nJmiByP4mGqjScEhGHohr5TUs5ns9ls9ujYTINles2VUj+LXqQTaujptP/Yvph+jo/Ll6eszqcXc3pDp1js47x39PTC+02HIHzPUSEGYGvtfr+7u7t9+/bts8uLq6urly8/mk4nhBC8F1oLQUdmDp5woI8z0g/yePyDYemnXQTv/ahpfj2l7hMqM6FQ3hM+OcZIx+eIYEjoiKfdKvGY0EZOBM0fjsr0iAw9jUxEhMyP24Af5OrwvTLJJxrSic8J8Vgo8gh4ISA6DpgnhAsT/sDKmRaW6bz9R8p2/7EI+MPBTwJY61vrakQZQROB0FkIEDy0TehH531oGmj2YHvAAG6EEB5b5IGQhNBSlIIrLbAwraDB5KR1CLEZrfVBGD354Orlp5/+4osv/qJrDlkmPnhx/vHLSym8D8ViWV6/5e+/uYmBQ2BtUGEUkhn23VAjIjNJZYSQRuPQgQ/BhmDHsSynX/zyPz+/ujrs6n/8f3978+76y+KfC1Uu5s9MXk2rxcsX5vLiQx9sP6zfvvvXf/nDf+/bvXO+rKgoYRx8W/txxLpB9xqraZjNVTEvXaSqyn/5q3M7hOsb7qIrikxr0feDEEwyQmQ7RBeFEFpQxbFyTkvItbiqik+n1UrKXKm4WBzGUZ0/gxj89rA7dLd5rsFIAj30lhCLQo9ju91td7tNNdGz2ezs7Hy5vJjNVlW1WCzO8iLXRg1jm+ra+U8n7jFDYCABSDEEa21HxPP59Oamc9YSUjLlPHUKpEtfkvQkAYFQUAKMxOTyDikdTgQsRfAhhsc2dky3ueSf7od2X9+t99+0/V0IXVbQbrerPCpYAAAgAElEQVQdbYNyiLCZL8xsKbXu7bjbbu7bfRssaJ2lG6y3Os/OSGuf2129sd55CkYpZhx6qA8Rgx1H//U330xns1/+2a8mk1mpr0JRHbqm68d2CA93TVEsF7OL61dfvX17t9sfynKyWmV8oQn0PK+0uCyzy88+Xv63//PZZKKUsUK2WTYedvdKFjfv7tvdMNRuaAYjs+U0n+Smqso8n/zFf/qimOZ1d7jdZcJMTam//PIPb643h5p/9avnysRDexhsLRVkua7rzlshJA3tbuh3+z3lJVaVVCrTUihhQtCHfY9C6ywbBk0IzlhgTYjWB2sHRNRGzGeLaqKNEW3TCuEY2rq51aqaLwyKuTJxf+DD/iEv5fJsobXc1ZvNfts0tfW90N6FhpkFmdX5BOIkxtj1jfN2d3ATzhgyEhmgTCncTBvvQtN3qXRRayOEmk0Xi8Vqt21HN0pUr9vX797d3d3dzBdGZxLQ9rartKmqCQccR5f8SyGGfmh6uxPkhQJTwKQq82xCaFaLy9X8crG8+MPvv/r2m2+VFsHZZhyrSlbF4ury2f39rR1HbyOCAJYSDEaK1nStrOvmUPdt48r8QsuybWKJomtt5LV1DhAAGyCsJuLsokByWQEkrNJQzQudX5TT3NuIIIsiD4HbdgSQHFEIkZdaaiuHCLRj2AnZCTkK5ZRirWFQEcAO4+7d7ffdeE2ya4YPLp7PhRrKyfJs9exy8ZHR8xBFVUwXi8WhKb/6tkZyFxeLi2czZVBr/ebNm92u32x3Opc6J8BB57bIpVb59nY3fPflettMZzi6oes6IIVRBAfRqwqRRTzU7dBzCGpSTbJMBB5fv3nIsZrNlgLm9+3bm+//EF2Ol/PKTAH1fH5RVrKcFEUpTa7L6aKqQ77n+w0Nvbexn89XmS7aQ/vlH76ydhBCHOr12Dx4S23T7rZfSfWmmkxG3x7a+27YbQ8P+/rwj//0TxAmHGd9rf/2f/tv/9f/8XGZF1pWvdghOoIOeUgc4siCOZySlGmpid4FIiWETE0MUur0SSRDOsUzJ68lAAikCJSAgqkePaR1Y4wAmG46QiQzphBKCSIpRVHkklArcX62XJ5f6LxgQoH4viH5Cfj7vQkKgADTV5DMAKzzIvdOeykJUvebHUfvfYiBveQQOLIPgVF5FmwjCrTe9/2Y9AvxWGkVAmBEYC0FglaRA4Lz7KJv2s7v2xgRUUYQMUI/uNG6VJcagcMpa5JWa0SEIOgY0iME0FqTVACgVDK2axRknR23m/Vm8+rVq9R4XlVVWZZFUaRfLhezxXw5n8+zLFNKSYE/28112nnHp+g/xNNgQ/TYZn7soCOKHGOIApFD4BCkUgQIEYL3hFiYwigzn80QIIbYtk3b1OM4SiWM0cYYQEjVfSnh47231qeTeqL5Py1AZ2bnXADWWpdVFWOsqqooCgDo+6FpmmEYzs/PPvv002EYuq7r+24Y+4RSvLm5Wa/Xm806kUL/yEh86hxIUQz8Ia7j2BhOIrEck7czTQXxVI2NiEKQD+CDZQhCYF4YrWX6eXJkJNBSJ2egc+6xEsMOY9M033zzzcPDwzAMRAQofGTvvbPeOe9cUjSZiIqiqKrJdDq9vr42xqR5bzKZFEVRVeV0Op3NZmVZ5XkupULwqfIhHDcZMX1jJwgkjqPVWhujhUAk6odxGIYsy0Lwxjz1SSKh0FKDgRiDQASOzgcEECQBCEEEH4FRSRW8TwO096Ftu3fvbt++fZfq6aQQBJg2G2kuijEm/E+R51qbEGKaj4ZxTCKYUqj1Y7WdEIK01uAYAJ0LRMcOdoRjjNM7n3odI0eJUBSFyTOhhHVWKiQpAECgACGEDCjESUSC9MOVUkmhYrBp5NBaKS2FEkSolNBaPr4kUoqyLF++/Oijjz68unw2mUzyPH9fYXUCcqZRznt+am4kIimpbfu+77XW3vsUFn1se5cSpTxaUn8kwsPP1dal7cZ7fQ8REEMILrjAQZEW6vgaMkPXdXd3d7/+9a9/97vfSSk/+uijzz//bLGYZ1mRLozIkQP/jPb179St/1HDy3+cURICgz+22McQkis70TefoknxZ4yt78OB/153+vFf/iyikH/IGI3/0dTGP8tQ/fn2+T8Vn5MhIgWkMXIPpEO0bT/GgMyBmh6wiXF0DqNXyOBdICRjhFbEEAEDMHMQHBRzXmSEKGI7zqa5yUxgRCom1eXHH/3588tPX778/PPPP9/vbvthw1A/rN8M/fbtm2/fvH3zsN63nZVolKGydIEZwKMAPuYaSSo0xqzMdDqZ7HfN+mHLDIqyKl/MJ+dDHffbBsIb18X9ej+fnX3w0Wef/fIv57Nl2nw7N+Rm3tRj8GCt64dWaa+zGCGSBDtC1yYmFGNgEqHI3WRiP/uVXlyeN301ncy99zFaxIDIqY2NMXomRVIIIwRoNcvM8yL/INVSaeOLcrI6l5PJ7IMXL7qh/8NXX9/fP+y2h+bQImIMQSAqzePIXd8e6r7vu8Ohvr19qCaL2fTs4tnzs7PzxXKeAvYJYJyqz39kuf6Rav+zFRw/vXQJQRALigi+6w9a6cvLs6IwXdv23TD0Q7I9ACKCOG4wI3Pko5EBCJlO4VLmGALHyFEwAmLwMYbIIcJp6xnCEd/ivXVuDMEKEX3ot5s777kqJrPFB4fm1XZ76yJPJ4XAqpATXYEbRju0eoIEkmI2nXwgeFroIPX1rqXG9dY6DkJIPXSohdXoGex2s/3tb798fvVxnk99KPo2OGcwiu39Q29AhGz3YO6u6ebWV6Wvt32z3ec5VjlHzhHz1XL2hVod6tvN7rvd4W1Rjk17yHKd5Spy3G1r14doZChosVjluWn7Qzfu7eEw+k7pOMbYdc3+sL9/2G829NFHvlKCgYiUlELr3Pt+HC0CqkwIFAJFVRVSkh2j0jmxcoMYBiu1zrJZrmfBgxvImNxoFODHYRREZZWt5lPnS63ldruRiveH22HsMzMzuhisd370PngfmUlJM51S3R32+13fD4Q0nVYCNEfkEIUgPtpXQgwhoUKJpBCCIzjrEEbvAzBJoZ1zSFLpoiyrzBQxoLUcbQwQNuvb+/uHYRgms0rrgBSqKhOS2q4TaJxn74GIAGMEH71liQjGBrAhyuCZuRuafGyKqri8uoqBYuCm3jfNzqisyM6m5bkfuBONc56j8I44kpS6b/Ht23ocA7PSasqgYsCuZakYcBjtoDORrJiHup1M8cOXMxJWiBixQ2G1JiFNb5u62TX1fn+49Y5ikJfPXgghInSR6oBbFtvZyn/ginEUeUZCjiG0QKOQIcvp8mpVd9MQu5ubt6aIunRKu8UyS2SMruu7zjFE74fd/r5uNgx+pvNnl5dFZZCgaUcAWC6XWmfSBKE7lEYaiigC8b7r+uGm6ljKBpFjO3rLtu+Badet9RaH0Wk5q4pzpYmxH+0WqBmsOxzK8/kCybX97evrf0ZePltMSOJ8uZzNs9H3m8POhTqEbn/Y7vZbDjEzJUdle7/fdnaEL//wqh9qqeP+cCdjZ9BHFpEJkORGSMPS8GKViawC6ZiH7eaw2zTNVv7y8x0z5flECU0ggu8IJaFGjAwQADl6YECI8dSIBCLtcWUCTsQAiBQj+OABiJlSsSciEKIPDAJJyBgDAxOCkNIopbUilEprIDocDspki8Xy6sWHWZYpKcqq0FIoSUVmPnjxoc5yjlFiIBAxRERGOp1Ejlw2hGNR7hGnLoAjRyGVyXIERRARArPXWvkU3+IICSUaOYBwgcIQpJSJ+HfkjJ84H4KIMLUEIhEScyoLT/XCzns7BmbrI3oPw5hiVgDi1P70vnIb4YisTJ+ASSsQAgDT6HVkPyAhcNJ5nHMpR5doLlrrosiLIp+U1Ww2e/ny5YcfvphMKnHa/aVF9BOBix8TKadDZHz6h4npkpSWZHtLasJJ2DkebI7uq1SOeXxFopayLArvLAMTYTIHxhiHYQCkVDdorQsh1WBijLHr+6ZprHVKyWHofQjGmKT1JUdfnhdpbZ+6+7IsW61WUsphGI7zXojOuf1+65zb7bY/206Gx0jn+6wTJ2fyMWbPSdxLMOrj8/r0J0+CiPyUPnE8hj/xpgEegRwkKIaQHqOExxzdyVOHiBiZu757/eb1mzdv27YRQjCIxLp11jnnU/88Agohy7JaWCek9CE456y1u91OKZVoooloslwuz8/Pnz9/XhZaq+N3Ae+r1I5KyOMrk2RGBhxHG7yPIfZ9//bN2yzLj+CW4BnRaJ3GiTLPgfmYxA0RTyZGZoxH1ygCYAiRiM7Ozk+Tm8qMVkKEEJVSWussz2LyecYwXyzKcjIMIyIFH5IF9FFnJsD5fK61SqUb1tqu67u2VxpiwFMTAxMRAySfLQkyRldVaYwhIcCB8449M4Md2ToOAXe7/Xa3u7u73+93IfhEReq6ruv73WHfD4NU+u7uTpssZTs3m+23337/sH7o+84527ZN0zQmM7e3d5v1Rin5WIP+Xq2ilP07pmdP9chIhH3fb7f7d+/etW3z9u3bcRwR0Xt/fX39D//w/02n09/+9l82m016EW5ubn79618T4Zs3b//1X/+17/v03hyGvu/7w6F++/btxcXFbDZLhM/IHPk43scnxBfnXNM0Dw8PbdsKIc7Ozp4/f35x8cwYI6VIW54U8j12sh/fNY8mSXxsJj9d8KfOQJDJE35UHI9VqHwSBDnGGDAyxlTazMwkkpH78fVJ4cZTuh4QiSCVjrw/Np/QnHRU7RBBCEpPoadA0bRISrDQR3EPjxwvhsRSfE9wQn789VNG67HJJ+HIInCIwUspn9pvT9shwpPDOUSG97+FH+UXf+rV5J9h2uC/ld9jKUGqMIaOwI5Du99HiDoEjsEB9IKskqLM8whQd708zvl6GAbrrPPeO/CC0GR5nguJ/bhfLhZ5abrB5mb18cu//Ju//rtJebFaPru4eKYVvn6z+/qbrxGb7fb6229+/82X94dtL4UsskkxwWK2c54f9SEiFhKIQlXK87NVcOruZtc1QwyoMI9OupHsAEMfMNbd4Zvvv/murCZ/+b/87dWHn02nq6paCZFFDxgzO4Ad/W5/2G9fzxaoDZqMpARB0FiwPbUsBEA5Ac4HkA8ffs4v4lnffx4c73eHECywi9GGaGPwILzjQOAiCkSt1DTLzvP8mSBgCIho8nwuzOXli7/7u//b5Plv//lffvOb3/zh9394/eq1taNzY3C2ENI7oToYutYO9mG9vn/YSHVTZPPVu/vLy+fPP3g+X0zyUguFwASnMtCni8M/oh0If+yEJgYEo0SR68nEOOekMGer5eXleX1obm9u9rtD27TDECIwcIjexRgSYfnIrmPkyIB88m5GQB85IidLT+rWChwDUESi4ICBpTxqgEYTeByG+vrtq/Pzy/Oz5598/Oe//Zd6V29G24QhW0yvLmafaVHWh7u729/P50AIfqTZ7JmR59Mp6dKYPdO+u9sMQ+dRFGOvysKerbqz83L9YL/79nXXqsnEazU91IHImLw6bHYtsYg8NJOxnTfbfmxEsxvXd+v5HM6Xgx1htDHLzWJe3t59+/rNd69e/7qajgz7vKRnchqsj0NMSRESdHa+zDI53u6++fZ3gUaTy8DeuvruYTPYDgAJFZAUUhqTK01ZbvIiF1Q77ziOs4v5pKwynRdmOvSuPnRFXhKS8x6YJU0yvVIyHwfXNB1hpiQKtABbANBa5kVuogrBR/Z2HO/Xb519q3VVFQuS+TCGpumCh+BhHGOW6xixaYbgOMvySbXgIJ1F27MdvR2DHW3fWyEwF5lWpdaZlCrGaK0PYQgeYkRJZoxREGU6Xy0vvQ3r9X7oIgfA6B/utnXdHvMDAkjybF71/Xh3ty3zGYJC0CRYSEciAAIJRbL0EZt+GEfnQ2zadrc/lMWqmkxfvpx4y9uHzQPea8kYK3BZlZ8ZWVnr+s6OISJSpqqhp/16r1WxmM8W82fjEPt+tM6OA/vQkwoLXWR5MZmo7eFgcvf8g8lo98MQGdrIbYi9c35fb67vvrm/+w4572oOTv2X//I3y8Uscje4m264CXF3fgWTxSoEaOugjLf+EGKPFMtK/+KXn6IY1uub7fZuvb5dXooix2GYdN1+I+/HDpvGTab5fn//7t2rrquVRkK4urqaL2Y+ulevr/Msq8rzGOPga+vXUVgG17sIOnMWu67ZNvV8jouFGT10XdfWnjk638U4aFVcnH1aFB9kueq6vq7vhRz7obu95Wn2AaFDau8evoawsEPVj1VRzBnjm3evbLi1fh1iv9vs60O3Wl7kWVWYadc42zdDh99/+7DZX3vY7+rXE+VWE5PlVZaXJMXNzWYyy65enD/74Gzhs9mqauv49nXDsR47y+BidFIpJSQz2zF5jSRHH4EJOQaJAATRh3C0qxEKIUnwbL4oigpRAFNgCJFTxIiQUuBGCLJ2ZCSUKhkuBWGR58vFYrlYSKm1Mda73/3un4tq8vkvfvHXf/u/T6cTJEzld4I4elvkxhjjvZVIAoRDT4hCHiuzjnG141RFEBmRpDSELL0XQposS6YziA5AZpk5IQ0wes8+BAAfaQwYZdTGIKJUKkbgyODxVAYgiSFSKj04xp1j5MgopZIBvDvyPkOIzCiEQi3i47QgxdF7dvKkHTumATBZr2JAIuaYTt4khM6ElErrY10VAITgrTs+zJVMxH/WWv31X/+11lKI51odudBSJkDLyeCK7wWHp4+khHs5nUVCOsrw8TyFHBkYCIgjMzISiISej8f7KiM6Z6UQeZaLskjeNilJEEVmSSJRUBBxGIZxHGOExA97BEJKKVJP3XK5HIYh/d/SPJPKzY65JyG01vP5/ORRZKNUCOHh4d57X9cHa8enrWU/OledZvZUqPV+6H20aB3jVcdLloiIfyCNJqALiNP59VQUQU/btAVRTHIW4GOeUEl52gtw5DiM4/3Dw7ubd3VdCyEiE5DI8zx5fBFRSqW1fqy78CFkiERk3f/P2ps1yXVlV5p7n32GO/kYMwYCIJkDU1RJ6iypH3qwsvq3/VzWf6JlasmqKpWZZJIgpohAhM93PsM+/XA8giAzVVZWXW4wGMIRCPhw7/U9rPUt1zRNiuxLWxEhxHw+f/HihVJKnC1EmaU7iaRINnxM6M7AEYhoGIa2bff7fXKdHQ6HvuuauvnD77+RSnrvDvu9UDIvq5PliQ9eSqnOzo3WkkSIITFXjyGDx3F2UhcRAGRZ/uWXXyqlldYCMc80CRyG0Whjskxq6a2zzgdmpZS17ubmJsvSM3sIh0hJd5GXy2WWZYGDtcPh0Ox2+7btcpaSVPrmNBd46FKilDLLsqoqtTqSjbb7bd0cnHP7w9D3XqD+8OF6v10bY9q2iTF0fbvb7ZTWTdfe3N7Wbe2Z//Tdd0qZtm37vn/37v0//uM/v3nztm4O4zjc3d19//p7KckONngPD6y75KZLp1V6YOnA4BiD9489gLW2bZrVet00TVPXfT8Qkff+3bt3zCyVvL6+Xm/WqVG/ubnp+/79hw+H/X6z3aQdqbW279u+7w+Hw6HeK6WePnuqtALEwIGB08QhvUfpmHTODcPQ9/10Mn3y5CkRXlxczGaz4wACkASl3k6AiA/ZBp/4Wo/RDg+6BD4yPx9au3SOpH4vBY3EB1MuM4NgiBFj5ASUf9BZcjgODtPanGMMPqS2OH6iaD1+c2QUIEg8ZjEQCUDBDBE4huPFjSSl54IsEpf1U0UrAh+vZo/tWHzA8UJMVnM8okOPANGUqsLMQgAd5zUCUTDHFEzyo53ywZb531BpfspqeWw1/7wX+Nk9EgCkFtoAe++9dexHG7wj7yEGBgiZFkVWSMqH0dUHl2dCIGkN1tphsCHGGGwmY3WaAfoI2WJ2fnX+eV6V+7r+xZdfX56/CsG/f/+6qXdZhu/ev/7mmz9+8+23RQH73er193d5VpRXlfO+zKemsJSzQYqAntNmmYiUswBg7dgSToqivDh/dv9x60ZwI40dzGfn/+f/8R+Dd/V+9/H2dj4vy0oH8OnlCB4gwnR68tWvfvvu/Wvw/7q7p9l0oYnG0MYIWsFsLjNdTGfV6ckEREOqRbVD5RXlWa45YJ6LvCSI0buh69t7sWuaPVBnYec5sxAdLCKi0qU2CMIz9lmRCQrGmLIsnzx9Nl8u5/P56eny29PZdrfdbde77WYch8CgtBSiNFngwOMQrIO6abrh7f396vvvv5/OqumsnC8mv/7qy89fvPqfo+cEBoxn54u/+qtfZUbu9/vD/nDY13XdBh+W8+pXv/iSOa7uV9988+12t7NjYnYRH+28xzM2cAjhuPkU9HBKhxhDIiCGNJshAaSBQ3QuKqkQoe0ON7evb2/fdl0DEAkz8DMl5prmAHK30jqcPp397aSYE7/p2qasaqLROwww2tChyOfLaTZ5Vi0QyLz/sPl4bZVcSKi7YlVNLs6vTooCdtt4e7ONobv9uLEuKp13na0mmGVDpqv57LzexxAQQHqrdmu7XrW7XYdwQNm1Q/fDu99/vHvd9neoB5MNeenNvMikIVbXb+8Fk8qiDYextXfrH7578+0YmmKq8kk1ON8ObV7qV5/PhJjNF5mQXoFAzIUgO8aimETA4CwRaK2mk7mR00zJ3MSizEGw9QOpOsuq2eTUeWHHASDaIbS+H/q66zoAdm5s6iYE2zZ1BB/C6IPLTDHa0I/DYnHV9351v+76LtupQ9uaDNtunFYXbgxK5YomvfWEqixNcG1db+7vt1rJ5WIynZ6URS4JE1ENATkAkey7YberlTKzWVkVFYRsv9tev995C8H74AdrQes8y4uTk6lQ7WB9XTfWekXa6EqrioRA4aNoGCODE0KDqACFdbZ1h3EctDR9PxTNKLgkLs9PPptXT5bT/b/853/abW52q+Hicn5xdVVdlL/73e8FiNOTE62y+pDbLidRaT2vqvPZVAshQ/TXt2+6biuUq6a42w3rzXC3+jgMo48BqNG5zMvQ2c27G7u6X292e+935ZTtYKHzbrT7+q6aCpPz7vB2vf0eZTOZi4WsIMiuocWiQgHO2RgxL7JXLz7n4BXJ7Wa33W7u7uxf/80vilK03Waz2XkrAXQ3yN3ujtlOp6XJ9Hy+eHL1DCner1fz6eLZxRfPL3/5+ubN3fp6X4+H9jCMdfAWw5w5YxJZXlbzfH5WgQMhOx/3dqxjbEJsgGA2z549vyrL2XrVHhq0PoQwenu4vXk/mjvGHqW+23x//aG/v8YYc53JAPfSHMqpvbxcru7WH6+3X37x9auXv35y/tT73I3ZauxDMLvd2A0bVQLqMco6yr6Yi+l8IQsdwHZ2HaAkLYpKmUwJqrSeQ1zpItpQM/REihToKCVlzBTZe2DPHLxHiAJQAz9i2ogkCn1ycv7s+Yt9M9zfb4uims3mIeJkMjlZLk+XyyzLEeJut3t/c7Nv6pcvXyagxXI2f/Xq5WfPPzNZ5px7f33z7sO1kLqspufn55PpxHtnnQsxJFb7cWeBJEhITAJ3EJ/wDFKNLlCk9DGICIJijIAyz0s3CgQPINhBBMy0ktI55xBiECKIQCAkEkWBmqpqUpYlj957jpFRJSakllIiR0mEipEQguAYnfNp90VEUiFDgBCS6RcxgToe8rDSrxhDCpZ5CLd4gKn7tDdLJaP3TjdZlmU6MyllLs8KIlJKChKcM4cIHJJccByHrmv7rku0QOdGAJRSpn5PiKPlMtUT1tqkuHtc+zB/ytY7bvweMrLSAuyhXOHIkX8m+1JSJ89PDDHFv7JHKQUJ0lJ5AAZIpBClVEq7Sj7DIi/atgUAIvnk6vIf/v3f7w+Hru+GYSiKYhzHVOamejeZCYnIe+eDZWbvLAcWQpRluVgsA/ssy9I3/4jjeBB9pScYQojIKOhnBRYiprSAhBI5pqWFFMx9fK2Sgi6xTx7TtB9Bi2nA8WneWhJzxsAoxM/kb+kNVUqhEFJIJErHj9Y6yzKtDQB23RAh+uA2m83t7S3EWE0meZZppQAgrfiYuWmam5ubtm27KkNk7/1jvyeIJEkpVRJUSyU/ftx9//3rb7/99lG727ZtCOH6+jrRsJxzUmpSu5sPN23bSCk/f/Xq5YsXpycnQhIRRojOWiJKqMwHYXDKej32P9bavu9rQma/3++t9UdiLID3oe8H733TNNc3N0rp87Oz3/zVXyW8ateNfT8CwHw+L8scIOx2u7u7+9X92lqXFJQhhGPgNgARKiWVUkqS1jLPs+RFUVq9fv36//3nf/ru9Q/BI6IWaNzQcXAf7++9t4CQZ1opFQGcc3Vdj+M4ju5f//VfQ4gfP34MIbRt23VtP3TjOBRFvlrf92MX09AjbYARI0DwPq00tTEqjafSQCSVXmkcwJyImYnGZPJctq0hnReT+WJxfnmR5zkK4ZzjGJVS52dnT589e/XqVds0q/Xq5vr6UB/q+tC0RhuNJJQkkpTaSK30zypGnZzGQiBiVVW//OUvTabX63vv7Xw+TwfzEWnMybwGAUKy2v2ZiPEv3JOObY4cggd4gEZAqjDT2Qdpf4iYuIGRAzvnmGMKP/TBCUFZRt67xGry3h+1EIIed2V/WSaJj0nrKEgiiRB8BHDBBx8EKk1Kaa20Ti/Rz6IhHreCP0HUIMTI49g/ntckpTG6KPK0gSSilDjz8Nzjo1NaySOa+CiLwH8jr/4x1O+/W/wpAUAr0oYCxAheam9ylgq9w+CBAycVoXPOWpdcvOPgIwxd56wNKGA+my5P5osT3XVB6+r09PzlZ1+DkM3++3l1ZXSxur/5wx9+jwDXN3/84c3rN29/eP/u7dnpYjqZfv3V/z6fV8NQ//DmO4AIMiS/QQjeuhAjCBEpcNdy7et6D0aOimbLxUW7j0bNCrN8+uSLxXL+69+M7WHz5vWfuq49uzhZnkylFIAcYyotopBiMkY7P0UAACAASURBVFtIVTmrDzu1u89cr5wXHEKMjAK0wqLUV88WgMqG2I1dPwyIO6Oui3yWFcVseepG3zRt3PqiUrOF9r7AqIcO91uv8yBUAAGCpJBCx2AyDRCk0lLKIi+0MU+urpp6Z4f69Gy2383Wm9lms9ltt4cax3F0o3XogBg8RwzOueDbrhsO9SHf6MkqL8ts95vd/5BbL/4l3hErJabT8snVxdnZsjk0m9X648f7+lB754LvUVBVZZ89vzo7XQSGvh+6oe9HG5wHKbXWSX4lpYguoohKieCBI4SQ3KtpHx0BwkOGO4fgpSIpMQQXgi2KLC+eLhdLgXg4bGNkIg1YEp3l6nmuXiqhjWmmsznIbdPf14d2mqPCjr3u3Z5xRIlVeZpnFPyOvd4xD74/cUNVTGbzuXOjlBQ5m43BukCkq2mlVOa5Ht0YYquzGFlzUBwpRi2prIpTSflg60N9E7guKkadCdURWSVdZkSVq4zK3Xbr+uBj1wwbjn3vNipz0XsG140hsNAZ6TzXapJls8BDiPZYTIKEKLNsyow9HziIEEQMyrESUOQmU6SkgUr7vCyVMibLh23fD27oQ54hM/oQYoRxHNqmGQerlIwRmrbxvkcRSB6zkQQBCvQheg9tax3vlAYiWWQnYIhIIcjWNxxQIDqHkSWJzLsQWCpVFMWU49h2OzZSCIQIUkrvo7WslDR6UhWnzgUIeW4WPfuu7g/7mkhMJtPlaVlNcHSDc74fWJIq8mlmZiRMikHTpiSNXT8ySIA8SWg8QwT2wfZDA0FTJAlZ17EmI2m5mL4Yx8YN2NVSPlmcLa+Af9jv9m48vPjs5PT0siwXWhVGlSGILCvn80VemIj+7t433V192EWUynDTrrquYwBtvFSmqLBp79e72+sPt+PolPZVhfP5MlOyPnDT1Ic6W+pMaSAZHLfWxQiZFJXWOgR/2O8mxamUuZJSkjxdniopN5tdoGuTxdPTaVmqYazvPu6UrGazU1IZqSA1TibVbD4/O7/o+7Ht6vv1SikdIQqVthwYLG3vh963QloIUguZ6ZIUDZZ3u35WzU5Oy9l89uHDNx48kwNpB9fs6i2iHEfrnOv6jp1XqJtma33tjY/R9sOm2fntXvY9Bg467+Yn3lTCs3G+HV3b94f9bmVkMZ1cZdmkqkRZTEgYH2iaTXVmQR9ExjIvs6pYSN2PMbDd7FaAYhwhBg1YzpfTZ8/p9GKalYDSCUSlkYQKHryDGMURrIKEwEc5CyAicAgklUGazxYnJ6fz+f3h0F9eXn3+xS984Mlkcn529vLly7Iog7Nv3r4ZnBucff78eWaM9y432WQ6qyYTbbTzoZo0eV5w8vJJQkEMCUgQBAACcsSIKJUiEQWw/CSHDY5hDI/h4yAJBYrUKCIpbXLmEAMkZgjEgAKQgAAFQhqOkaAQiSKClFobIoLoUn8pCY3RJjPaaPSArIJAwQwh+MAKkAUgCGYgQopIASkARQQkEBj5Yen0I5UBIoJAobVJ9wghECNEds5lxuRFESM45w6HUbSUmpCqdEorIfAomSMpjloyTqSWGDmmHJkQAIA5OIdpDC8lSSm99+M4Hg6HLMuKopAPN6XMIx+CH7yKj+YX/GQ0/ZAnfNx5pVG+lDI1rEhCIDJi5MjhARt4RKBEEpT4jRFACDGbzTKTjdY65511JyfLJ0+eHOq6aZtxGMckYHXu4uIirdH6vq/rWmstCEmQUir5EoT4kU/zSWrFQzsXH901D8Kqh5oMj6rco/xLEPHDDT7J2nrE7qefxjEi8jGUmdO58GkStPgUz/gzcWn6UilVluVsPtfGEJHURioFgESklU4rr2EYQ1g/efLk2bNnVVnt94e2aY4b2BDquh6GITFI0pr6mITHCQOUhJcohHBCSuked2gpOfDdu3cCkaR0zqVXre9ajkfsjdJGCGntmMKc+ra7/3h3dna2WCyKIkOBXdfBQ+J53w/O2RghKVEFog8hBXhADD64ruusdcEHjqyURhRd13Fga+2hrvO8SDEGxxARwLwoZhym06lSyvvQtu3hcGjbLkYQKAQSxOPWKWUPp/3Sfr8XQk2m0zw3iNE5d79avf9wvdnsJpPFtKryfNLVEmJYLhdJqq2UzPOMSDjn1utN13VKmflsAYB5kRNRVVUnJ0trh2HshqFfLBeTSUWSYogCxWNDlc611KunkdBj4GESBaRDKHWVHz9+bNt2tVoBgHU8mcy+/PLLv/mbr6uq+vbbedu2wzhKKS+vrr766te//e3fHA7t7e3HN29+uL6+Xq3uD/V+Mp0WRVEUWVGWqV+NCIJElmcRovNOK5MOg9T4TSZVnmfD2BujnBvLshKCOHCq+h6ixhEAIv4F894nweuJYxQf7WppWf3oQvyEfgqPGtBUsfMDPvioCv3xBs55O1pr7eNPTrEoUkrxKIPHTyzaSMdshOMjToGeP85eHvP9UtoGc2RgRn6IrITHSNL0Z47Hx/YA0MFHdW5SYaQsKCFSrCZGwGNoNcKPws7EHP5p6MKPlfzP13fxJxeof2PFh4gSgZWkTKsQCUSIQBApeBU8es/BsUAQFMahs9YLAuY4DGEYfT+EwFFrWJ4szy9PqimOY1Bm8vzpLz979nXbuD90H8HnwUPTbP703b/c39/+4Zv/Z7M+bNftbjeMHf3d3335H//Df8hLePfhm5vVddttvB8wZMxhHGPbJfkKShEPe+67zo1toexyrq4unxT5WBYnk+rsiy//+sXLZyx4t7o2Wt3cvn/6/OnZxVmWKRTM0SFIz4GQhJYco7PUt+b+VtZGRZYMDsVI0iL2gctqLrWput4N9013GFyoTfatKV5MZ1dFdlLvB88D1TEr5cl5PpllCGVbR3MbJwvQWeBoI8o0mNFGhxBISnzYdOeZnk6qxXK2OKlOz+dn+5P37z9orQHFodkH5hg8IAhChQJBRSbveRxGO/Zts7+8PD0c6v/fpJa0ao8IwMFBDEbL5WJ2cXry5OJsuZjdfLi5ub057DcRQCvz5Mm5UjpGsV5vVpvNer2pvceHsA4SqKRgRiFQSYwM7CFGSMNfQHEE4MYQI3KMEVgqIRUKEbNMF+XpfL7I1BQi7esPHDvEyCwX06eL+YvcnEHspVLVLN817f3u3c31zZNzNnI5dHi/vpZan5xdkM6zgo22Xe/7xh3a6H0fz+zZqZ4vMwAtIF+cztKlEiC2fb/Z7drx3rGrZlqJylnddqgon06WZ6dPhaDYWiGG6ZRMMXFx2Y+d9y0gCxVIs1KocvQhWG4P3QZwYOzPLiYBzejGureCxCQvIxolc2PEvulDsIgiBEAASWlk5zkMwUs/ylGRiJSp3GSzGIIkrCZUVCZCDByt78dxsNbnWSbE0fTfdVzXLYJaLpfT6Xy9XfXDYDJ0YZSIKGSKLSeldIYuuKF3PmBR6LJYSKkAhB19jMNoA3vbdRaAimLStI0PEBhIqmCHrm9jNEpJAIzgmaOUypisKBZVcV7XzaQ0iuZ3d9vt/fVh3109OT8/Pz2/nIa47cc4jm4cY1nk2WSmVRWZrB8lBCmzspSj3XGQACblqEllhPCQXB0xJGzydttnlBlV/eLz3/rQD+O+bu6GVhFOvdV3H/feba4uX149uTD5K4GqrW1Tj1mBWV6enp5yHAGH4f1mv7+TOi8nZeBhGPeBWRuTZahMaLrVoe7vVzfeszFC4OT51alczPc7v7rbdd0wmcrJpBpcWbebttuRGDKNyHK/33748K7IFtPpMsZgbV+U+fJksdluRhan581sWknCtmkPh/ViSdO5LqtsezA6V0KWy+XJfL64v79fr1f7eltNqrvqA2k6HHZD1/WNvb9tguzKOYexo3yijEZwh7qtDwf1vDx9el5VZnt403sAD0rEptu9//Cmq+04bPp+bJpWExkDg20sjC5VU8Ey98oUbef6cZgs9GJZnZ5pqYAIlBLeD3d3H5q6ffEZL2ZKZ8Vklud5vu+M0bk2LWZRFiOohqkqZjl26nDo37+/sQ6CVyTyIsc8K88vTk9P50WlSLEAJgYSMunRIFKMkZgBRATGGAmOUeg+ohCkUE6ns6qaZlluTHZxefnrr76KEbQ2i8XiF7/85aSsxqEf7Jh/+y0iTiaTIs/7vvPe1019t7onIkDRto0QAlBwZOvcOI6jtd77ow/q2GUIpZSEICILgAjh+GH6iWMjFTFCKUXUdx0JQUoJpYVTHAORIC0xsncjpFUhYRQSmKWUPggIEIjSKixVRUSkhDBaZZnOMg0eBHhm6UIA750PTFJEDJ5jxMAhAsUoIhASMABH8OxT0ldKZT8G9SIqJYviSE0QghCC97ZpmqoqT8/OAGC93mw2G2s9kpBKWTsmgqJzzmidm4zoIXAcIPEtQvCPEdupjI4xCCG8Jyll27br9frDhw8pYD1R78uyqqpJnudaa8QET4FUoR1h5Z9YXR5UXsdbmsoLIYL3kSNKIUgSAIcAgEn7lFrEpHKkB5hh8uOVZYmIzgXvfOBAgvq+7/s+hLDZ7rb7/TiOEON8PieicRxX6xUAFGWeZaY0pQcI3h09acGP45iEoI8QP2b+NNjtgRN7tOnAUb1JP3ayPwbHC0CQUj7i75PMMviYQuoS3eTHz+fU2z6A9B9dTcdFn3gUi0UUQmldTSYnJyfOeymlyXJtzHEto7VSZhztbrer6+bVq5d///f/cHFxsd/vV3erzXp9OBx2u93d3d1ut2MOZVkWRZnooI/727TIjDFCSAG9R354CN47H7zv2jZtF1OMhJQ0ckjPKHgvpYqRvfNaaYD47u27P337bZ7nr169nM1nSsmmaZLDLc0O+r5/dKsITPpGN46W2XF8BNchAJZlKaUahlFKKUlqYyaTSVmVKfoPEUnSYrkoyqKqKiHkOI5dl1C4/pg1kILQUzhnCCJACCEEv9msUahf/PKyKDOAsN/vd/u99X65XD5//vmTJ5+dnlx89+033o1/93d/mzSHWqvlyaIo8nEcf//733/8eGd09urV51qbP/7xj1mWnZ2dvXr1ar/frNZ3d3d3L15+dnV5meXKDh4Ai6JUUiJiTLLAo3D9GKmXgFUohJRSEiGC92G72/7w+of1ev3mzZumbbabejKZfPnll3/3v/ztdDJBlK9fv76/vxdCLE9OPv/85W9/+7fbbfP+/U1eZEopKSnLzXQ6LctiNptWk4kx5ugqIzJZxjE67zOTj+OY2EUp1WMc+0k1QUTvbWZyBBFjup6LyHCETQIw8MNZIH6qhf6RGfMggaafFKgPnNIEMn30z6XTPDGbPolhiA+aAk6r4NFaF/wRjBWBYwSBUqnkx0tozOT4RiQURxFmGjsGzxwicyQSghJaKMYIxz1jYA4pro4fWtBjw/Uwt3pM8ghpZZ1yfGKEcLx+JhE4EkmIIkYBSfMt5YO0JPkXJEl5RMj+DG6D/2bs3qet3Z97/GKMMoAFBK0zlS1GZ7veBj+OwEKAyUhSRoQKaLvuoA9aK/bkPKRxIMljAIa13XY3fLhelfn58yckwGDE4ASwPD85/+KLS2u3//Iv//jDmx+2636/dXXNu9049iLPT9puvd60m10zjB1g6Mc8xhCjAoCyyLVWCMKNne26th+iRQGWoHZOClEwa8AssHJ9XeTVi5ef/6/2f1ssZ7PFRV6WgBDAS3Ix+AAgAgEEpXSRze2g/aARJQoPQoCwKMf1+nB3t53MNAcFYV7l89E3Q7i1Xo6WSXrrOcSRJJSlNkZABGYxnYv5SaZlWc7IBxshJ6WNzDJTBDeSkJ+8PxzYjrZLpKZqNpk182H0gdEURVMf6ubQqb7vR9sFiIAEWqiUbikoFHn+SGH6n5C/l2a21lo7SAQpSWt6cnV+sph88cVzO9jdbv/x4933r3+w1lWT2WJ5enq28P7l7e3d/Wq93e05WO/DACQ1CAHO2rbtSWRlMRFIADQMAzMLBCCwLiBiXuiYUviMAkg5CXDx9DMh8G71ph7arqvbNjw7m8/nJ5TJGJliIAQXfWeHpqt37a2RzThyF/ZTuTSF7Nb96BrQrYhDKaDMPzeZimDavquqKSJbV8/KzGTG6KxpGzzYMfbZ/jBZVleXL5VY7Db8/u2h70hrQURlkRWTk2rx6sON+7iu17trBNK6kJokCgYcrNWZgUiEsulbgNFHmBSlMrMATId+GNgxIWhrx37YuOAAAUF2rYPolULneOiYgw5eQyilWFT5eZWfZFnZDusQuq7re7v10XEkpcXypKpKZV3bN3YcByl1lpXjEIiy5eL8xYtnm+09iphlGDjYvovs1/KeQyY1kTQoSCmZl5nJjBC02Wy9C4SktWSOvbe7/fpw6EKIi8VUa9ztVkg9x3G0bTXVZamlVF3vhIxVlZ2fn56dns9nl5fnWQhhtzusV/9srSPCv/53X19dLRi6j/dbAMhMoRUiqLaxhFyW0+l02farENphDIha60KqIuJAUgtTtY2NGJTUWpfoc7ZaUbmYX16ev3hycWVyWdeb//R//1/f/PFDXQ+3N7v1um3a9oe319XsF8uzwo6sjS6jigBN2yoliejk5MTzkz98e/3+/fWupiLLBcZD0xzqtm0HH/jlq1eTiZnOs9c/vNFdUeiTYPNqusjP8+XsiTKRZJfoNdoUSiEJKTCrt/376+9vru/a7vD0yWdlUenCOeuQ+Ou/fhUwB3V9d7tOTlmtyovzq1evPmv6g9SgNQmB1rvdbhdjlFJkmXK2ffPm97e3b5eL86Hr1ne3za7RU6+1EqS1Qo6egxdAWqpm39+r3TBoa9PVWy1m81xW4OO79++D3zF4rTJg1/YNRRUAGEvEAtgIVEIgSSxL89nLZ0+fF+XU3d68u7tbr9f1rDoVQBD9x3tcbW7HXkdxAOratr67Gy/1MD0H1MCCbbB+jG3Lm9343Z/Wm40TmP/mN79ij7v1DmNxcdpZa6Wi6MF6C0EgkDYaGET0jh2xipEhBjwytpMFjUTEoiiNyYWgwLHrhqZpynIyjuPHjx8RsSrLyGG1WrVt03Xdhw8fqrJMrZlSiqTkEPphvF+tdodDWU1QCGudMeEosQNA4OgTDpuQiFBIiIBpuxZAPPR7gREIUACBDRxCVNpkWnHw1n4EQK1zZhuBkTBTZWJcSRIQXOQgkBKL/XFUr7WLAJKEpiSR0nmeY5COwIdAPoBzPgLFGCK4MQgMROwDKh+Vjs6D5+hCiGnqo1WCvAOCtRZRGGMmk8oYTUQA6N3Y9wwARVGcn5+VVZkXBSLu9/sYQZBw1jKzUrLMMwDo+66uD1LJ2bS6OL+cTqo8z5mPcVVEgghjFGn3kypRABjHcbVaCSG22y0RKaWzLCuKI/uzLKuiKPI8V9JIqYQQiUgZHzAO8WGx82h+I1IJ1xE4SJAxbQTTbB4eO3I4hgQk9noyFzgLMSknQSqiKCBiURRpczKdTi/HMcb4xcuX+0Nd17X3drfb7Pe7hG1cLpd5ZpSUCU+iFP1FC00IIfJPwqlBQARMbrFHhn5q7dKiLM9zrTSRTIUTswcQSdWZ+CufijkftwGf6Egf9Wbhzx9PCqLIy2Lip8wsZSrLMFnlU/i7c0d7o9ZyuZw/e/bk6vJieP5Z6qyGYby7u/sv/+U/f//998655XJxdXVlTFLnhgfS4I/lYzokmCMiJtYoERVFUZblfD7PMiMlhRDS+05ERudaGylllmfW2T/96U//9E//9N1333348C4vCq3lg2RUAODDHskYY7RWqY0kkiQEEghJxhillJKKkLQxJMj5YLQ2WVbkRTWZpGgKkoQkHrmsqWuy1rZtEzkmSWpykB4zDMTRVAYxhuCn09nJyWI2mxHJ3e7wu9/9181mQ0Qmz9LTfPbs2ft3b7wbl8ultTYEX5bFfD4vywIR3759mzg0eZ4XRTmdTrXWk8nk5GQ5DO0Dn7OoJqUQIEkDCK30Y8ZyOqwCB/8QxCeVFIjj0KdjL009mrbt+s5651MpF7zn4EKwjrvB1W3jOSRlr/Wu7ce6tb11LngGsMH31vbjaL0PMYJAQAgQbfDElGpDrXVRFEfjtVLamBC46/okUyQiKQsilQ5mIWQEYX04huckhAk+BIDFTyPj8EG/Hx8bk08vKeGTm7XWOme9ZwAiJQRJKWLEtItOWRTeA0IixBwFzMYYrbWznlPeHj9yM5EjPsYyfHJm4QM8igQl3XyCr0ZBUiqjTSaVRkF8DCdAEKlJ/EkjiyJxodNVC0jKwDGEKLXW2pDUcbRESpCIAIKkAJmiLSHJYI8popz4t103ZJmRUvwsq/B/nM8pQCoyRTYxReXYt91I2NZNNw4j84gikgCiSDISoRACSUFEHwIRCGJA3u1249BiGPbbTpzPQMD+sN5tm6bZdF2NiGcnF1W+gGDq7RgDaU1lBVLi6LrVdpWXspqdnpy+qOsqcFR6GiNrLcuyKIsictjvahKbyLvgZPSm4ci2ZhaLOUZQgDqCCoGMKZanT36tlFQoVUGqFKQixAAWkB9wPAJQAiohFKZcJkCIxEH1bbj9YAFuskJIiSTw2fPnk5OpFZ3Rzsdt28XR6QgopXAu6dhBaxUCmhwkqKwgFCClLoqqLIuiKJ0DKRVETIkmlJRByb8uhFKKlFY6M8UESCJJlGSyXDfdIbbsiYMAFkZrIhAiPOrs/zu4tH85ufInek4ATDvoEKwdQxACUUlhpuVsUjjnppN8UmVZJg+H2nsWInjXh8B5rs7Pl8vlvB/6oRvHzo22tm6IyHT86IUQGCISyRTWFNgDaEQCYGbnvfXe1vUhRlfk876zUgWGpm2atvExVHl2luVzIYkjdM3wcb2rWwi+EjRbb+vIB2YfmLNQDLY/dO0YDlnVybJVmGdyKRUCxsGNE8kcXe9qoatMgsyQXJ+V/oRMhGlZzp49WxDO6j3MZvnqPkxn6HyNqDOToZ6P9nJ0u7r5GMLAEYB1NZtkOhORCCdDN4yDbfrRju3oXDGZSzAhcHDAARCltdAPzWjX2uhEERz60XsnRAAmADKqwighFoTTLJtHoP1+b0MtswGV2x9W7VBbz3lWCZxFKLuhXm02Hz/eZUaSiACSGX2IgTHPJ9YNgryQyRgIgx1CiD6gDzydLi/OL6fz6TC296vr3X6NiJOyUgZG56xvfOxAjFJIQcFz3/Set3VWYJ6LEPvRcwANiFIJoWRZZlob9nQY+3HoN5vt/d1d3zfKoHXNvg6j3e/3m67vOYIxGUQVmZiBiLI895zZ0PXdOIwOhY0wFKUUFDlYRJWZssxn4AuMhcrns+rs6bNXX7z6elpOs0x249lnn/36bvVuV7tqenZ+CVm97y2P3ptcKyWUBtOzszFwsG40RhGp4Hm/rQ/NR7OBp8/OARQEaXTJDOx5u9mM1t/d3fTdIZ/OJ8WVlFNJhaS8LCjEtu33IQQhZJ4VCDJw8M5Jxdpg5Hpf/5DtRsezbnxvrVVBSqkgDGMfIiPHKISczS+Nrvb7+od3392v7gB5GNq6bdab9dnJqTY0kXnb7qxrva+LHLx3Aof5JBc5Q3QcHJKXGIUk4MjB73d7RVKIiffIQcQY67rBvCuUC8D2GEAsSSCgsH1vnbCjDCFiJAQzDm63q62zzj0jUWD0d7f17c2+rZ36QisFng91M0TU3mfT5XS2QHODKBQKDaj63huj8pB5J9tmPOxAwHxamdwsFtPPJWVO46Rcnpw8y/MpggJEKbWQKkbBDIEDIJA8MteAw9HdjlGiECgCH/MDpFSAMAz9drdNhWDyO2VGMYfb29txHLXWfd8JRCKRzP1d16Up775uUCAgJDdaWnyRRA4heIckpFZaGyJEYEwqwyjwIUYLEVnwI2ojlQMEQFqJIJCkgCglAguEgIIFAAYAPnImMTKCkMiMEVGn4iSx+tMHgSRhtM7zTETllfDeW+eF90DSOue8F4AkJTMGxtHF0bG10QZWgZVW2mTKGI4sBHLkrgWOUSmRGWmMSkrCyI+QPDZaffb8+YvPPmt/85vNdrvf71fr9du3b4SA+Wz6iy+/5MCr1erbb1oiMamqV69eXF1dlmUhSXBk5kBEyckImCw3KCUJwhi561uI+ACZICGSl0wbkwovo7WWpBLAUJAsy6Isq2Peg5RKKSABx8jWxJx8LM6AOfrAgFGmFw4AjnSHI5HvE+Eoc/DBQ3zE6x2ppcgx5nme53mMcTqZnp66tm3arum6Jm3/kvFs6Dtx5I7sU/iec67v+4dtw1HhG4H/TFSJR7zKEXHBnzZsMYKTLrEZxnFMI/++73e7nfdBSZWaQyIBEKVKN00kBUlA8cnHOv4k70H8qE9LeYRH5Swn8W08riWZfThuxtKG4pjQhiI1Qt77qioPh31CcTx7+vTJ1aVWGn8SgIafallTKiEzF0VxeXn51Vdfaa1Td6cUJZBjeme11giUYCSA4Ozo7Jhl5vR0WZRFihZQSh671qJQqZlTJt2UUul3EoRSCEmp/ZNSSqGS5DbGYxxGwtLEGJumST5R7306xh5KIB7HEQCV0vSJ5TJyUh0flzTeh7PT0+fPn5dlGSPsD/W7d+8AYLFYxAjapKuTZo7O+wQFYQAhSTxkT1nnBjtqk5MkUjIwk5JSqcBhXx+atq0mVZZnJEVgj4IQRODgH5x7KCU+BPcd9cAIj6pOAIiMx76IOYTgvEuC5dHatmut84ajD8GH4Lw7elaP4ZwcODxENXprbYxREKEg/CSQPUIMfEx+RsS09bXWjdYGZqkUjknokKL/0nkh05QhxkSxxE9wnD+PHxB4TK18fEZCEAIqpVNUacqVIOElycezm+j4z/3DmYWIUhKACUFESAMgNMYQURqZoKDjqUJkTJ7nJQKScBBFZCTyPsUzexc4ADAnhhBHRIyRfQhKmiwri7IyJpekAZABQvwJjBMf0KMIyIABUqysYMAIEAWR0trkJi+sDwIBBcbIKTXo6NxMSnpmEFGACIGl22CoiAAAIABJREFUBGMMCop/tqp5/P/w4av/hp7zJ/0eQYasBBijtcIo0EafM+857Pq+49FFGVErxMSQiUQSgTg6IUAQI/Jqs/I28MBKysUiuNBf3/5pvd4emuu6ue+aZ2N3vlsN23s7NLKaTubzQmpFpBw3f/rhX3/91W8Wy8vnz79erVfWRZXNYghlkZ9dnBXGHHa73eY779j7hNVV40h+GJhFd+IZKEaKUUbUjJiV+moyd64LjJELQQIiM3sUQJSu/pKZPEdtiAhDcMkKENkEJ+9uhg9vVyH2eSFOz6vzs188eT5X03bonR3tOO6YJ4CZQLJjHK1DCnNFgBjYasVSEpFUKi+L2XIxL8qq752UBMcd99HpgZj6rIfAciRSmREEJIQUMXitD84F14O3kT0qJbUUJEKmjZLyf4qe8zhYSSMdhuA9+wgQQUutlCSBEvW8Wi6mLz57utsfrm9ub24+brb7vh+Q1HxezedL51y9b1Z3m9vb2o9OCJFnWYzKOWcHHyPkeSGEYPbee0kKgUNwgb1zY9s2q/WKRFxML+5u75QJLja7TTd2ej59lmcXSk0jCkBqO3993QmaSHpWVdm799817UaQm0wmuXOHumn6mrEtpqNQA3gdRxXAO+ejsxNXBR4PzYZhQLJCWRtaIXk6N+Xkoiyr09MsMk7nZrmsPrzt5jO2bsVcQSSJ+aw6a6vDNl8j0mAN+67ILyZVQYiT0rV1s9tu7+9vm9r6AN7nMOqu7zebEJhMno2j7/s4DNZoA4zj8SgamUct8zyfFfnUDggxi6yVzPuuu/n4VpmxElFkvK9Xm92qH8eymhnVEczart1sdx+uN1rCpMrms6n3fDi0Hz+uBGmlS+cbozSK4MPoggsefBQcMS/LyyfPJtPZ9fX3683Nvr7PjCknUmhEaQN0KguFEIQEOHpmiK7uvMqKvJw537q2EaiKbCplTiikEsyxPgw3t9e73XqzXb97/2YY20mVX998v95iiL31jfM9IOe5UqrAmElFKKIQ0WQ69LLrXN/ZiI3jbVUtBURrg4g6N/N5ddHVItNn0/LZJL+8uvzs+YvP3eCkRJnrr//dv//uh/J+/X52enb+5Pmh3g3DwEKojBQV3kGvfdc4IWKMXus8+LjZHFYft6vdWmcwrRZSUXCqKmYxQohxdbfZ7Lc3t9dKqaKYLObP8mwmSaMApSGMthtq5ywiapVDFGGsne9MocvKCNTsV00/RlHV3XtrXar2hr63Qz+fXQrKCbP59Ikd47ff/vCHb/+r414qbLrD7nAIIRqNp2aZZarvo5SBRBz6O2c50+HifOZEtHHn7BiFk8BSCB/CMPR90xtlyjKPXnlLw+jrwxoW0/zkPC8MBzmMoIRWWkiSu64bhjgEYV0wmojMYX/4eLtu+35935ydzr2PNx/293cdgcqzPMtEP44gRoYYSc/n+cmFnN8WQky0DjH2fT9onedZ6S21TRy68Ozq2XR6NZteziZnCApQni7Pri6fTMoTAA0I2ihJmbc8js5HAIxJWYORYxDAnORr6SOfMaZyLiVuWTseDnuBGAI777y3iGid3a7XzrmiKGKMgT0AOTcOQ39ExwvhfMhMJoQYh7Hru6qamExLqRxz4j0qrXVmgD0mYDcgoICkrxEyQSUT1DuZZiJDcM4FhsCABMggUEkRo4/sYopIExJQEEWMgAhRcBSAoKSUJAQHn7Q8AkESGa2KolACvFXOucE64T1KRX2HIwsEgwQgQxTGxn4MPTnhQuCYozF5oTPjQ0AEH5yzg/deYJRSKCmEQB/jUbUa2XnLHC4vzl++fDWdzvaH/Zu3b3/3u9/d339k5pPl4h/+4e+Z+fXr15v1ChEuLs5/9atfPnlyleeZlMK6I2Dgga2HMUbAKAiFQI6h61oOMTVIzJE5oRHjUWj5YDqTSpk8K/L84uLi8vJqeXIyqaqyqqqyTIUjkWAG5ogxRBSCMAImQGtiaaAgBGAGBI4PGWUQY5qqp/r+uCsjiQ/dUYzRO6+kIinTBswYXZZ5CIvRDnVd28fbONhxTJBPIUSWZczc9/0DTFVJkkJ8aqF7gFM8xKYlCsuPZEjmyLGF7mFxh33fl2UJAIfD4fb2Nniez+eTyTS1bxEECklSKWW0ThtRegS8o0ir34gRH1DbmKA2zOyDd95blxbXCPGRSRiYfXJdeu+GoXfOxcDeeaVU6uayLJvP51dXl+Nonz55enp6KokA+JFSc7SJ8kPBeeTPx8mkegSfJh5/CC6Jab33HAJEGO3gvY8Ah/327v7+7du3Soovv3h19eQKBRLJojCIqLWezGZ5nislEYWUKrV2WqujJlgcBzJJy0xSheAjg0AxDs6Oo3MuYUtDCuFEfAwuT9kGyfaWfjgJKY6LUAyBvQ+fgoVOz06fPn3qGcZxONSHzWaTFdlkNj3UjVSSGZzzznmXUD/e+eCPWmdm51zbdV3fF+WEATjGwY4lVAy8O+zvVvdN23x59YXJDUMMzMfQAGbnXIzRGPOjDFgc4yI4xhiCSK62hyz45C6OMfoQRjtaa8dxbLvWey8EJoXqMAzWWh+OAfSPW/QUunBUvT6MM0RSTwsREZBEWjYaY8pyUlVV1w/WOgDI8rwf+sDhMffyOF5JamSgGMXD7g4fCZJH4ePDiAIhAjD+JNQzcaBIID0GoBLJ9PDSXwshkroynWKJtUMkOQaIQITeH2cTMYTIQSodGSiJ1EmSUIlegUISSWaMESNHRj4uHjmlqyTPXgwepBAQBUSMLABIkoJUyiSlZTzOW1IKDoCIKJLUBAUxM0qFRNaF3rp+dKNzSXsaY4BIJEg+2oMROKR8VvQ+TKeTxWIeAsOPLj78eTZf/DchNI9n7qfLHglgbq633/z+B10AShQkUZjISlE5wGAtB+cRQtf9f6y955NkSXbdeYW7PxUvRKqSXS2mu0c0gAENZrQ1W/Lz8t/m7gIEsVgQix3MTDfQ06J0yhBPurh3P3hkTs0QXNJI9qe2qsqqjEzPF37vOed3ZBxBBIhUNPngWQCT5FiWBEreMHLf9999/3UM8zSOKfXDcPvm1cu7q/3f/+03L7+7g7i4OH3x0198/os/+/Kfvv3mzbu3f/uf/sMU5rY9i7FhoqIwZbOapolM6dwjRB6G6c2bYX+X/OSMWRp2li2j3e/7KYvoSRUYuJi9nyOwBcASwIBWucIXYEZGJFbgJCYl8l6LMhgGV0QESQkxOKZ66Oebq5th8mzD/nB49vx9vdq8aNtFjVJRiuzHepfMzod3b4Z37y733Xa9cdYZBX50XlZlBKgBSua6rFvjHP6hG0SP1SDB+6SAc5CQsUO2MNYZZ1xhEBQQt9td8uFIVTHknGEi+7CP+h/ncwoIgCTVBAhojo1HUZL3yXtVkYiExlhVbRfui88/+eijp91huN1uf/fdD5eXl69e/fD48ZNVuzk7OT07a3aH23Hsd/u5O6RxUFUwbAtXACQAcc6iZvuNMmPw/vry8ubyqqqK4NP2bq8Yo0z7O26qpy+e/kXbfsK8ToGVSsMX7eLLRSuA42F59f334/ZmQNKmOlFZT7Mt3JKYgkawPA9x2O3evX8/jZMxJgmxga7rp3n0YQppGsdJkhq2p6fnReG8H2LsJRkwBRcjuQ3wHZpTolZTBaku7dnF5qem+PTQv7u6fTkP6KcE6tumBCqAHXNdVmSMWa+fex/fbF//46/eR5FHj88365O2OVkvdb3ejFMYh2vQABAAg6uqqsbCMYKJId7c3Dy6eAzkZ7+lIoakMobt9ma324Yk3idrU2FnY9zpecsGwxxBQcCI8t3doet6MioKojxN6oPvx5FZqmp1enHy5PFnF+cv1qtH27v+5ub6bvvGOECGbri2xhYVXTxuAULXTTGIc9ZZy2ynuU8SZz8QaQzR+1ES16V1ZQuAwzD2u7i927599+btu5fjdAD0SeMwIdmyKEkJfNR5CtLCernebB6lCKoQ4lA3jt1CsJn9YfJ+HC6vLofCOsPGUA2+CmPx9OLTj5999eTiJz98e9X3w/Xl5Wq1AmZQ+NnPf161xXcvm3ZZK8au777//vumXbvKEVAUARTjEGLywTu3BsDtXf/61c3dbrtc12PHdVND4rmnmKIQnGzqsghFUTMjACWBuqmWbSEaZ3/XT5f9cDn5gw+eJYUweT8nCe2iMqwx9pMfdt1uCqUrBSh4HySA9957TQEuzp6en3906PfvL1/f7l4yWzRJdCpru+Y6xrTvbwFjXVd93xkbDevd7c00xOSNNeu6cG11OiOj8jx0Q5j9PPh5DJOOdTv3KxI3D7zdx4tHy7px1glqKmvH5tTZ5aJx1hgJN0GGaUh12SKWfe/fvLncbTs2xfY2ff/tFnm4vpwtu8164X1flsVq1Xz2xfPt7ubVu3c+3VSNPH12Oo5V2y6W7RlBN4/y6kcfA86zaxePfvmn//bp0y/a5lzFSkJJGGNAaCQ55xoV9fPscxcZs3OUFO4VkmOXZw5k5LI4lAQAxnJRupwHK8uyH/rgQ5KUr83zPA9D7/0Uk+Q3yxh9CEFFmaioaleWRUrv31+pgoL2fXeoKiRtmiblBx+Y7JC5b3cCYmJGQAwppuBVIaU4zSGEiAiaREQYCST5edjd3jiDTVPUzsxTH8K4XrVFWVdkEAUlgaQYwv2C+3jvCcFbV1jrnIGqKheLZr1aWcbop3GacJrSOPmUnGNCG2JUMIBGwVijZJKoxBRT1mcYCIUwV6RmP2MAQ8ZkwzARacb4M1PeWxNhWRbr9XKxaHJN869+9aubm5tsvTOGT082p6cnImm5bM/OTuu6UEneCyBYx0iQyewP/QQxxr7vr66uvv32267rEXLGT2KUGJNISjEDUO5FCUQypiyLR48ePXr0eL1eN02zbNvTs7PNet0u20WzyCTAIqs6zjEfHVK5LyGmpKCgwoiGWSSlFPOehdggojle7DjGGII/OqyInDWqmjNID2E855x15r49HLyfVURFUkp93+0Pu9vb23tQjcQYvffCR1Xi9/OeKBechbhpnrfb7evXr/M/lO/uzhYPl+z8lpqSzPN8OHTO3nRdf3NzW9c1ItV1iYjb3Xa3O8ze33coMgB90OmVo3vH+B5k0Lsce+gfHJf5def+jBgz6hyMzeeBq8KlKHDPzFBN0zTM8xiD5yMaUVIKmYj4R31ff+QVmud5t9tmozUTIei7t28PXbfZrI2xKcbD4WCda5rmZHNydXn59W9/8/0P35+dnxXlcwD97LNPzy/OY4zZgIeEKR1ZQYgEkKZpniYQSdPsA2hI4uc5hpSSKMA4jsEHUBy6oe/7aRybujk9PX3+/CPvPaLLh+HhJeSjG0OIPhIys82ia4jx3qDIuY0w4xmLorq6ury+uQHEqq6quhIFBMoeQ0Bgw8RHpAcbzja/jAbNY8k0TcbYsixzXvTy8tJ73yyap8+elpVjJmurGEQE2TBZgwDGmOzPjClWVWWdy9FfBc2CQT6NqgBMrnBkGPDIxczfVGOhKNgVLqY0+VlFrHNlnfMdzIaNs/nT9rlyV5KPPknKH57vfvlzLqvq+ccvstpsOHOnbAyJ2TinxCxRkogqIEp+mGa2sCggaAI9DqtHLe9oDr+HrMhRlheZ55BS6vvD4dD3/aCq4zjNs9/vDyklIn443w/2eGbe7XZv375FhCQhxpBSmOf56uqKmV1ZVqJl1QQfs+r748vXTVsDgJ8f4ty5aD5/bFRIMYTMUzmKnCkRWiZrrH3/9urmdtu0K2MNG/ugheaUKQKKgkoui7HOuSOaBTFE+X/+31+9fvumKNw8zSEGFUFCiSIiCBhTAhVkiiEkEUSsiuLLL778d//uf2uaRVG4/6yM/r/T2WkAFt0hXV8euPARlNkWVb1cbgq35KVTnVW8ynTAg2oQlRCnGFHUg5IEDUGMZVJCQkWY/XR3d4OgKYYk4ccfvt/f9kzNbrtfLder1frkbPX40ZM/+epPq6Yqquoff/v1fj/E1IfoFGsih9wk1aiFQpOUptls92GeScQRmTy2KQIysmVmg4SAqGiRSUB8TMwAaiEVgAlJgPISBxQkZwOcLRENoGZymAiIEkE2GJUpFjGl7V385revXTlW9Xpz2rrCKkjwMA7SH2Ds3GFnr69S3/VkQISMjk9OAaAaBxjHvJdhREgajzcbAU2iKX3wWGYiy6agiACikJDYOXaFI0a27AQgYVG4wrBq0IfN5X8vn/MPLZ8Egpo0+kSgkItGUxLI3gRRhWP7ArIxdmGLsrD1onSOz842290ekUHSOPYisaqKtq1Pz9xhHy/fDdc3NzGmdP82AygqSRVSDO+vXr9582och6dPnzrnUlJrbNtsmsVzkm1dPX3+5Bd1daJqghcyrq4eP3vyr8pSZ7+bxx81PAvzgXjeLP/k2eMX7WJ9c3d9c/d66DpTNaCGHPbDtL0bCJxzQ1mZmDSkiYwUlSooMiMZPK76PBESi2gqqlhUgcyIPCDWCCVpbWldF6ls0JpGtfBhd+iv9vv9nb2LYZqn3lp3tto09WK7Hd6+u/rhxze3twfJDzzlk9OiWZ6k2YUJNJYIviiwKGm1rttFUxdt8s3UoZ/A2Gg1uMqz9UmDn+YkCYkZjAhO8zB7D2IK1z5+cuFMPY1hv+tAJSZJEkq0xpXILgvvzkFISSAZC6v1oqxcP4zv3l3tdntrEQmYBTHEFBENsakXbvZxHEcyZAAMc1WVriAFOrLXSYuiaRcny+bczzAPXbeDYRgO3eH27iYm3654c1oUZWxaOj1bKSxvbm7fv7/O1V4xelU0hp0zxuo4+2maEIhQUxrHPoqtS7cYJoV6ualXnz7/6pMXf7JqH6dpocAKKUGQMEfx7NhVBVu3PfSusEW9WqzOFOl2e9PUKyJnnfHzhEzWGhFJEUCtM+1myY8fXZyffGoLO4xDiEFkVA2IhbNVXS9UIxvDBonT7Ld3+/dv3vxuu7vsx+04HBS8ahj6bpr3QH61XMYUu/4w9ENdLxa2DZCYsSiMM5ax28fu9vZqs/qosO277i4GKKsm6DzHyccZTSIR1Ojj2A8sotErI6DDpi41jt3okaQpVst1fcDQ7eehPxB4lQnBE+E0Hm6ubmbfz0NC5bIoq9oWNTAjYmEMapq9xxTQmMVqZcuFILbDYPb7gKCPLh4/efLpT7/4ZbtwU7j7+KOpKKaTE1fV7Aq7bBer5ck0z4QIEAWCUjLWtu2Ts5PaT29T6GMM4zASlovm8fnZJ+vlU2eWoE6FJIkPs7MlscsDQu5PVlQgJSJQEjV6n79CUJWkIjl1JqL50p6dimVVnJ6eZLXE+zlbxVQTIhCTZV6tllVVqsg8z5IEFYq6ckXhQyRCBY0xHA4HIvJ+zj/yCMKMx1ha5p2zqOrk567vrm9v8hrbOpcVqiMBBdkS50ptIp7myfvJl9b7UZKv65qMAiEhW2sYlIiNggMKSk3TNE1dFqXkN0fE3Cacm8QJnSAkhAAQRAiSZTWRREnBABhjEFn8HMZJNEVy1hl0jjlleUaYVEgNQ1FwWRhijgFF0jSZDHMhhIfkv3N2vVqdnZ4sFk3XdcyEAITorF0sGh+8tTaHAI8NyIT3kbkHZAgyU/5e7Pf7N2/e7PcHJnMPVNDjXPb7yQgRAQyTMSGlquuKYjt7z2yste2bt3VTV1VVllVVlVVV1VXZtoumblxhV8tl27bW2myKyUYwUbHWInIe9vEPDGNwTxDFlFKe6DN2UlLMxQl072dTOKYrmckYyjdeIlosmpPTzcXFxTiOD20TzjpETvdvxFloyhpDiDHmhkQiVxTOFYY5pbRYLMqyynSWzG+4u9vmKW61XF1cPCrL/T2/VA6HPoR5u93d3e28n1fLVUzpYVnwgDHNY2YGE8oHNbzMDAiqx37nrMIdi9qPAAxABFCJMWQpK8b4QATJH5I7IY0xSL/vnPgjj1h+U8jkoTzSDEMvIqggkrquk5Sqsso5xrZti6Koq3KxaF6+LAAkBj/P4+Gwe/36pbHU9Ydpmuq6MtZM85xV4qyrq+g8H+sTQ4yTpDnEaRjzAUsxhRBiEhDwsw/exxDrqk4iz5+/yDhHvJ9XnbPZmtt13TSInx54Ib+nnhpj88Fu28Y6m42Ht3d3d3d3q/V6sVgYa6sq5c7xaZ5ElY2xztJIkCCJ5LMkSQAhiSSRTIbMft2c5Hx0cW4s57bqXGwOfwhuDTH2fZ/xBw/i6gcISn3ItoUQYko+BB9CHqvyVmIcp34Yxmmc5unIRB3H3W6/3W5nP8ux3i7luTrEeGwvuD9db9++ffnjj19//c379++998fvqWhZlr/5+ut+6GPwMQZRIYKYaa6AeSRLURCPj3H4oE49G5yz3A8folaOywoAhJSS99ObN2/2+30+irnRse8Haw0A3VNziQhijLe3t3/3d3/36tWrEL1oEomSoqre3NyISFnXxrrClSlKZsn+6le/fvP2FQBmbTbGICl/KbIgnwAkSW5x+ODyrJRRzX6OwzCtVidk6aH676GbHRFFIIeTKe8OEY0xJYCP6Z+//d233/0uP3OO5w1VY34+qp+9qjBzRuMC6MlmUxRlvJf7/riMQf+L1s0/KuX+o8u/IViE2c6TsqRumpMOrhgtL8p1WzdL50Bk7vttWcpoD2GOMU0xHTXFlGAcpVDrGI1RJfXB9/1QVzWqiX763bffOfO+XZwumuLFi2cff/LpvttVVV0W7Wef/dwWK4EG0fnIISYBQjJRKSS0iZJaUPSRx1FVDBCApiSimFSFLbnCsjVksk2WrS1QJHgPSKgMYjUqMnEuZsB8ItVaU5a1IQYRURI9OoEJI1CyDstoQuIwy7f//B5xalv+/Mt2uTYhTnc38/UV7m5NCguSIH4YDlOU2ftwvpZ5NKhVdwiH/eTnmGPcovG4iZNcpCuZB6VIzGxMYYwQaX4yxCQlOzac19sGiZIpi8IQpBAy2/h/xMapH2RmEQ0Ca9IYIiIpA6MgKqAQKVLGEkVVEPEaRjaW2LVttTn54vOkwzD+8MPLt2+uru924zQUFa/Xy5OT5/NsNstd/M1vjD1W9CBClIjKKpii/+H7716/eymSfvbzn0uUd2929dKenT7/9JOfXJxNjKtV+7GzVQ65Apu6Ol8uT1XDzc1bP3aF+bQplcg/OvuLTz/6YrPepPCPl++Hm6s3ZV0XJbMzbCsF8rPbb02KxhRV8D6EOQo656yxTDaE0MtgDC/aiklTCnVNZQXEAWAGEERnqHYmOCuGoKmdMeWue9P13W43zPNdjAOhPHn8+OT0bL0+/cv/46+//qfvry5vjGEkMwd/6A5VyU25uLvufYgApWXvarc6tet1s1wsmmKZfHsopNv5pJ3A3pUzmTHKPMfZWldVFAVTxDmMw3Q3HNJmieenTy4uXkxDILjs+l2KMwIgGmOcK83sB2LjyqobD0CaZI5x3O93h/329Zv3/TA0iyqmkK9x8+RFAoJhJkAcxpTEI6J1ZtEsXIFMSkRowJBdLs42mydtdf7m9eX+rptHGcfDOPXzPBWV3Zwsnj5vfRjWJ+XzFxeLxfLlj6+67iAS94dtSlqWxXq9qpvSx2EYu/1+RyRMOZSeInDUstulkkztzp49/vJk/RSkfPbs4ygpSRIIIUyTH9IYdv2+H4c379/VTXN+cWHLhY/pzdtX52dxUW0MlyLRsLPODeM0jZ7BNvXmYvH0yy+//PzTLwTkbns3jH037eY4oBbGxKZZhjBUVVnVDtDvDlc/vPrVr//x/94dbhF1UbdEHEI47Mdh7InDxVkCSN1h9GNc1EVVrsPcg4o1pm3awpgUu5dX1/v9QSKq0HKxcW39+nLXzdPkh5BGH0cfgqEypZQiMpYEkUBOz1aWDmHcObSlbdpiHc3QxXnux7pRa8SQCnNK8+3NTQg+aixLVxTOOiIbjBoQi1D1hzR0XiU5Wy6XzlQSQ311FRDDYlE9efLFv/rlv/3Zz39JBIf+/eNHJ2XZ1c10c/3aOa6rFWnNWFtujHExTeM0WjptmyenJx/d3TrUzpm5O7wlW9XVSVkuVczQxcKVACyC1tQ5nh5jABDFhKwICSARMgKhWkkBVZmAEFUoxUDMCCB6zPOoSAiztXx2dlJVdQh+GLJParSWQJMiIptHjy8WiwUq+HnOlw+2NlP72uUiChhjVGSaJlUBkIyBKAujKohAzNYgi2ZD335/ePnyVT8MzHx6em6MyXl9a0vnrAGylkkTgd7dXvVdB2JVIhOKaIgpajDM1lk2lCQZYiDj0KxX6/Pz8303jtPIBIWhTOnN8G1itM5alULUh8QQlCMzJkVVA2AMMFLqLSGISGRUZ6ksbYyoiIhqDIGgNVg6U5bGsAmMKcaMWMzJaiQUSSGEHJFq6jxkFcawpJgQVNU5pyB8HzzAjJREkN/Levd8i/ug2jRNmf3obPGB74go+2py7B8JEU1VcOGMMWVd2aIApHGa9ofD3Xab5xZCLApXlkVZlsvlsm0XdVV9/vlPPvvs081mk4N8hvFe08r3P/P7qvf7d7iUhMhYy1n6/ANw+X3NRgghScxohJTSkZCRkopkjbFuqtVqlbmRxwwbYBKNPmSiZg59IXovPvtIEakoq5PTs6ooC+fGaVotl7n3L9vJiDgl9T4URXFxcfHZZ58dDl3XddM05+K7fuiHYez7fp6ncZoySuOY3DtyU46Dt4roPao+Q9zZGATKBQuQO7rvkRjZKwuQR0GZpskYoyoxxQIKzp65vPdgzvHBDIh/uJc/QDWOZjnFfJ3NLkTvZ0lJk+TZeL1ev3jxIv9Vm83GWoOoKunHl5vlsm2aCkD3+93d3e3V9WVRFiH4RdsYa/u+z0OasS73Oc3zXBSlcxaReu/7aRr6HoEB0M8hGz4hT0yIhjim5EM0OVd2X7edj3Huhd9ut2EmjfzgI7w/IUdEJ4A0i7osCyIKPlxfX++jgIi8AAAgAElEQVS2u9PzU2uNqBSF67suhO12twshqmIeluZ57vt+nlvnrPd+mucQgw8+xBAl5o4xBSkKd3JyggRd1xuLACnGoMI5+5ltit777XY7TVP2J0/T9GH74j2NVnOh3+3t7e3t7W63e5gAu6579/56muP19c2YxQfE29vbly9f/vDDy7quszyYT6yq5BOeVxh5bvnnb//5//qPf/MP//APr169SVGvr2+6rk9J2rb9y7/6y791LszTvcgkIYR8L5WUj+XR8i2icB9zvVfNU/Z7f5B7zUJldhrniUvHaUoxZjxpHgJF8jfaHum1SKQQY7y6uvrrv/5rQOiGDhEQFSRlWRIA6roCIEbOBA0R+c1vf5vSDEDHT+ToDUEA/WDMkweozIN8lx9ohSvLsl6tNgmPlN6U8vhK+SmEIki5dIHzxoWJ2bqYwuXNzTRNIQZQyUuXlAIkRVUiCt4joLE2xZhSVEllWSoC5/fBI/dG/lsSeg8X/n/xjxmA0tlm0awXa8Xt5e7QHw7++no79ImQrAFXYFlwuzjFVKRwGygiiQooqig6R35OiWTRqAJMs15fbcsigJAfvDX25En71Vdfnp+fPX/+7ONPP/vuh5e7w/D3/+nXX/zsF7/48l9/9tlfENvvX7789//nXwoExZAyrZmZ2Wb4lGYLA6AmEBVAYKQ8iPswxpQp9+wjqBJxmb8mTKBgNKUICuiNIWZIMMfkY1BDJZIDSUyBeGaaFLxAJ3QHPBEmZjcP6c3L4e//9gcEd/GkDWl897q/ueTdTeunFcPa8YQ8EY7As6ElU8tY7w673bafJ0+UW1aRGQgzi0weVkopafAxJQHIWREWCEbyZtCRYRYAJRDMoJcsYFtr/if5OXOfEub1KhPQ/WFSkCSRMq4JJeU6FGQAlRSORgtiV5jPfvLJ8+cvxi7d3L69ub3c7rfez5v1+YtnP3/y9HnTuo9ePHelSxJTSs6Uep9od86RrYqiuOu2P3z/42GNTX3x2Sf16ekpQmPQZVxC5t8AUoyakvY9Db356hf/5tOPvxr6bVNcaDwjOI3zq+FQb6+L2e+Lelid4NMnnzw6beehLIqyKMUUvU/fkdmG1JXcuKIghMt3b+ZRrLWPn543TU1onVsQwTQOofKsEVJyrl4AKnCC0Ti3Wi9MoXPYjfMNQMMciGR7e3tze2Wsq+r64uKiLBarzaZZ1EVlx3EI03z5tvv221fNov7JF88aW5RtXKzVOgX0SYbbbX/Y6tSlm1+/jHEbZVe1yg4RuWkaYunHyGQUJWmfap58/8OPP44DLBcn5+cX8zwe9rtpHjbrFTIDUQxgrC3rsmycqCik73/83tAdyNL7kNeHzrl8dZ7nIIogZp617/00gp9TVbrV8tRYsEYJJcSAwIWpnW0JKu9pu50P+yH59O7dq+3+pqrNV3/64unzZbOA91dTVfPZ2frLL35eV/Xbt+8O+6nrDn3XL5dL56hp3TAc5nlIKY3TZGwqq2x4B0P8yYtPH5//9OLi4/6Q3sVbwuLk5NQ5lyQaB6Iw++HVu1fvry63h70rSuNKnzQJzsH7efY+1WVXuZbVSYJd2KYob99evnn9/vWry5/85LOPnn/+yz/914r4/v27m+317nDdj1vlWVNs6jYlc3Fx8eLF87JOh37wfos8EXsVCMF7r9MQQJ3lFaB/+3rbLqtl+ygWClreXvsUXN9PfhriuqoWtDktJTQXF+vNyfrs4izA7rb73a++uXlz+eMY9sgSgsSopYX14vHFxXOMCXE0diKE9fKk5M3c224/3V5/j+DiHEvnli1LkjDPzbJFWAZfHLpOw4Tgm7qafb9/s7Owqt1F4dY9eFVQEe8pwY50X7nHgAIwFRVfXJx/8slnjy6ehxiIYLmEOfw4Tj8k8Sm6FAihXq+efiTmMI6GJwByzjm3qsunH39kp+mw3V797nevyiJ3ZhrnKrSln1SOrIgg4piZDUiGsoAACFECEFSLiTObn4+L/HTEt9zfK1UlRJ8VOQBdLpfMlIOUChKCf/fm3f7QIZtPP/10uVwaYs3J+5SQDCCFEKvFIsRUL5bPnz8nZu99jF4k4dFlJCHElCDEiCkZa+umuWCeg48p1XXz5MlTYiMKztpj83VK1rCmKBIRZdnWbVOoBNDULOoQdZqDn2c/KUrq9zs2tmraxfrs9Oz05z//2fmjxwroDKOETVudnywuTlcpzsPQBfF5+eFjQEmMYg1atEgWwERhhUgMRGAM1nXlnMsMMkAwDEyQEDBXbFtj2GS3XkoRj0XIGTcKbChfGsqyfPb02Xa789OcqZLOOWZ01mQzUsY8MLMCZMZD/vs/6IITIjqSR627bxTAD7qIH6JBTES5ilpEvI8xibFonMvjRd7/Z0DINM3DMNze3iJipo+uVquiLLL0Ya0tGBBhnudj4oj5DzJmkIWCWeQYhUopiCQiLooixuNdOXeyG4J8w875RGZSPAafQjyaP/NUk+ccBjLEzrkML8nOTJtswvRgF7TWFlXprB2nKX99jvGze1Dhg7stVyYsl6vFQogIiMZx+PH7H7z3d3e3H/T+ZSVBRNLDGPYA58T8KwAiKWnKXWB4/7ts8tAbVOUe5+syUkUEnDMAGkMQkdzY/qGOlIskjywN/IP83gegTkgx9YdDXddVXedfXK/Xn3/5RVmUCooKxpCq+HlCgBQ9AFjDOZp7dXUJCEVRuMJWdb1er62zZExKEryPMRrLF+cXJycnVV2/v7l9f32zvbtTQBUMIZ6dnC6XSwCyxjpjjbUxxKZqslMgK5C5kz2l4fr6+vLycrfbFXZZ2IpImTmlh1pI9d5PvttutyFEZhZJ79+9v7y8PBz2J+erGENMCZFSSvv99ptvvtlutyLxr/7qr7KAXhT25csfiXAYhh9//LHrummaYozr9cYYW4Xi0O9/+5tfI0L+QWaTmSthu+3HYb4v0tTskhWRsiw3m41zru/7/EJyIvRB+xqG4fr6+u7uLr+0XKL58uXLv/mbv2ma5t27d9M0FUUhIi9fvszVNV999dVi0eSjlRk52TrxIQ/z9evXv/7tb379m98gkGH3+vVrEUgpXV5ewgeHGECOIBZVJErxvjwP70/LvVD24N5U/WMdPqUj0nYY+hB89jxnUquqIJK1hhisZedcHlHzT03+KR6GIaYYj/FUsEze+6IoFouF9yGGpKrOFaAwjmN2qxESk8lrlPxvIVLO4SKBaiLKiN3jvJctrAicY7kpKSIgqQoIZLZLQsy+FRU5wjaPoFEVASjK+qxtnDWKEEMAUO/nw+Hgx9EZs16vi6Ioy7KqKsNGUhzH8fPPP//zP//zDORX1f9pfE5QB+JULGgsnfEl+5jG+ZBkzjtLJiqcrcoK0LqiQALEEKMCKDKoUZkSBFBiQUlGvEwQEwCmFNcnm48+3fzF//LTs7PHZ2ePTzaPuFpc33aHLhTVadNenDYLJOrGWFZ1THsBARJAQUxEggqEet8wjyKginjff6MgCglAEBJBUrlPTmrmaeuxAUcy8JSRHCoDKGAE9IgKqIAJQSWv0JAASIEBGKEAlXnS22t8/wbnSccpHXY89iYGVA0KASgRMmNhiAiYSayLIr2fdRwGTWjQGTQZ1qYECiCKqkaEkmrSpBiQoytARUBR2BamLs1UmCbEIKRcMJkj7lmY5IgM/q/aNf+b/hu6+c2b66+//ifnDJOCRpEIkBBi7oxVkHT8wc69kJAUEDm3Q1LOc8vc9/NhPx32YjAuGzrZrE5Ol8tVdfGkLQonkpCSYi8QFYez81W1+CnSs9XKTeMPRf1D79/f7H+4Ony+Wb0oXYFio2iuDldIx6aVhIVtzk6et20V/Ljb3SzXbVU3IRngpVIVFdCCrbFpzcXZknE5D2TYqUyT9zolVqGgGEWnGNLY3R76fURyjqp5Icx20dRUG2OsAooAJLKGi6ICpChOKQCFRf3sZCPTTG/ffTvOvXNwGIYQwTo5u/i0bZ/23eAKKCp0hQ4DTgN0ZXj7dlb1Q283p1XBTFGncZxwzzjv7nzXhaGP49Qjz0UZKVoCAkA2KpBEZyZXFmyLk7rGMEMYhzdvf5g3w6PzC8bk2Ckha4WxwGAdcQrTYTuwU+MYGe+2V5L2RG0So9SjzqAORFIQiSjCoAyJSIBUhkMcKyO+ISaCSDgRTIAJiRCnob8buv2rH1+NXWSwu7u+KKvHT558/OL5cu1ExsL080iXb3fPn3gibhbV7Efj0BobU3cYAG+nae6GeQc8EyZTqCuBEVCDgaFZBdeMCbe3u1fd0Btq2XK7XLuy8H4IEYhK1KJtTptmE6If/TB0u2HsS64at4pDijInsD4OxnDhyrIuPRyu9m8nGTcXpz/76qv1+TkCsnP1smn3ze7Q7Lr3VmHBVYhDuSg8jYSAztTtullsZh/DNBlU5AhumqfOslhL4+Fwslx9/PindXFyc7N/++aSCNIc/bg/8KzqCneCCQuzXC3W7Wp5vYNX73TsYOp1jkkoZLPLHOZu3Hf93bLZzCPc3vVVCaUzTCZiNwR/6EPh1Fgsq5JLljnE4KeQrAlo2ZVgiqooi7ZchzT2Yx/CdbHioqay6EijJAAFL37u1NR2PsT+FnSw62Lz/OxJqQwxVdCY4ryHaRp7kCCpTukZwc+agmF1cGZf8290+megNcbGcLtsnTXdMJL3DWElsiTaALWSjFIUDapJERQMQAUqCIHQIHjAJMkiWlACEAJiA9YyE3qNEoGNAaKchi+b+tGTRz//xU9ffPLJZn26Wp6VRYVIooqYUvKVa/ZdnxTWmzNrbAh+mDwhGlMAYkoyjNN2uwshikKKgbJnQSSGICmCpEWzADQKgBk9wsYQEfHpyWk2Ly0XLRLlzjfMM6hBQyQoztmiKAyBsU7VAghyyRoMJwEG1ISYuER2QkUCO85pu+vevn1vjNls1k8uzjabtl01zarV5F3VhODdYQ/Z0xWtShOjJMWkpMoCJBgTOsFCGYUc2IpdEWEGVFQk6zQmQQLDygaMscZw7wEMolFgEUySQwQm8+jrulmt1tbYvu+9D9ZaxEwEFQTE4xWfEDlLRZlW/oGvkAgMAoESY/4fvFdK8GHee+haQDQpJAEg58auu829dkzGmLIoc1QMEJgQSEOKWaAKs8xjH/yYwiwqKQRIQRAJQFTvC8qOJdQ++HyNY8P3nsP78ALQ75HrivnV0AP74tgCfwyS5julKuUbJyGqaKaTZymNUAExh4/Kkiw4gXQvp0lTl01TGqahR8CoEI3FEFKMAkBJj30OSbPfj40lPRpQDROu16vVqg1+spaz7fT32Ppchg0IaiCr02AIIgLDPTTwwdr6EFPMEMsjFhEpY+j12F2PH5ZfE8G9LCMZNZtBg4D5MoUPs17+PicAYGuqulmdNIu2dE7IRu9tUZZlXVclAkhMatSrn2MKBerC2tPatI2tyypYnAYk3GzWZxcXJ5sTZ22mjHrvh3FMSfIidblaKqIsbHnSno+PmA0ojtPcLtqmaYgy0pEJMMVoyYIVoSCoigmIVSAlOXTj/jAIcCbyK4KiIgtbVYwx+Zhi1w1DP1dVXRQ2ib+6eTuM+wQx5fpIBbJOEaYwjdsQJRDo9c119p8bpsNur5K6vo8hVK7wIdzd3MQQLh49ConmeXx/9T6HKhWkKgvDJsWw2x7GcS6KIm8W5nkeh4GY6rphMszGuYKI8hHVe4EdAIhNP04+xGGcXXlAME3brk9OTs/Pm7oe5/ni0aO6aeq6ZqLHjx8/e/asLAtJ6f7HQAnBIGQIksYY5mnsupvrm+vr22n2y8Wyqmo8jsNGJa+E+H6Ak3tG5BGjcgSxYN77aObQgur9wwCz6TSliIgpxnEcY4iEWFUV0QUeRToFQiJGyhZok8QTQlGUMUSR4xoit9WtVquisD54zKVi1lhnQwh3t9vd/uDnQGyJDCg0y+WTxyerVUNImSkFAPxQrZmVPczDG1hjkY70S2ZnrbOm2G73l5dXb9+8Q4uCOs9B0qCkjs2DvYANmyOcOK8Ixft5tV797KdfPnp0UZbFPE2i0nWH9+/f7bd7Z93Tp0/Oz8/axcIaY5ljCPvD/uL8/PmTx6hJJKYE+aHzn018cg/DeaDF/BfDXPklGlBKEfwUh24wDpvGRlWFMcHEBv2oYdCUdLM6dezYOIWomkQSQe6AhaAggUQMmwQFoImSPHIio8vT1bNPms9/8WS9flKXZwSL8yft4gSmCQCLoNaIQQUAU5RVP/QqyqyICSERJUzKkAwqCqgg6v2bjSgoEgITECaGIJA+aPn4vZJJAKAWwJIaUEtaMBJzRBqRJkAFxGOBLBqCErUGIRAFLPPSVBLv76p5cLu9JywRDTPFNCl2CgOAzWYcBGUOxo6EXQxp7DsJwOAsGQICBGUV0DzvqVLSJBgUA5tgLIc5piSWrOO6YF9xo9ALJ2MMGhXQpBJQosoDWykX+3yo3v5Xdd4HVk9+7t/dHb75+rv//d//x6oumUA1heBBBUGYCfG4gPx9nSUca4ceujKBBjJ7wxvSFaTlcCgt356fbT//4vmjJ5vFqohpjNGTiSHtU5qCjqfny0d84qyZw2Hf+ZOLk+3u5W5++er6O1ctTbFkyl1SaK0BiAjAQArQ1m35rKrravZTVZ8sV0tgGMbOlEtXV6bGdrNYn+jpms/OrOUU51AY7PbD5fs71pkioDc0c5z82M/hMPuDxCS3fOjKWYmePFlullSWNbFBZAWTJCGpdWyx8ommIEVxsV4W41R8/c31dj+VFaqchWQOvfv4+fPSujB303wjukPsCgO6YL8u9p27vt7e3XVN86SwrQ/cD3H2QwYBD9N06McQxZXo2ApwihKCNy4mEUCvZJxbFeWpikzj3OHhzet3KQ6F8SC4qJrGOMOFEabIRUWHOdze7k2hzaqu22Ycu3HaKtyWZWt4MOBTSDEAJITEKAa0MGodm4J1P0q/g26LjkrkgBQMC2AAjDFu+2G8fheuLy+njgyU05hOz04/+/Qnm9XKsI7BWPLDrv+2v1ytXvvQWUuu1LJ0y3b19v3lfrga5juBIBCoSCWDc+AKMAyMyujV3c5S70fLZMoiFEbu9o4ss10fuiFKRHR1tV40m6IsDuP2/dWP2+3r7nCzWH38aPnsbnvDAphC392agrlaFi2r67p4axd4+nTz5OMnwmqINyebsnZ1W1Y7RzdBqbEF7g43UcO73csTWorhZnm+aB/7SSfZWopkUmHnm+mKEZwphzA3rnnx+MvT1cff+O9/7HdlJSRJ0n4c5+TPWZ8OfUwviqps6mqZrq/urkMYa00tqicNSkEh+hBubq8kiXtR7vb9m9fXhcPVyi5aE0I3qU2mFgdUmaK0yKiq4vEwBWfHwio7WZTNalGVpoWonHCadtIQE1blbEglIQjJiPPQBKiG7djfAA52aZqzuun7Tn10SkbbAOeOouHSmpWznxj608LVBkPJfcNWh15xraFCsNYU0VjGMfgFYyWyMnymupyDRwLFmCQRMJAVqQiAMCBaBAQVEEJtACPoZDAxKxtUVUEQIjUOiBWiMNer9vnHzxer9uzs6WZzVpXLulpaU85+BgiSZlmJoptCQDSzj/t9d3V15Zxr2wUiee+vri5/+5uvQwznFxfrZVs39dE4FMI8z9M4bTanbBwiGmZzZHkTALaLZc41SUooKQfS6HhhEZWkEpmAmSWZKAjAiCxgibRwVtQikQAmqthYtmUCd7cbvvv+1T/8wz8Ywx999OxkvRbghBZs7crK1Q1IzH6QsrBzEJ/Az8nH5KOmhBIRklfqE/mEFMGpqdFWmghQVElNIZwSWWCrbCS3lhUzsQO0qixCIgTACCZJtNZWVb1YtNa6lA7jOFlrVZXJREyiOYKSCzIYFQgYjsZCyPF0BCY0qKwJEBiBc8URIhJQnrtyYDBbuJRIRQChspZB/TgMMSKCtWZy7h7XAYWz1hiG5OyRt+lYGRNIABFIIaUQUu4DgHvxEMqyJMKuP+Sk3GKxMGyJ2Huf+yEQWTWnChHuaz8gB+AECAmBUTnrbkk1x0dTSiokiJoIgHOeOV/sEHICE42xzhSKMs+ziqQYnCVrADEhxdn3NEhRFPMU5jkgOx/mJCqgs/f9OOg9aTPTHSRFa01TV9OiLpzN78sIQkiAKEB5riYgALlfAzMJkQAroiIRJk0KRyVWFX5PXjQWgPLePEf88GgFvc9SqeRqdwDJLzT3AGQjNEA2+eYBmRQ5AYJ1xWK1fvS0LCtDPCdU6JRMtswxIBN5jrOmA8xpweXj1cr6clFVTUUGgp8N89nZ6clqtWrawtk4h+yQdGOhAJvN6XKzZmcPfVcVi8X5moiLsgKkrhvyUHGMG4pKCCDKgGgETAJE1QQEyCRJJ58mL8bWgDaqiibFhCjEIhqjBFGNURD57PSsqookfpz3xkFZu5wEByRmg5bJkSiUrjDEVVGAKiLmGgFRcGzbqlHVfhgExDlbli7P6UVVFs7muW7ZtlVRphCZax9TXddlUcYQbm5utnRnrXn+7KPT09OMIP4wmnWsPyAexnFz+u729rZp32S72Obk9CdffPFnf/7nbbso6prZ+Hl+8uRJXVdPHj/+5S9/edjvbm9u8vYKJKGIYXLMBpBUwzhev393fXU99GNTL1brddu2hhhArLWrtj09PW3q6kOB+kFnZjIPfZX5d611OTh339dgACCm5INHwGkcr6+vh25AhfV6fX5+XlVVTGnfHXyKbI0rCiQSle3u1k9TYW2MSUUJCRQNc1G4P//lnz1+dDFNIyGyYetMWZaXl1d/9Zf/wby7HKa5rBbeBwQqivLf/K9/8flnL4jQH/3XR8+C6vHLoSJJIoDeE0ERFETQWtfU7evX77755pv9fu9Kl1QP0M3TLCJl4WJMMaYEYJids9kQbowhgr7Xs9P1n/7Jz3/605+u18tp6EXk7u7uhx++u7rZGus+/eSTj188X7WtxsCI8zxt7+6YuWkaiUEAEwCRITLH1OzD1gfvVVbg/58ytj/U99DHNIzzIULfLKko3flpkVIUAGSsa/Rz7LsRYAopxmN5CzQ1pqhRwCdQhaQSxFcVlSUARTLAVpHAh+Hq5vKbf/rmk0/M6UlpbTEMMM0syQnANA43Nx0ZuL7Z+llVzD0s7QOMZGac5C77XKQK+sDP+RcH2v9uds2/NCCRva+DMcYiECIDUE64ZbScQq6pyM9WjSl676dpOrJV6Gim+f9oe88nx9LrzPOc114Lk0hTVV1dbaq7abUSpZ3QaP/y/b4RMxMjKmRmKErNJtuUyaxMZMJc/5pz9sMLoLKpJrUhcREZUS4LSAD3XhzzPL+Hj57gH7wREAAcoxoPSvo0VY2REJg4Uoz/0U3eDz0i8cN289uvv/67f/h7AXwcrMQ0fwFkPIJl0gdBMqae0hwSxgkwovASDZH0Xma2+OTTTzf7X2ybzz759Onlk3k9s0JRCJPWMgQ/DEOKqRQygpic3xP41fmFzYrN9u1ucSVkZmSYJhE9M3Oe55nNtMoAWGtpczP0ruu8dxLZKKGMwiJb1sXFvHr22aeXs4VjuHNjJBEzXVozm6TgsJO4oLDvu2FWaR+mzfZBmcxkPO3727shEhBLjuVi9hJeKCULrQyp2O43/bifQlfPc2Wk1GC08Rq0htms6AY5De3Pfv5FXeV+Gu/vb5UUdZXV88o7v99vu6GPYSByq9VZCHB9ff/27d1iPi2XSyKMEaYxzOa1thkgDuMgNWpllDQ+OOccKpVltq7LtuukBG3kbtu6aZISLy4r1/vXr14t5ld1UWV6Po3p1IzeRwDIrB1D2zSNi54JYoj9MHgfqwK1zsahHyfvHTFpikzhoNKx1lg7et/erd9m+UrnWkvUuhAiMmOzGymospy//HR+d9PcXq8JUrRG07Vyvijreta2zSQcM7369q3z7W7bE8noZd9HKQsau10z2FzlRWaz3Plei5BpNDori0Vul/sd9B1YqfSiXi2vZvWTYXB367frh1coQ+Tgo3ccmu1+v98LLVDS4qy4ufsdCH9xuQgw7Pbb3e396Pt6Xnivf/vbL+83t/NlCci7Zv3f/8f/88VnPz1bXuQ2n9Vzm+m8NOdXM09t2z189+p33d27crcenz0RxF2zl4jLxTLk2eb+ZhgpBibWUz92XY+cSZl5j//6m29evbrxERZFPYXtOIVcwt1ms1m3FOWHH33hAkRWSlWZWQWXU6jzXF8+rdt+c/Pubd+OTkQkv5+Nfe/63t3fd12P50EpFaWq57kqikwrraXObU7ZcpYHP4W+64e+l4B1kRVF2bZN2953/V4iBB+7ZqKoISqIxqiyLqM23o8RRG/LbnlW1cvdRF/1PqAoMjvTmWZVeFiAsMvl06vLT6tyJoSOpDOHNjMAIEUKt8VhGAHIaNX3nRBSG10UuZTo/SRlQBm1QiYQErQGhcBEIQZihyiMUX7yAKikkVJ0/Xa93sUYsrzI88p7iNGHEAQaKYz38e3bm+ChKmbe836/B5YIICR7133z7Vdf/e7rXdv/zX/9r6vVSgphjUlBeUVuM6vHvgjexRiUQC2lRMFMeZY7FCneRwJoKbVSFDg6j8fkhaTWe5RoBFprcdyapE9ZlEJKCUZba9L3aa2CDxBRayWVYRDBdyfShdY6xc11Xbu+W+/3OymobXYcnFYI7CWQ9xOiWC7OPHFgYWwmlQXU3nPTjnfrTdcP210zjFOe5wLATWOMEZAoEkdAEEpqo4yWWqCACI9S4uAkrTwN7JRSFxcXi8Viv98/9gUdqjcpT/HiPzg25sPWDhPPMFFtXIpuiNE5h8hCqJMZLD1AXhafffbZ8+fP5/N527Z3d7d3d7dN02w2mxgjCgAmKUQSrKatXZJvaa2TOk5rbYwGEMlEF2Mkgr7vnXNv3rzebjeTm6qqqsq6KMo8z6uqLssqy/ID61Ji6ly7dAcAACAASURBVEuJKA2EY+TIMRKzOs6LD8tASCxEeB8bfUhDO7Wah2FoZAKKMQxDv91uh6FVWiLydrtNydpam+BjCCyk6fsxLyqKdHt7G0J0LtR1XZal1rouSyVFMiYaa9KLgIg+BCEEQuLpp/Fuass4GbGYSSmZvJeI4MkTc3IMKqmFEEQspZZSH4gXgClh8lQgpo3HyfaD/5+lYykKj4idcwHReU/MQqA2UmqJnAS+UoJUUp2vLj7//IuPX77Mq1xnhjh674J3yAwx7LZbN07RB630YrEs8zJE6vvBx4gHhWcEFlmWu8kDCjf5ybkQIwIWWaaEjM63+72V+vNPXi7mc0y5niAQgCgkZ4oUSkmtpCY6OOLSgZSeyOXlJSIURWZNxsiffvqp1Obu/j4G8s6F6AFFnhdlVV9ePdncbxSKz1++HIaOic/PVkoKARhjvF+vm7Zh4MVyoYxpu7Yfh7Oz5V/8xV/keYYA4zgqqazWRZa7QD4SMyuppnG8vr5+9+6amT/++OPz8/OyLBjo/UbtUHgiouiHIbFPU7yH83F5trq8vLy6uqiq4vZ2tbl/6No2JU8WRVGWZd+16XJ0RKoc5iYpkMN7/7d/+7e//e1vnXOLxeLp06fL5dJoiYAXFxd/9YtfrFarsiy0UunA+/7l5djvHUBNdJIBJz/vIVWcKcSIAH3Xv3v37vrN2xjis6fPXrx4UZZlPwzX726arhVaoRDO++1+17S7vu+j1ocoDgaObIzN82y1Wn3yyUulRIwhxkAchRBd30eKwzj23UAsnPMChZRqVteXlxdC4DimFHefAFQxBuZD8h4EBuD3SurjLAbF++VaIvEkQWkKMEyFerJfhhC898nIKgQkz3l6uHSNTUmbWuu6rrWxSbSZjJsI7MYxSVLh/4ebAhykDohxnEboZA6mqHKjDQsGQVIhV6ooJQUkz1FJICsFGiW7ZuyCR0FZpkQOeRZmM6U0jz6ECBKxnqv5oiSm3339TYj5bkdV6ULMmXNgHsa+7Ydt0zDS3fr2Yb1VRhqj0oUMEBmS/OZAdzsNNk4ScvxeX8c/1Pg9yifEHxK/fq83PGYX4vt7TjGNpy8EgSiYBX7vBkdHNSTYESL2fR9CSDIMQCCieApoeb8he5+beoC6HlFOpziU5LVjPPKX/4QNHwIxOe/7oU/hnQcXAMdIniHpHb4fnfJe+XLgAyWQp5SOKPoYnGv2bdE0NzfvBOF6vTGXV/P5si6LYhwBWKCQ1grnms3+Vig3ha3NxHw+F0L5sNtsv40xFPYyOs2slTBCOCnYGCs1AsiURKSUqpRWUo/DeHd/v767jxGfXL4os9rIFrDz7Kdh2m/XVRGiI6XyzeYhxljk0vmAyPXMKJkbHWKIKDKlS2MXSpYxKIqaWYIggVPEdrN//ebdtzYTxmqd2cX8TCqVF+rly4+V9q9f/85oWRYWMtl3uxBdJBzHEKNjQOfJOQ8ctLF5UeR5573f7toQIMsLIXWWaUDNRMmuKgQwwzS5EB0f3m0ijgDBh5G6Xd/vx95RFJmxQVI3DbrPOYpRhcyW9bwuinzfbTGiNhYURfDeeYoxejcNAzBIlqwgBKQIRNF54EDAhKyYBBEDgg+u7fajM3OossxoLREgBPRRR8ojmBid99Po2mEcHzbbV68hcl/Vn7548WGMVI+TEDBObd/GqQcQxrNCFpmakzZeqEwbiRSdYzKohQCMQQanorRaZBTy/SYYbo0Y8iz6MPbDQ9Ov+3E9+i7wxID7fbtv2tl8MZvVUgsQo/PNdne32d52fUcQbKYi+/uH2/uHdT9uZ0tbVdZYXq/fvPzkpZSQEJFG5zMlXJCvrx9++9XXb9683fb3oPjNq8VqcbasF1Igo3ZhchNMI1MERDu5sev6PNOMVtlqdFuQWT07J2bn1eREhPCw6d/dkjVVP0XnkdhqM6vqJ5eXn62uniwvtC3o62/+5btxE50QSgVn2sYBiVlda0VFyVkmhXAEDqDNsiwzWolcYQ5gRIBu2LEXuSqUjJm2CKLvur5r3DRkRodA00gcZZgMx6JYPBFyYNxIxMsnJi/rIrfF8u6+/bt+FIW9yvRzVDODshZnVa0WyyfL5QVFmcKPjp/aiBJRMAoyRk7T2Pf92dnZkydPP/zwubZKINhMKC0BiTlyBGLfd613TivSmhgmYADyHC2zQAHWSorUNm3Xd6tzOZ+dR1ICiCkg8ND729uH7757DSyePHmGqKS0CMJIKTU63+/3m932oe1d8B6YlRRFlvxCTCECsEAEoKRZ0koZpRi4LHIpMAQfQ0hRwVIKyYK0BgAhJTA7751zQghrLaRgLIqJ1J9MKW4c13f3TbP3bsqzTCullLTWAjukYBgAZQosTlU1CjTW5HmWMmxP/pNpGmOICEgxIHnnRuAopfQ+DM6P42RsoXWOQlujF/P5Z599VtWzXdPNl0upFHGqMHzXt81u753nyCEQEcijvOpE9jux/k5CDyHE2dlZXddCiL7vrTXJxJU6tPerPET4N+7/A1iPY3L0WWudc1qrPM/7vu/7/rhTQuIolTXGhuAn55KJ6MWLFx9//DEz73bb7Xaz2+3u7u7u7+/7oWubfdd2u91Oa11V1eXlZZ4X6hg8e4CFACeKZmKcMkMqK0OIXdc3beMm3+y7A3alKNNXin3X6hDonOA0Sktr7dE0KigmsvyhGDgMQsXB/5jG6adZwOk1ESgwxcs676ZpHAYVVVKcxRhD4ENiuEQpTfCklVJSpm42xtB13TRNiNgVuRJiu93eP9wPQ19VJSC+h2em2T7xQWB8lKIeRZtSSkF84JCnMokiBQgJhnFAdARKWdKnbTaiSKyShA9VSiilT4cN/rHBOh+iG4hTmAG819ACHicLyIckSmBhtC2LGpXIigyVGN2olSET3DDsm67f793kOEarbaYLFCIQTc5H6AKR854CKKnrehYpeh8j0eS8D4GJc2Ml4tB2mTZXqwspZJFXSqgUskfA3sdp9NPkvI9S8MnteSz3E34jzmZ1lmVKCUAgoOVyudntd02z7fcxxvRaa61sli8Wi65pJeDl1cVuq/001XVV5oXRGgBi8MTRWHP15InU+tXrV5FCURZPnz5J+KgYIzBIRGNMAZIYvPcCUCAmdWgy6Vlr8zznE36HHperqENIY5FETsIj51NrrbU5BY0cKZh0AmIeFWGHStQYc35+joi3t+/+8R//USA+e/bMOZeYEUrJ5XL56aef/PjHPy6KPPGMT63LYzzssd/DRxec4744Md/hsJ9CwK5tvfdumijS6nx1eXlRVdW+aXdNM3qXQijTYZ2gNRQpxR4gYPQxHaIpN0JrGWMIwYfok+B6cm4cx2matM2990oqZk5kLIEpWz4dq49YREnYL95jiY655vhIi0oxBkHiQNBBSO5HeJSpfUwFpBA8IkzT6JxLNJp0S3enlMqL3JgDXeagoaP3OfKHPuF9I3OS1R0K8KO+E//Iiuuk6TvxWnprwRjhBuq6GBmVzrPCKA0gnM1AaYlLMzTOTQxeI0ittNWWaefGTutQZHVZyMVytFZ58mLvdg2DlItFvjo/y/Jiu22kuO5aOa/J2AtjABG22/5+s717WLvgN9v79d366uml1oZOOeD/5uc+PTv8ge4trdnwh1q+P/RaIB/vBX//dvpcFIACUAJIYAEoGERCWyOIo6uNGThZqA+jTYBhGELwzMfckRhD0u/HmN7BY7+XVBYqjY2FPPR7pxP49Ea/182f3vT/7OoSlFLGmizLDtSyNMGmEEgyRUiS2d+L++ADwCj9QBwRvBCaASbNbK0oS8iyOAz3Nzfru/U0ustn9FTi1TBEo8vlcpXn4MK4b18L5ULsqkovFjNmbtr9bvudn8ZQD8iZNjNj5s4FIdDYDFExR++ZIJhM57YEhGa9/+br33z17a9QdpdPr4CCH4W1xmrVNe3N7esy22WmQCX37R54qOp89FOZ4/lFpWRZZCwxByrr+tnZ+Uf7FrWsY1BEEMgDORf3m/2br7/9X55GY1RVzy4un61WF/PF2ccfPyfu7+/fjkMfajOrizxXbgohTE2zRZyUFpFgnEKa2aOQVV22zTCOfhj2i7mczedlXTo3DsMw9MSIRgki9KNjjFJKBI7RR3LMIYRh6KNzk/fRTZgZo7XUVkyu77op+vunTz5cni/Pr86677bELKUq6mVkP/muG/qjH8NPY3QBpEIQEkUgohCZIyOHEA4hRZHY+dG5hkFnWWGNZhIehYFiINEN7vb2frt7iDz66HeNw7ctQ//ixdPlchUZmVBK+buvv9ptO/IWNVKQHpQ1uWClALTIoh/GaZJaRymDZ4oSAnDE0q5CrPsW165T+CBlzmLshnfrzTevr3/djvcEEwAOU3COV/5qCqssz4Rybb/57de/3uw2xprl2cKWWT82m+267TcgptlcZ7o00kTuEV1S4nlHUkmjin7Yv3518w9//4+75n7Xv2un+zfSfPLiZfnZTzNTBEf73RACeo/ORQYxTrRrB6J88syolS2Xq6qe08P9W6ICcTaMu307NZ1HISMpH1UkLVU9mz/9/PO/rObq8mm12V9vHkYt33hsJAuIdr8bylzNq6oqOCtjVQoGObkp0F7LuTUoQPlRCDIQ1Hb9YJQ9P1vkGRR5lNBRJKIATDFEikxRugH7hqPDeTFHi0I8ZAXXdaFMJqRHvLndrinkILuCtQSQqi71rChXRbk0qhijT8xoYmIgFCQkAUbmaIwZh+Hh4eHy4uLFhy8uLs6naZBSaYPappE5oZTRu02/afbtYmZXFxlwCMFHD0qy9xxDVLpiJqLQd918FpTUSmQsUYjopth3/vbd5ub63Ww2m9xoXK81KWlSogMKQkFayyLP8sxqJYUQZZElFVnwDpgpBikEC0JmIVBJgYjWGIpRK4WH7U0IngRHQAZOw3633W4Tp0RKCcgheI6U4n1TJTcOw7ubm91u49xU5UWWWZvZIs8lkgQyJijjAeU4OmNRa2ZkpWWW2QS31EYXRWGNYvIJkRIOi5oYvBdCtn2/b5rJBWXyLCttVkmdKZW/+PDD+WK5azpjs0Plw+y93++3bpy01DFGJbVAJVExszgqrA6l3qPdXfr9fD5PUQfDMBRFnvq9tLJ7JP5/7xoQx2roPU0dWEihtUrfVpR5Ug4cR5YYYmAgqQSgmpxL5c5sNvvggw9ms5kQSBSdc99+++0333xze3dzv17fXN989dWXRDSbzZ4+fbpYLE7lbPrxYojMpJRKHRhRymZAay0Aeu/Hceq6NHJNexuTZXmWJfBnnmW5tdYYW8/qsiqzLDNGCYEp++A4VU2yxdQICQCOFN+X1PgolQ4htTpMDMwImPLcjdHGyJTuvVqtgCUzKJVJ8QCASopZXV9dXm53TSpMvfduHIni5uHh9vYuBLdYzN5jVOh9hhkRHxYOcPxxABPMJsTAHJOeEyA49AIlAHgfx2H0znnn3eTGcUz0fCmlMTo9zRQ9l8qPVEz/3uQ8ebD494VCMSHmj4ETMohk4wQihgODB4jAuehdjJ6QwAlPwPu+UUoi0DS47aZpHjZAzASTDlIYIWQgGsZx9H6cpnboFegiL4KLu/2+bTsGIIK0ljZKQaR2t/3i08+yZ1nwZJTNbKaUQhQUwzS6BPf1Phj9PeD+6exILtY8z2P0kSMgWmOkECGEYRhQSmWslFKIg3vIe0cAQgpm9j70w1BkWdJqJjuXFCJJTWOMxzZMxxgpRqVUGuqO04RCAYgYY2SYprFtm77vT3R+IgI4vO9wKDcPWzTvXWrjEx0UhQqHcIWYNlfJM3K6ee9DDDFGopiGOOkwzrLsyZMn2+3m22+/vb6+/uInP8uK6ssvvySiGKIUuFqtPvjg2WIxZ2Z/OIvhmEZwKLMTfP5xv3dQdwvBgIEoUBSIQgoUEgHTj512KUlLnHq2lJkhlLR5HoJ3zgUffAjEoKVSQgqUacNGB+5nIAoJNhtjkFLFSM77FFbxCDCLMQbvJyFECC4Ed+SF0lGufLCwwnEZebgAChaC8dDQxRiDJIVSaq2UTCeXT3zOU/JEuswypyFU4qAezt50JCSSkEWVwhVTT5BOLj7qYx+dg4j/CVTL4/+rACZjRFFkhEU3jEMfANsymqwUpiCQIDUICVKPklBI1EJqJbUSJsOs0ILNxerZxeXs8hK6vtnsHqbg5tLbTBpbSpkvzy4/+fgnCBVTHjxoc5QBKLSZrsqiHfaIPsYxhoGiBpkhoAAhQXD6aEeJDMea9T/97P/9m3i8LSQCosNY5bgOTOZIkZQCTEwng/MpiDbGdCd0ACfHk2Dm8RshDxkdWilPkZngUGQIieJwWTmkOmKK2vwTiTkZiMBHTmEhAESQkGUEQAgCJTKkcMz37fLpWKT3HwACpQZwAIQiGmuKQuSZEEhSYJnnF8tz9vDr//2vRher1UVd5uv+fte+HqdbxREkFZUuCgPAwKrveua91AslMbe+yOJuu9/u+rbdKW2dD13ba1PV5YXRGUrRtA9f/e4f/tv//L/nS/l/Lf7Ps7MzYwomE6gxJp5fqqG/24/eOQ7y3ihEI0GQj3EY4eJsvqgurpblr371dvcQCqvOlx8u6mfeAYB03u33D19/+5vr29fETmsoSlvXRdNsgw/jMBmr26aVQkbvg/cAJCQwhNGFfbsX6LIcfAzrh+bNqxtjwBpjTG6sRBG9p10zEhutSxCm7+Ht2z4vabkqF2e1UBzJ+TAyMgrQWqEgIaXWpq5zJkGERtrooa5mY0fru/Zu/fDutnvYNj+emuuba+envLRPnjwrqsz58dWbb5RUZVlkue0bd3fT9P2UF7xc6bLU9+v49t0E1OS2XizmQoim7SY/9UM7TsbH0rChqKIXWhZ937z67u2b1++yTHz40Xk3NIjBGB6n7ptvv1kslp9//vOiqNu2F1AgVEbHoswQYRin3/zLm92uiTGcrWa2QCkVihgmIgdVVWu51GKhZF3UFxfLi4vVR9MQfvPVv7iwJbGL+ODjFrAB4QCktgBCbPfvmuZBGZPnxd3m7fVuc3a+evr85YtPXtyt70SAelFUC913TdPttWCrQBt+e/PKmtmHz84QIUZ2btrcN00zAKhnTz9c+rL3y6dXz5TI9tventV96zcPzeXV+X2cXr/93eg2kx8CUe/Hb968qn/1vy9Xn3/48ctZtfrqy19rU+RFfXP7zR1eB78L3gAUShbDGGPExXx1cXXGYvBhH6vpi89+JgD//u/+Z9NsXN/f7h+M4TwDKZ3Zx74U5xd1XZTSSKOFG/qhnfpGV9mTwlbkVSQtoLg4X5Y1ad2cnevNNrtfv272jZS6KKp2527fbZvNXour+ryTVRuCL+tieVZMU7tvdl03abVUU9b0tdQlCguQS2GZtHegpGWgEB0TEEUiBzAiRo683+/Xt+vbd3f39/duik3TX1w8PV+tFsta25hZzqyyRkxj3zVu6r1Z2bNF7WMIQcTA5Hkc26ZpCVoUtFjkRKW1IoQxRjKqyE3mdGFNmdnS6NwYa4yWkqVkKUEkw7RWRVForcZhFIlgLIUUmmVS40jnJgTWUnAEoOinMWqFiF2zH4dx6nti6pr9+u6OKFJwMboYIzM4526ub5zzSdwFwJNzMfgDHo0BgClG50OWF/VsNqvKxDAQUvT7XdfsklUKhQiRi6IMgZXzKQVLax1j6Pt2GAZramNzY6wQwESsojG51qYsSmJ03ksVIwnnnA8t4xhpPwz+9dvrh+3+2bPn1WyW53mWZ4vl4vnz559//qO2bcdhMMaM4zj0g3dhvxuTWEsfb/KI3Y8xAEBRFIvFIjVUqfZN/MwTnJ0fA/UeeXUe8b7T7J6lRBTQ9/3oJgZWSkaKMfJBrRT9I5capVKvbVshIBEs67q+vLwsyuyzly+3m633Lsbw9OnTn//858+ePUvpeemhY4zEeBQ3YmKrpJv3frvdXr+9SR0LEQ3D4FwK0+ZUvBIxopBSFUXx7IMPPnj+7OxstVqdLZfLoiiTcFSlLk4ceJWHkT0dmsyUrBWcSy8NA4ToASIKKMvi/PyceG6tUVrE6JumicSLxSIEIuKymHVt13VD3w9Fnn/w7NnFue+7IVnWQwxN24QYHrYP3k/JxnbYkwiRlGwohMRHw2xMKYv9ZvNwt74bp5Eo+OgZwBiLiETsJq+UTYs8793d3V3TdGkrO5/Pl8tldqCY0ilcHg6Zj+LRwBf/8KIPpD4EeR9w5Pg9BRUxDKO7u7vfPuybfY8CoqDJu327U0oCUde0D/d37W4PIVIkrXS7HwBhnPxuv5sOi0myStfVDEjcre+22y2AkEorpbXWoI0Uwpri8uLJ2eJ8s94oocus0kLFwEM/7fdts2/7fnyk+UIpJRzPi9O+lJmmaQKBQkrvow8hRYPi0bMTY2Tn+r733oMQ3rkEokyHKAB4N6W7mpx7eHiITNvtQ17kqRVM/R4RaaWSC5RiTKLxtHqNh9xjhJQnIMXxb9KC94fUbABEpCQIgQeJceR00KcrwDG57r1mi5hCiN57Y0xVVVVV/fKXf/vNN9/8+Mc//tmf/R8+0q9//WsAMpm5WK0+/vjjZ8+enYrYpEV6VBKeEKeHF/DRYgqPIQcHCygAJPvpIfzDGDzSLNPSSiqhlYSjge4QkSqT/zYiAwgkJk47ZEQijtHHGIkjAEvxPpY9XQdSuEza4wlx+Dqsch4d2UiA7//waF2U5IZw3GSTZ9ACldZaGyNlMgnDaYj26AXHE6H03wbiCSEkHvi3h2ujUni0Dh4agT+9nhMQGaVQmS2YZYg++ti3YyAoEJQBqUAJQOmFQojAgiNE8kPkgTEQIuoAyP0gm4a6DmI0RVlWZZHni0jWe4WYW1MLLJlyITUzMwQQETEwOAQvRTAGEDxAEJAAw0Ig0mnxlmYGxyiV0w7utPHk70kz+Q+pNk//9/jf+bjK++H93jGwBxOdEg+dHh73fgd61WOpr9Y6TTbhuCx/vJc7jETxIA05Ld+VUsFHZhAoEeVRNCJSpvAxNfWH+9z/SPP7HlQGlPSr71eImHpePEDMUjzJ+zU8P776CxCShAAAwaDSc2cm7532Bsn4QXa78fV3d0VRSBRnZ3nvbie3Jm5DDAKlVgUKMsqo2QzjABDcuENDrDVAoY0YhuH23VooQUBEtDp7psxCaUJBZQ3Pnpc/ai61CdZ65kmhtNliP3Qx9iHeV0uIFLvO6dZHz+0ASqGWCCDadhdVJsm6gTeb3Wb99Y9+dl5VSFFMzjPy5BwDluXMWFFWeV7mVmdt57ab/b9e/2a+qInGqij7fri5ntp2BxwBRAiREV3wUzMMY8/AWZ4JZKVtllVlaZhl8Hxzc9v3frPpy9IqZWezWT0380WWZxmjC4QoKJCTApWSkdJQTEmpgCUT9t3kJ4oRIrDQZAre79qbu2tGF4MH5Mm79d32HM+KMs9tEStfctBGsQMptTZRSmLmZFkGYOAoBBujF8uZMth2JBVOk9tt91SiFhVz1nfj/d3m+vrWe784q5bnRTaSkGwMdl272T786p9/LVX98UefL+ZXn73kaYTbm22Zl8w89ZF9MTT9Ztv0DWeF0JalpMWZyXTpBosRo/McJl1zVeVXT86cCyCH+822m8bJtS4MUotZNdcm3zf93d3eORd8TwxZZjUtLEipAAT74IaxD9Fro7LMSkWMTrBczuvz5ZUR8jAgR+k9TRMB6avzD/Bnfwli2uxvumH2Vz//L0KYzf2+2fab++7dzYaY2m6XyDoRvDJCWDGGYdvsf/TFxeXVc6vndb0lUkU+W9/3yL0WDGQxKiThx9H7nuOU22x0bhz2pZWLKltUNjfQ0uT8pFUUxHEiF4MGZWtt0GTKmswUthwCBOf9xKxjZu0Xn30+9hMilUU1q0Eq9DRNU9XafFAjIhKT0rIobHTgXEswZJkfp5aRpVKa0Rg1jcF7t282HG+y7Im1cykls0wfrwAiMAJLJTMhJGAQ2ocwtvt2u2mZcLU8j56KssxtXtgMiNpmh90IYgR2FEBCpUThx7Dd0XxPJnNSghQiICjliJubd6+1FjZTNue8IGOidyQlCEyhx0pLk7SkiV2utdRKCkRmCIG8S8HX3rvRjQMm71AkBtZaj8Ow326BohIITPvdNriJjy1NDEFImVmjlWQm5pAiqaRSAGis1cZobWyWAYAyRghMAWXAkNjFCKi0NMZk1hwT4+O0PJv6NnjvY3Q+jJNLFpQphEhUlOXTZ09RopJi8t75oLV2ISqRrr5CCA2gpLRCDEIIJYCIKZIQoJQSJHZTu9vuHu43y8UZII7jZDodfBz78SB5Is5sUeSVVVkIURtbz+o8z1PpsNls3r59+1imZYxJ3h5rrbU2QTJTSfc45fng3eYULSXg+yKn1PWgQCHFwYABfJJ6aq1StH3CNsjHzhg40CCPYkJprS3yHAHn83kIfrFYrFarPM9PHeZpxXcImuP3gsYQwm63e/Xq1ZdffnmqDp1zIaR2jeMhX5qYQSk1m826vm/btijLWT2rZ3VdV+nVyDKb53mRF0WRW5tprQSKJP49fZrHw0uEUsgYQ4xeSpHneVVVPkxSolLCWu29d85LIVFJADRGH02JKW9QGK2hgCyzqeyweea82+62AJySDx8bP1LzRAm3cnwLhDgmHAoUAphRay2ksDZTSiU4oUAdQkSCLMuKopzN5gnBPwxDqjO6rrm/f9jvm6LIT/3GoyYP/5CkkzmlO4VxHCbEtmu9mwLFmA4FjiHGdvA3t7e/+l//fPPupuk7lDiGyXkXOZRFIQXst9txGOIUmSgRZpClFMoqmZuQWSGVlEppoYo8P1uurLKXq6uqqm2WG2O11sjARBTCh89fVEW1boasULnNpBR9N+62+/v1Q9N0fgoJGomYshPTS3co55PX8aTtwhPfVEilFAHyUbyKQp5GJIeJAFPKDjnZWnDOwAAAIABJREFUPGMMBNQ0+8m7tmu1NYjATEKKNDM6VaTpxWbm9FamUUVKNUwyq+DCIzH2oaY9iQd/T7aXdgzM7+1kJ1/u911I6Yzms+VZWRZff/27169fI+Lf/M3fLFYXb25u0vG8Wp198sknV1dXRVEcI/JAHH1M/+5a6ZEL+vDUkjoaEYVEpaWUAgGMPikRYgoHBoQYg/dumsbkr0ta6mPjRWk8d3QaEzMLSHJNcWARHbmG6eEjRT4U/IDIJ5HpUWpKDJTsr3B8nKOa89AinsZbyfsthEzb8Mct3Gm596jBe3+5/H03NSqp3kNuHtOM0/M6/dOfsN8z3kF0IKUtc+XjNIyDm1yEiAqkARRACCBAKIgcI8QQkDwHjhHIRWiHB76P6zvTdfvROQadmbmStYDKe9Pu4+27/eXlfFZnWs8mBxQjg2NykSYfeuJRyJjnUsqE5ZRH5b8AYDyY5QAAIb6fLyLhH1WW/1GCC39PI5re3cQ8+gE9Z5JuHsnUiJI5tULiiEk6fi4CoxTa6IM0X8qYJnJHkX2ScQIxvNcN44EupaSUMlHR0lAND5lFIKQQyOkU+T0x5394zZkSYJIiiA5ReyiETOMj4ghH5c9jC+Sx1UvWyvT6kBReCgRQTKykQVBEwJGRpYCs2YSuHbbrfipcWcqu11O8deEhUhtckGyUsiG6TNnczpwW/eh3m02ZkwSTmVmRL7smbHcPBF5ZWVa5tt7YqLRH5LNz87M/e371/L90/b1zfhz2kk2pSw4wjd0w3p1/sFJWmz1t93L34HZtl+emLjKbmW6/bx2DD27w97fD7e1dlj+bL55fPVOTcyiEkHa5vKxnM6X5bLlQWgUf+34a2t+8e/tbCjRfZGfzs3frN22z2TzwkydXQuoQhywrxsm1/cZFV5RZkRchkABlTG5tIdAGT7vd2HdD203GZGVZ52U2mxcmQwbf9S4wAwqJUqDgQ5auTBFGAEgRurYZhxAJKQiheH5mUGHftV993cznMy0ldgMzxsAfPL+SqAubowiMZLTMM1sUyOhidOM4Bg95BsjKGiUkFjbXhouS84KZYLdt2cuqtNYU+2a/2Ty0bVPVdVVnNkcQylhZFEYqbpvx62++Zc4lVk/+6uMf/+jPb292/+3+l3WFFKHbsZZLAa7b7/q2l5KlgTxDJfPzs/nuwQsxWItjJQXks9lSqHE1q8r6aXEz3Nztb++ZEY0pFrNVUc2JHm5vR4Ec49QPfdPsV5U9XxVZbpyf1vfr7W5HGHOhpTQpvhmIl8v5ixcf+D6zVkcKEjUQURBFNnv58Y8++fT59btv9bXq+9lPPvnLql6s1/f/47//sm9ouxnGaUDVaZPRoCNHKTErrTQiAM2WZ2W1CJPWer6Y26KYIfwrxsIKJ0ljBEERQiTfRbf3Q9e1t21zc3U1k9TFaVPYWJg4kZ/V2ihmAjeqeVFeLmZGKg1GY6lFHiUbg04RgteaX/70s4f15ubmTYqQUkq7AWNEZhTJ7TB1WV5ePCnrWgINUvcmCy6MIcI0KYE6s3Oo6s2DG53n2Jyd9VqT1ooohTJJ75kJmZSSmZJaCEDhx7F9uN883O9tVn744UdKqrIsr548WZ2dj+Ow3d8Rt4PbtO395n53uXrxwdNPXD+9u2tA3p1fZlWRGZ0zaKkHkPub2y+1hsXZvJ7NTDYz1iFIhBCjjzEAgQCBKGKI0zRZY7SKzDEQsceum7p2DD4i8DD0TaOZue/7U6ZZEjgVRS6lLIrcu2kABoAUXqyUklIwhRgcIgophNSAmOeFtdl8vpBSam3KskjmoyzLjDFKSmBInaiWKmU6AwDFwDGEECUQUByGoR/6rh/2bTdNo/dhcj7L8surq5/89KfLs+U0jUqn3Bfuh1Ent1VkigIQfICk+k/KC0Q0Wtu8YFD7fS9QACXKaBiHCRDbphNCPDw8TNNkrf3Rj340ny+tyZSk2Xx+cXmRgryJ6N27d97729vbKvFM6mqxWCRwS9oBvieTP46zO5D74dTyHf1Zxw/qZKg7gB5BaxWjipGkFFIqKQ9umRgJ8cSKTA2eSgnLaePnfTiWpzHPsxh1nucH/vsjDPXB2c6HPLoTsDqEsN1uX7169Zvf/Cb9MWXMisOa7mR4wYRhM8Z0bbdeP9DtOqkZs9zmeZHneVHks9lssVgsl4vFYjGfz6uiLMpcKfVYIXYYSygVoyciKVJKrvFhijEgSptlxpgkw1NSIooT60VJSTGO43hsrREAjLVS677vF4sFHZOj+T1/O5lQmJjwvRWF04K0KIvaVVlmiEgqoYw22uR5nuWF1TZ42u8aN05FUZyfrz766JPdbrfb7YniNE3jOO52m81m0zStlCK9qocOIQmdH5VN6aFPS6aDxM37RNNpm0YiRKLITMyRyHu/b5qb63f/8s//ul6vBz8JrYapjxzLqlAgrdZ+DFZaXRUIqITIsnwxX1prAXGcnM0ym+dGa4lCSZnlGQNmRfnBB8/zPE9uw3EYx2Fww1AVJTAXWV5XdVWWUohxHLeb7cP6fuhHojTdPrhv6L1KNjJz4kkiJhGmQCkAUQqZdNFESZjKMZKUfNQ8EyAkkWTS/aYmKoknFapxipObUtNFTJRWxALDEbkphEChiGCaJmu0lAfHWoxxGPv01ocQTufaQfSHwJEpxmMvxIc34lGDl9LM0109RjEdWYAshMiy7OLiQmv9d3/3y/1+9/z587/+67++vX/47s1rbVRVVxfn55988knS/sQQEb9H9HncZ6a1xPdWwScfbIpoAXlgczADshDJqYgIaIyWUuIBv0TEBITRxXEcx3FMutZDYfxIhUvxMCo6PjQrrWJ4f/SmN+JgzjzoNvn7erXTJOvwderLjs0BC4QD4lekPvBw+qdzP42WmL/XUT/mlJ5u8CjH/SCqxzTHUGkPD8CnFMTTik/8R2V9fyhvvWgaf79uhPFZoYUSSmsBLDUoGf0EPYAhyAxolVLwAiMgQFEgB9F3tNk+bIJjvxwnF2MUknfbXZGPs/nw2RdfeK+//eYm+tytVF4wg0bUCCp4BxyUTC7+A/hMohSAEqQ4RuM8NpAd/gL/wD4b/tgk6t98izjtrf6d70QFKZHv8JuE6Yk/wCtLp5OUUqsDkSzFl6cQSjgkfPxAMsYByhmR+ZjO/kNdbCSOfxpeCzEEAh8pBb6nhWXK9juyOBl/8IhBcdA2i0O/J4QHMMAKQAkojKpn1WJ1Vi3mVV1UfeeCA6sL4H4c19vdFHDdDu+2za2UtqwWUlbO+d67ceLtfb9r+mkK1cwhlKuVzvNysTBPngQCryzYXA6u3TZrrStrJIMDdEUhiZWbxrubh+shvNEo8w1YKMv5MHpwwXmsZrUfh/2mlbIoq9nFsoKF2N25t9+tmY3AEKO7uX77YrstiiIrC6UzRLlcnhMTIhtlEDHoiNR89rG9Ov+AYEAxgZjqOh+GLoSgjR6G1o3y8umFtnMX6u3+2o0BKAMGYMksg6e+c03TVfViNl9l1hZlJiQzeG1FpLEf+rdvNz52ZYXzRRkjj+2QZVZKDQzOOQ5IJIwxQtoYYL/vQgxCqmfPznf76frNw3bXZjqbzWpjaqMqAQaihJQvjVEKyAsppGWQ3ouRB4CoNZZ5bXQlUO73TVlkH374sdEUeQxhAJCIoLUAcEWlPvjw3Ogchb9/eBfJZd4AFsbqCtQ4cNu0337zXZWf/fmf/yWAbhu3ue9DoPu75vZuEzyfLZ49bNZtNzCwvrRusNt7uL5e20xeXs0nN3bt9m79epjunz39YHG2uHpW6/wJqkFn0nvfN9KNlOurn3z+bLfb3d7deP8uL0ymMu9HY7WQmCJoh2m0hZaffsAcx8FzpL4fxtEtZhdVVqS6z2iNKIXKhHZj2F+/fVvYs2V1afQiM2erefXRB/3D3TT0gbGfrWQ54y+/+fvN/l1kb2yOUg2j++7VG0Hns+IpgBRCSzQSDTnvmq2pSyt8nUVTyCrK0Uml/cA99Zvd7W539zr0m4+eLV48yWKcdptbgbEs6rOzZZFpIXnqBwZNzlzfr6tq8eTy4l3cjP323e1X87mtF6XNLza766aPZYkoXNNM9w/dNPbORECsCjJFJrVSkqVphnEH6IeR1msyel5mZ7NyycETWa2WADpGoAhKaiklETvnIycGFQjUUprddq/0Q4zl/f1msSBrjNHCu359d913+91+87C9tdabLAC6adoq/WSxkJswbfe37TDsu3w+q6tybtW879u2v/FhLbUAjD4O3YBSkeAl8Bhc1o/j5HofvdF67PtX335njSnLuigqBAkgg4/ec1nUeZYNw3C6/B4JB1lVFWdni88/f5n+pizLoiiMMUSUinLmqLVJrA4hhZAyxgQ/0I9JXYEiE+lDDjVA0o4KRMQYOXgXKSAk8ZeGGCKwMvk8K+YrccVAMYbDlil45/ftrmvbYeiDC+PQu2kYJz8lMFPi3TEPvQ8cACVKUEIBS0DpXEjYXillnhdSSqON0Si1yvM89XL39/cAuFqduykA8267ixAnP11fXxtjzs7OYozb7fbh4cF7LwQao8uy3G63RPTw8JDm6Pv9PulNvlc3MP9exDYipnmgkIfUoxg9Ayklz8/PlFIPm804DCEGH0gZJZUAAeDCqfw6fghSSlBwzvng0z9JqcqyDCFYa49R7Yci9VTIAn/vM/SkWT1tXbTW1tpU3yYDW+rhtTLp+5PBTtvs0MEwj86P43az2aTA5aTttNYul4uXn3766ctPLy8vmFkdBFcCEdIeRimlpJjcGLx30+CmUSkhrSnLUgjhnKvr+sALGUbvHDBrpZKKMAQ6KWkn5wPRNJ3g3vK95uy4Dk1b01RlpkePMaIQRVEQLxKlUCQcoZRZnluTCaGCn7z3wzAmzWHicywWy1RNTuN4d3cXfGCmU3f9x9cL+L5kJoYImIx8EYC1NbbIjqpOBIAQGECeLVbW5gysM83AyujZfDaf1UapcewlopYqM0YcIuQlHgiiMsszIeUwDNZoZtrv90KouqhXi7OU88yRog9umLpdIwlnVfXRhx8VeZl2xdEHN03DMKJAo7Vz6QjkGANRCkE8kDSOnFJKUrv0BBPAc+gHaazSWggZY5zc4SYFJx/d0Pd938+qKmjtnOvHfnRjZaqiyPMiF0oaa9Lpc7SVfk+t55xbr+9WZ8v0x3EanJsSNSoRWX6I2sBHNEhMz8D5vmmavu8TPiedyI93TenXGOM0TcH7oiifPn1SluV6vf6nf/qnP/uzP/vFL36xXC6v79bjOKaDvyiKsizST5vYpgDgpunx3f4btASeuptDBjbxUSKWcg+Y6SBSlVKKwy75kKdNFLx3kYlRHKy5gMcMvyT+w2Mdy8GHpP1OrZqUEEL0R2gtJAkoih9sh04BlSkgnZiIkOj7XOPv9Qj8OCw+pZWeLpWPJO7/zibmtGOlR/Oz9y/g+4nan964pijIoQv7/Qhyyr3WRqBkk1lr8txCoN4P3jmCErROshMWArSVRmcCVHDYtzSOZuptiAgQmGMMwU2xaXcvX2az+iLPSwDV9yOABRGZvPc0Tm5yHhkFKASDbARmiBoOKluhhIqC/1/a3vRJsuTK7ruLu78t1lyrqru6u9CNjcIMJWqMIj/xj5fMZDIOKWlkNhgMgG6gumvJNba3+Xr1wV9EZjUAEqKGaWVltUZmRrx4fpdzfucI5JlUtKe++8fiRgTMCsQp8xHS0wtDnzaCOI2ojq32n/uA4xmHiAzIR0DLlNF+WtTmHyf/Ok7Zk3i8WchziHM6TlnwyXidkBQSMSvFKaSYz7YTfxRPy/t/OVLL04ovn1rEuYXOtuAsW/3zN/oJkDoltwIgUSIiSIxgWGnFRWmqeVNfXi5Xi0YTH3YbO2xTPJS1B/S7w4PQzqVWKamqyugqOOk6e+j9eO/bzo42JAGta5BUFJySY4bVaoEqCbmYxvuHu3HwhZktl/MQR2v7/X5n7YjAh2334e1Nv9suLt3l5+nii/lhe+gGu9vHscehjWFUCHVhFk0zG/adD3Yc28OBrUUibe10EscYlQatC0SFSMxGAkBCRVIXRShw6MfBdkkcKmd0uZitqmp+OLR/3P3h5sOeFKwvVT1vsCNSynBjTMGoQ5CH+91ut//w8ZZJ5ZOvqHRRFtoYH0dmVddNVZWhG4fBzebISCkyiALhFMT2LkYgKpQqkBAgmqJgNki6rhpdzIxqHh46N4Su9X5FZbl8cfUaIG02qe8fZvNyNDHEPoWUdcRFgcG76H0GuiPmmZ8u9LwoEdEnGUA8ooQ4CNjF0jRNnSJH6YL00QbvwzjK1dXLiy9fNvX5+x8e2/bw29/9vqrn+/2hrmYfP9weDsN+2222HaEpi8r24B0hQXRFf8CNsoQVQDy0h7bfAYDWBnk4dD9cXF6tz9YAMpvPyrra7YftpnVWr9eX67PL6L8d515pNV/U4BWMClC0NqasATgGCA7GISVJw5DcMCxno3OBlcrxXhmUyADaaFKEFM9WV4vZalbVmmcpGM3F1eWXP/smVtVCF1FXLtIucbi5X+4OG0iF4dlqeSGRvAvRhOBtDL1zB4m9UePZLL55sz6bhd3D78pesQZC33dt+/Bxd/Pxxh4O3X0cxlVTFmUBMqB/0ArP19XlZQ0Q27Y9DDuJrGlFqJ21B3kMqR1sd+hum4+ymJ0R8sP2ATCWB9Y6bLdt13lA5BRG3+oATAaN0mWNyifAjOXYbVsGu16Y9XLFWCOZGODjh1smnM2gLC+KsgQSwUCkCFXwgKBAzHazsfb9bmu3my3CF+fnDbG9vfmw2W1ns8Vo+67flWVcnZn5wtQ1lJVHbot6ENuGuHnYBIE1sQ3s+r4d+ockB+vjvm0PA7Tdw253XxYvCc6Dq3c7l5K9ujoH/EVTm/X5UjHP5sv5bAGgCBUCXV5dpeiYcbFY5EM3lzjGmLIsciGbS6X8cYIl5Dree3fUzEzanQmDMTk9KG/9lMQUJ/rCaWabUvbJ5LwdhRP9C4BUVkHmIyAnQOiUirLKE+Dl2SqlGHzoDu049M5aCTGFELxzox1HG7xTxIMFHy0gxCAhRopeaRUTOhdDTICYQ3tycnEW/inFp61CiCGP5Oxod/vd4+PjbDZbrVZ1XS8WC0Qcx9F7l0EpxpjFYmGtvb+/H4b+4eFhvV4/bfaOSBJ85pp/SgM72iJSZpVIci7OXs4vzs+10R8+fOh3wxRuMfkejoXO0SJ4GnWfnnmA6bl9DtI4zc5PMUV5oXg6eTMR4fRQx1+rzMM+ZhggISJBjEmChBD6YVBdlwMelFIoKUqMMSSRJBnXnkSkbQ/L5fLlq5fee2ttltczHysFImMUAaQYs3e0MFobXVdVVVYwrQE5hnT6arPibsKfHPtnrTWySjHkGuDTcTcInuSr2fFCRzoiZEtIXZUCue732XjPxEabsiyZdYySmTfpKGdFRKI4JTYoZUc7m832+ypLQ/MXeSKTPiugTlu+p067MGY2a5wzMcayNE1TLZdLQJz0TYRam/Oz87/923/d973zLkFCAlZcliUxEuCymROSItJK50VyinnLIwhkWAMiRsSECAghsUYFKCGN49j1ffDB2XEchm7fGlaLZrZarYwqFLNEPFI5klLKFEVMU5pFbiuTwPPL8hRQLCLBR+tdXoBnUCQTxamOC9Zaa0fFmCYsX4rHLVxMpz1NrKrKlIUghOjz3kaOa3JCYOKiMG07bjabu7vbuioRsG3b/X6fxcfH2ID0/N0nAKdVvDzFZqXR2r7vh2E4+W/xWbTiM5FnjDFqrc/O1m/efLXf7+/vb+fz+ddff/3mzZvTG38Se9dVvlpEJKWgpmEX/JWdyFGb97S0edI4Pv1O8thCaaWUQoCUog+BlMp2Pua8XzuaJyf7FnKGbBKRUIyfwEKfoEvH6JhTYf+JEF2eG63SkTHz51TLzzuxU484bRfxebv7aSuRftQM47MWM8aIFE/iWjwikU5QqB+3OdOqXQDgv60TVClSDMnaGCH46JVBpdSSK8am4ELSg3fd6B0DpFKysFApVIqZSqpmuCoZYrLGdo1SghgFnIjzvm/bFqBcr168fPlyu9vHKCFEQPTOd70dR5cElDIEhqFiqBkaFJNSmrhGrIBTZk/hyZxM01vx+bf7SReE8jR7wj/Z9mXT3V9YoD2RPycMKPwIxXk0zB55LXDE6SDJs1Mwv3Qnjmq+RoMPmc+ZUiIhSBPJh0QImVmxSikCEzNxvorl2d322PgJ/IVUhtPh91cRaRCQQDGrKTIl3w0yrAWyvRWOs4fjY2YiGB2NhfmOqZEEoGAoC1VrlbOY9GpVLOcs0RMdiLfGtHUjSIfN7oH1oCteLBfz+RlI3ffg3Ng/DJvvdzERgNJGI0SlEqvQto/WK20KMuRTGvpuu7thbquqMcW1c904tI/3Dyn5qlg4G+9uHr//3bcXn3Hixex81Vq624QPH0c3JBCsCmVHHTx7j/tD3w8OUY2D9U4XulLKiIC11kmKgsg6hMRYKCryqIiIClWkuH982G52733c6yIsFovL85evP//mw/u7dz9s9ruIahfBnDO33QCJipkmVkyaCAWhH8eHx3sQLMvKunlZct1opc3oA7HUdXV+tgL0hzZET0SsGFPUkDCF6EYfIhkjbFTuS01RYqmUMkzlfD57cd18eLe5ef/4cH9oWx+Daur1omm7w3Zn79TKILSj23svmsuyrI0uvcYBgrU2pd5oyn6PGFiiNqVRunB+HyEMdhehr5qyLhfegY/oo9+3MQYHmObz5qc/++brr375v/2v/+kP392+ffvHmGQcxtVq+Y/v/un2dtO33lohiAMn5wSAtcHgVLsPKcUXr1bIfd/fhWgTJFZU3Qw23D7szhbz5XJ9vlpfLJZnSYr9LvZdklgUZh4CFWa2Ws2aReX7ZPeiFJdlOVssFRulYlU2ICa44Ebs2ti1fhy8tdYrSzgqAsFsBGIQYVRXF59pxXVZOpuCQxBeLa++/kl1/eL1clX19v52850qzHxx8e7D27vbbVNdfvHq6/XyvDQGxUffe7f1bsPUrxfpRVH8T796cb50t+/+n6LUs1ldVkXXHrqH+/Zhe3v3wYde6YhKKy1EUiupa1wvuC6sDxbTbug34g0WV7PZfBgOdw93kqKL3Wjthzv7uJ0hGu8iADGTVjAMfQhQ1gUZEQxjODCBYirUDNmAKKLknN9sN8kN3pYSZ6ZYpSjDMN7c3gR/v1j2F5dflE2FOpFOT52QKBA9dKHv7w+Hfdd11y9mSl2zah+3f/jt7/95tbogJpDgQlJlVdXNYlHrYnDhDpU11GPo+/GhGGzTcKJgnUvR5qPAH2xMTvFtqe/ns9boA6RV3+Fspn/+s59889PXpuCy1ETcNPNZMwNQTEopo7VWio1Wpxl2PnqZWWmNkDVa2bXPpxM9xshH783UHjDGGGMSZjzaQgQywlZyjUAheERkYhTJyUtKBCnvAKcSLKZARMjqGNubAGKUNNWLiCyijFLMhLRariVGyVA55521Qz/0XWeHEQS2Ow37JCJRnI8hCRFpTZwTWpXWWhlmFYO3dqzqUmtljFaKU0pEqDRrbUiR7OXQHvKoXkQWi8WrV69ms5m11uUCeRjysP/29rbvu/1+33XdfD5/PsHMhcgniHARmXxk8tTAHDkuVVUtVysfwuNmI9stTX7HSYh56sfyoi9DCqaQW1b2+JAnqODzru80hczUs1NTOmUnH3MCj5gZylarY+rAFOQQY3AuAEBRFF3XhcnSVte5riUkYERUTISQXZFZUZbP677vRRIxnkIalVIAiRFTSopVWZZKodKqKAqeeoR8geVpGuNk9ozPn9jcs6FS6FkpTUzwBEE9vhDPFg7HFyE/J5MqLFOdU5oiROAIDGdWOG0JMzsuw2YlbyZFTBJQShUmw7qnJzDGmHPqn6uZnnAfE9NAlOKyKufzWYgxl8xNUy2WixBCjAlSBBGl+Hx9fn39oj3s94f9oT3kzU9KqR96F31dVoyMCYIN094qSQoxF0wxRCIauyEFzyiYBBMk57vDYX84HA6tHR1KSjEE56IPkFKhjSIGwBinlV1KkZCUVipMt4vJSCmTvjirbeWYuBFTGq3b7/cxpuKIW0Vm512u/XMnBkIpJUBEphOo4xinJCHGsqyaeTMMQ9v73HPGGHPvx0zMpI3q+vbu7vbh4eH66korvd1u9vt9xkB477Po99S85U/HzJHSM4J6pmql50Gan0xMnmUF5H85m8+aprq4uPhPf//39/e3v/zlL3/6059eXl567wEkD86ys/e4A5kUsDgtt0/Vpvw5oo+cwhiOoaXHxIMMZcHpQfLO89jTTrGf03WrFE08j2lLH2NMkI6Dacq2qXzZn77J6U+eMT5iTEhZqEkidGrcTv8nxkxVTCmlk2D1+O3QX1pvnxzFf6rbPP0VHmNTTh3jp+7ldCI4To6w4/zrNAL7q+SK+NdCPRRrqmf1YjHzSULy3qW+DRJ9ionBJFgQ6dpYhiQheLEhRARhDuIdJ1CyYjCaiVhyBE6KmASYYTYzzGUIYG3UqjCamJUkNppoXpYmep9cSAykKRR6BamMnpIEiIIAzAh5jIkAAgL//T5OkB56enWfxJ75D3kSc0K+RuOzVvyTJ/cYPJKeAFDZve5zXn18asnSU5oKsUKOgGEaOuU2E/8axel/64fkN1WQmDXZQMwAiNm6KoIw9cVybJ2f7UaJIE+QDVMpiTUXZVUS2yQuph65NnXSHF59Cdefr3Sx/nj77c3DzeP++8WZWpuV0YQQQnI+pHGEEFxdxyjonLWuA6hDfDh0bx8ex37gGIsxWOJIOkR4HMft2/c2wWutE7FHCtHbYTgsFtWrV5cq2MUlMbjv/3iPBmKoy6J0wzgMrjv4b/XH4XD/bqlqXTf68svXL8LQakyHrlgtrpUq27ZrXV82m/N4sWwdxDbHAAAgAElEQVQutWYB0RpTwBQACBUrrdXbP353d/8HZeL/8Ku/eXn9laL68uL1L39B2jT7/of98Mff/PrbdrhZLtbzGf3+d38EweVyVdf1Z69fRQmPdw+AqA3Pl7Uy1A9tjO7QtcPQKUXG1E0N3gGzKqu5D956F7wH0IoVgO571/d2GEZiXVSV0lVV13W1qIr15fmbzavuj999ePf9+7//P/7hw9sf5kuFNEQP3/72bWsPAGKMlgiHfe+cBC8ClCAFN1gvlZ4zqxixbe04BqWdYA9gRVw/HEC0925Wn83qAng9W1TMUBTGlKbr2/uHe0ABiNvdZhg6AAwxXb+8UMrc3e62myE6BCCtyiyT6Q4+iRPC7RZUYVH5+Yq1QVZSzwH1OLrH9u7x5vFdXS1evXwjUjg/vn9/8+HDh9///rf7dldUKFgCuqZYnr+6fvXyc+Jis3m8ubnRRf3F2fWL6xf73bbd2bo0Ker7+y2kd/fqEZNezs/Oz6/Xq4uMKQsxlEUNIM4lravgxbmoVTlv2Jh6vihmMqtms9XZxWJ+VZpLje+//Oxf/fynf3u5eq2gHlpbmkjgFLk3Xy5fzl/Uof7sBdbmkFwPXEU3AzW/WMw5IXl1Pru8uXn37sMftrcfi8o284QqgIi12+02FSXP5tjMYDf0+8P2i/XLoqxR9V27m2taUkMQ7bjtu+gdGV2VVRVCjAKmauqZaho2ZRr63WD7JEGUZZpDqpGsc46VaMUC46G7lXbX9WGzsQ8PcRzny3n/81/8an2xmGklABJ9CKCy2hz0anVRVbFZMsDy9ZdNPR9au79+hWTWWhltqrIsZgstMIR46N2+7VNZjvv9BmjQ2gIOh34MH4fl7PNZdXFx8cr5oRtdRDuf14gKxQdpZ0VcL5bNm2utZkwGWJhhInTkW7SgUkYrk+sDIg4hZpWFYk45Cdd7pRSzdt5H553z2kxpdUQUJUmEKCnblYMXEAScIrYJkRUnwQTifcjaPa3NtOJjletwyIUTxqOjCSVhSAKYUX5IIkkSxCggyCqmGGMioRA9CmqlAAhSAkZd6qKqF6vLGHxwPsX40l1Zf/AuDKMbBjuOznsZrfcJTFH3wzCbzxMIBiTGuq6VViH60Q3eBdasNANIP/RJUm5Lnh9PeQfIzLPZrK7r7PlZLBZ93202j1rruq5zVfoEWP9zlYTAVLJnwZv3vq7rN2/epJT+8Ic/aK2Xy6WI7NtDmgbtkCYVyY80YOl0JubFSI5uzyuvH4mdjsgWlASnJUZudTIgMVfhed97NMupTKrM30sIgZmKori6ugoJ+tE+Pj7mrMW6rk8BiWVZVGVhtH6eXniE5k3Ij9xnMrMbByYqCl3X9XK5PBy2Pvi+74nAe+e99xjiZIqfFkXPGHJTveicw5Scz7ifo9SNGfjpJSCm3GUfWd+JiEWS83a32z1u7q0dffAhupQSsyJkABIBSWity6/1brf73e9+n580Y0zTNFqpHPyQYapT6/hXlJpPG79JhzTtRrx3D5t7iSHFgCD9GAX1+uzMOzf2Q9/2OOVopH7oY/Bp9JRphiKU7SUAKca8mKl0yYYNKwbQzMViGULyzm0fNiF4BqgLo7VWRJBSVVZGKecscGJWSOR9GIah6/rRupBB6xJTwlNyYDzS1EOIAKAUA3C0yTl3f38fUjTa1HWNrDKDnZmJ1fNAy9OqM4bgvcuaW2KWU3XJiM8FkCfzG0Df95vN43a79d4zK2bq+w5A6ro+OzszxhBhXdfe+xhDvvEQ8Z9lps7n84uLi+VyWVWGn182xxaCj71QjPH1559bO3777e/fvn1bVcXf/d3fXV9f89S10glueZygsdGKj1upv7bGlHjaWkmOFaPJ1Hd6KpgZiZRmVtNbuO/7cRxJKa01ScpLTmstEWUpPeOPgkA/2awQMyA8R4nGGJESIf+pqwsnKR6KCElKSIDpiaMzmaifdwdTj5BSEgmnRIepI3jmaM3GxJO44M8vaY425twUxhjh09vjv7yeEymcX6w+++y6G4vNbtu1DhONPTORUVRUc11WTJYhQRi9O0hWFngMYyneYDTiFxIRqUMUAEbSKAkIlTJNs1qtLs7Wl33fO+dDlBhiNqypuigi+iCF9swFUxF8GHx/6PZutJDSXTMvlIneM3NwPuvmk0QAYMUQ4Nn26QSBfX4RxKMwEgQk9+8n5k4OhBFJWT1PRHkOghMCFogpxswH5WPoKJ0e/8mnfpSdnNTAJ40vE6WjsEQrJUWxXC5fvXpZz2egaPRus99t93sfozxHbU2P/ASPOeYnTYkQT8LR/3/XBE7W7yQSJzVTisf8j2nakdX8WW89OfaOB3aECAgRiVCJSKQoMhJ2j5twc1fV851AdX6h52c2pXF0fZBbwK4sOATf923RFUVVAybn7TBESqmsU9cnJCgqZj1244e3P2z7AZDmZXWO4ENywfa9fd8Prh/eN/N+Pm/YuOVKD713o20W6eVnzap5ubzQVI2O9onhMLgQe2cTImDCBG7f2uCwgLQq1+u6LPRCKzf2bd9HEayb0krv3OFxY+uyNEbHKBI4eowBtEaAQCRFoYpCI0NRFFoXBEpSauqzz199/eEuDO7BjTj0UpUigs6H3X5/+3D/4uoFIS1XM+8GAZnNC6XFunazfSAC68a+70OMiKC0WS3XWpsoyY1t8AjAkAhRg6hxtOMYnU+ckoAT6RTVTAHEtjYBlK8/fwNR37x/9w//8E/XLxZnZ0XTKGcFEpdlQ6jsmIbg7RhEEFkp5nFIh76zWpQq57M1Enjvh7El1WsTlIpAIfho3b5pauISmUPAqioXy/k42vuHWzsmU5jrF+dEarvdxxC0odW68c7vdgdj2EZMKYFMziiRZJ2DzguGxVrWF3o2U2UNrJLSmCAEGX2M1rejPQAFpmbo5XH73jl4fKyjRFNQ1+u6Uddnny+Ki5hcP4739/fD0JmyLoqKwayXV0Y1h91WKy50uV7MRWS33f7w/vb+8fvF/KxplnW9rOuFUkYSRp9SzPsBQUCtjdJGa2YgZCgLY3RVmlWlrq4uXjfFuilmJFpUMCxRHMgwq2B+ZhoxhIfghhTZWz7stFLNxcXnRs1fXb22zts+3Hy4m1XCpgNoAdi58dCNppCISiklnCJ4aw/7togy9uPep2GxnK3WZ11rw0Pr9tY6SECkdIqhqotmNmd2qEQw+ig+JZHUDqMmQ6Bj6oZx9F6aSoBtkD2R0SXMlikk4M4rM0RpYxpEZkQqgqQYhmFEDKt1tSYqG9ssYlWb1bmqmn1jD59pdXF9tt/ZsjTr9fnl9VJgaPuH+7uPrAfB/WyRVMFa6xi8d9H5fhgOdXE1ry9evkiPO9p175SCum4Ks7SWne/6YffixVezeslUCmZThxxn23nTjoTpuH1TzEc4+BRJ9lSgwxNV4sgIz5YjlB+bOgRABCcac45qn9AO2SOQu5Kn2naaEJ+IeZPwRASiIE65rNN9NgkkQQFMR9QlpPy5cnGbuV+KWCuVJKWyMSLzEKIP0fvoXHQ+Wecvrl91XT9Yi4TWjoPtvfdas/f+7OLMRz+OFkm8t8TMmijgSQn2J6ToJwfL0erDMYazs7PTMuB02MHxbJVPFU15dblYLL744ovNZjNfLH71q19tt9ub29sk6aq6buaz/a9/7ZzLhvbT/zpNQv9kTgpHCx/no5M+5RU8Ad+fXBXy/OzUWhtTaG2mbUCS7NI88c3zys4Yff3iKiTcbA+5vrTWDsNQlkVVlUVRjOPYde0Uh12XZVlk9DQzCUjGqxxp4U+H8jHrIgbvAWEYhhhDTImYmLVijuF51vmEiMwfMUZMx5M3X09Mzxc4iAgpa9Ugc27yZ/Q+OWe7rjscDtYO+fIiImQhQkISIdIsMimUCFExxxDHYWhFDvs9InrvHh4f264ryyKjd6ZrXwRgwso/6/TzpS9AkmJ01nZtG2JAJMU89MnZYbfdpOBTioQQIpIqU4x93/VdG72baqWUDCtgVZy8lyJaaaX0NF5BYqUKUyjOHakwIzFPQk9Wp5JMZw6siIhopWh6D0MIvuva3W7XtgckJlYxHR1kufLJ9wGB076UiLPUueu6tu3KqjSmMNqg0iGJ1k4pRayKotBaMz/17XzUERwRssDqqNY6ITqeZhaUv99hHA+HdhiGDEwSSUhYVdVs1mSIbqa5EmFKKJKOgZAw4eWfvX0KpfKIROT4ToHTcvhpsJLfJmVhDof9P/7jP9Z19bOf/fSrr74qisJaa4zO/yW3/TRRUvAY/pEQgZ/HM/4FDedRvnhSI38qx8NP0J1HyWiatBXESilWLHHy6Z1W3NPSMqXTkvxHqdTyKTc0o/KPFiQ6eQunpaMkxDzaSPnVP+q/QY7az4llMd2p6XRw5MBGa22ePJ4agTyoylSeGH9cnx/HBHBMdMcnuaJMIZ+n/SQiZsfj6ejCT8Kwnw6ZHyMp/8RMOPnbAex63bx4eXnotHXejYTJxKjdoPqWFJfGoILIEn1o7RC0QkRKwtGVrq98D4wmRgRop9TCTFolRILFfH199dnnn39+f3+/3+37YUgh5O6mMBpRxwixTGVVN1Wz3+/9dnTjOPR9GEcIaV7PD4c95TTGJKRJYsrNWL4G4Lmj4EgtPvZ+KTM081OMx3bveJxTxi5ZOyTJEm5JMsWmAyCzSskjTNTK0zF3BMfQ8/X6837v5OgjZgwYYyIkrbWq66urq9lyHgESQjv295vHP37/w+N2aycD8UkinmdB07Y+s77Dsx39X0LF/PWgHsLsnAUUSTEi5eGCJ5ScTDL5mKfYQQlRiFRGtGRK1fG9hSIBSZjCaB1Ce3vXfveHmLAhXtbzZT1PY7f5cPO+7femwPnyarO/6/seOC3Ws5SK3u5HJyWwKXU3jKR13SyU8W1/c7fbI1eLxXVjqCqVdf3QPoz+XT92TEXvuEoXRVGsL0zR+f2mrWZOIaizZnlRqWoeeN45e/u460cbk24a0YyFAo0iEbcb14bD1mzr8qskZrRd240pxcWiBFXvuk3b3blwoRzagYPTKAWTJibEWGh+9erFbI4C/uz8ojCFc2G77Ubry2Jel8umWJfFetfex8AxJtZqGIebm5sQ/HI+15rrmUbCulY+9l13eNzclkWBhER02O4RcbFYrpZXrIrdfu+dDc5z5sajAuHoISVE0CJoRz+MAaUKXhGEmw/79fzFV69/9vnnXx22h9/+5jcigXBp9IypKY2GAhBYoiPqCEWQlNYAlMT2vfUcm2YGGLVW1op1lsUrLVqz0SwppuhCGkJAEvLex2hyrXA43G033U+++uVXP/n81atXv/3n3z1uNtY6rZWpkFUkRiQJIYBM0DMRCEnS6ITibKWrpqprU9ZIKsUYQ0xIUamcdG3vNyNBEYMe3YOzGEJdluXQ+/1+NAWjV/PiPEkcbbh/2CsNdWW04uDj2dnl55+9ubv96Me+KvjF1aUP/TDef//D7w6HDtG8evWTz15+/fLFV4oVYwmigp8qzhSFmYgZARBIU2lqLspq3pzV+lyrhqXASASoEDlGDE78SMkbLSVj322UVtrorrN9H2JU7d5ev/jJ+fqzsuTl/HwxP1usL0Htx/CxHYfBtqOMDXBAQfQ+SSIJYbzf3Pg4WNuxkrNivVivorS4sz6JTwliUiHFmOammi+X47CJyWOSBIZUEvH9YDU7zda5fhhcCFKWUdACsy5TY8r1RTlf02FfoWhdOEAnKQJqBEopHQ6P2sQvvloVZVDFQRd9My9NGYAPzWI/PwPC6t0PQ1XR9XXz8tWZMrHrC4F9iom1b+amqgutwtDD0CU/GkBCqMrifH221iW6950Pe63L1Wp1aGm/6e3w8YvXv8gZrCGkJDFN2LQMgkwxhjCVTSWCmu5nImnKZMooC0kpnEws6VhI5K0eTDuaqXOZGFUAk0k7P06++QtAlJNcP9/qj+hCem5EQSIQCLk3mo4mBGKELAE9yv6BACHEhEAkRAgCFBPEFEEQgYCIsGBSykAxnTgqAaYkIaa8SQvBdUPb9m0Ifui7Q7t/g19dXl1kdA2QIMNsXufqMHc7p6XQMWghq5ie2o/8c9M0GbT4nDUnSZ63ZBmokYs/rfV6vf7666/v7++run7z5k3btbPFYrfflWU1DMO33313EmvlIWb+Gk6cg1MTmNeJRCSUnmM86Vl02LNtG3JmZTxTPGqti6LKMXpHMqGcOC7557zjYubz87Oymp+dj0qpzWbTtm3XdTkT4vr6Kvupura9OD8zxiyXi7zzzCOFJ7JiLgUAaboqpsUFESNN16QAEnJRFEx6HFyGi06D1CMmkYhCCHAq3vCIrn9qRQAB0zOzVv7UiklEYogpTaz83PgopcuyLIrK6IJZA9B+3z7cb5TiqizOz867rttu3dAPbWxDCKMb7+7uhqFbrZcxxWkhc6x8/3RYLCAgCQRTCH60fdfGlFgpLMswuBhDCj7FkIMZiQulI0oKIUgMRrNWOn/leb/BSpVFYbRmyjESOl8MSiljTAwJBLTWzIIQRZAz/zxlfSzGGHN5DUmGYYghaGZmEoAQXNe1h8N+HId6NtNGhcHm1i6j/3PflduhI6IGU5JhHLq2s9ZWTa21MaYAVpgkX0XEXJalNobg1KLgqambru1Ty3Sc++d2YgqCU0opFbwfhmEYhrxjz9dMURTz+bxpmhhjfkzn3Elne3zAUzbyhL3VWiPA8f6Qshv5udrziL6cvHnjON7d3b19+/Y//If/8G/+zf+8Xq+HoR9Hl+XHec177DbhR9Li/JWc7I7Ppl2fzi9OjN9pvf88oQCeEl+mu0GOsgaVFet5QpSFrES5OJ6Kz6MnL3461MsvwKnvyn3ac4zwZM6SCbp5bJYEp33d9EUJHOMDj6CK7OHKYWk4bfwmyo5zTibBRzqtgvI95wjfmN5C+aGeyI5ECDHflgGEiIUoO4afxJyIOYjumDNwSmYRyX+Bf7pT/cTB+COTlwLwo2tdGIvS1HVtRxwSMecJGQcPEnWh5yGOrg/dTiMmJlJsJBqJBoS9DyHFCKOkdEpfRUBCpXU9a9ZXl6/ms1XXdbvdbhhGa20WNjo/Ou8ASGs2Rlf1Yr7W5y8W93d39zd3f/zuOztYN46SotEqxuS8BUkImF/l7MXL0ogYIx+vy5giILDi7KnIRUAGQ586/rIsz85WV1eX9/d3d/cPD4/3TTMDgLyHVEorpbJqHwAImTCH5xREnJJMBCQiYkaE7O74McznOE7O4zoimjezqq6ECRXbEOarpY8pJLm7f4hRZEob5GnegH/iFv2X13ZKitE7DxhFoqSIKEQCmFIIiKi0yiGs3gcEQmJATrnjZqWUipJ8GJvGKAUgAUD27eGff/uHy+tvdGHqefH2h//7/fv3Dw/D5cX84vxyuboIKey6h77vd7t759P9/Ubrpq6WRV1dmvOYtAhHiRI9M9hwuH+028Nmdf6iqHRVgy58jbGpifUBuFAGU4haR114Nv3Q3Xf9ZrgnXREWsG2HdgjG0GplnIvejVcvzudlRYG2Zbz93v/m97+7Oqemuf7l336FGkzpD4eboilWquYhidgPN3/8/rvbQi+vL19/8foNK1R6zvyZLl2IV0VJpI1z9of3b7///s57KcoSWdX1si5WDLPoaRwH50ZmXCzmALHr9yKRWBiwH3zb3YfoAHyIUuhqVjVK62Hw3snjw2G1LlbLl7uNH5wd46BNBnxFwyUYHsFan9fD2PfD0Kfg9t0+ji20eyeRDoe+rud1OU+R99sRCVRTGDZVUUPqhz6V1RyBY0oPD9sY3WKhzs6u1oslsifGsmZVzJG0VgEhal0SpZSo73ch+KZZVFXtvH/37h0AaF2WlVEaX79++eLqc6XhP/+f//n7dz8sFyuBHtC1vfMWjWIQHZMPg00pqCrM5vTZF8uzc60NAmsfUnQhxmAKZmW0ElJAWrwbXRhSVKszHb3W3PzN3/yP+/3uN//8m83m8ebmg4YiJUiCrMovv3x9cfGyrrXRzESa9cvrV/d377ebD/fb9zF2bf8hweNgN23rfBh22+3HjzdfvP7pxfr1rL44jk6TKQhABCJgEvECUSGzqRQr/qzUXDblSqGyve32h6Hvo4sECjwAKOBidIeSwJA+9Ju2td7D9vDrP7z7sF6//MUvfrW8aN7IFwEOqFUA2Hz3obOJBdHo1qfgg9YF64KRs21YAL2Xu7tdP0AI/PDQb7ejUrVSOooiViFi37uUsCqqulFNMw9+7If25uZjDE5McsGFlEKC/aHHuSorAHKokzahRhZSmIIpnNFodJWSlggxOkn9F1/Ov/rmZ0TbwT70w/3oWsERqGe9SRKC8GwhdQ3a2Lv7twLeh96HUbMRCO/f3xYFzudGKWZuytn5i8ufL6tvZuXr2QKF42APv/32/xqH+3HAi4s3VUn9IW2228IsF/Ny0kLBk686BzhnTxE+M3H9qZf7uZXiv5rag3+ZQHiU9eMnydNHYAZA7iCRAdOfi6TKg34AeXJgTSPrjMkCnB4BTijGCBjTcxLZFJejSbFSujCSimZenaV1SME56+w4jtY665zzzg/DmDMhirJSbHIJyMxt2/Z9X5al1vrIb4/Hfjgdk6yeBGB5GzaFxR0FjUe9TJIoTyntIRRl2TTN4XBYrlcXV9fZvvXw8HB3d3d7e9t23TiM3ntF5jSVz7V1xpkcLSusWFG2J52g5MTPuaBPZBcRYkLg/FcpCSJnqKAxBiCjL+Ofza3NZdY333zz2euv+r5/+/aP//RPv/6P//HvmWm1Wv77f//vt5vH3//+d//061+/fv365z//Rc4f+wuitTwpRhGq6+b6+uV83jhnYwoAyTlnvQ8hVmWFyOPgMsQ7D5GzlW7qbOkoF6QsT8Wc9E1TaZhfF4g+JhEmzrUCgCjmpq5fXF/XdemDR5SYPBGWZVkWldYlggoheR8nmlFVNU2d4T3W2mzg3Ow2Xbfvh4O1o3MupWSMRqS/ougQYmyaWgC1UqYojitEJAQm1IoADStTllWGYmRKlj4ylvISKQkQYVGYTBKYmEk5I54CAhRFIRBAJgVWiNF5Z3ShjlBWiAkgpeBTCGB0FiOF4GMMgGAKrY0mxpCCQMoT7pQioSidL2MwxqQoznkiSFG8D/n5KSpeLJYhSTeO2ZfDcExFf7KkgvMemYwx3rvTlIGPKe0hBB/CcVsFpDiHBGShZpIYo0cAbcx8PrfW5nYiz0pyQkM2nebHOYXBDOPITOv16ic/efPx5n5KgT/iVU+2NwCdf5EzCWKMv/71r9+9++Gbb775xS9+/vLldd/3eV7gnMtr58y4UloR50nNUzDKc9XAcczxdEGc1Mj/gnzB4/0c/8sJbPKXeJqfWLcAgI+HCH5q6YJPE+R/9GPq9I42bzzt2E/gmSxuzy8fER7b73ASn5+U0jHG/54mtb/Ea5HU9b21brmeNbNmHNI4jAQRyIfQDSORKpWGEMI4YLClSGQC0DkaKOgiRO4hBhGbhweQYEJhETJrrcuiqAm10VVdzUc7Wjv64Jx1w9i3XRdjTAIAiZUoUxSzoqnK1Xy+mi9ub27b3SGUvu+6cRhypgsTARArZqaUUsjum9x9EaUkSChP7Ew4TlYyfylmCcpyuby4uLy6up7NZuuz88fNRUqy2+27bnB265zr+/7oH8CjtoKzADJPSfKrnu81J/HlcfjxdPEfxZmIiNoYBkkoqJi0FkWzZlaYMpMAIos8U3dMqZB58vwv3+dBihNPTCk6zQ+OSZQp4cSew1NMCililcngee2XtaasYlWr+bwpi2XXPjp72O8HpRqB4u5+/+13Dw8PGwEhtTCF1sbUzTKhRBhTxJSSMaiUT2L70So2AhgTgShmpYweD7uuH6wf+jGUdaW0IFJdV01TCISUAjPb3h4O3cPmvu32o3+M8IDC4wD2kEYfEhijGh8QldGMwxD82Cng2eocBZN0zt0m31V6WVfN9qB//Ru8uLqum7k2BQGm4Mdx37c9IRSF0kYbDUTkrAcCU1Sjtb3dOrdL4JvZ/OxslaCw4T4GVNiAhHEcQ/BFYYrCpOj6ruu6bjY3WucqyiMBK/TBcVBlVZdFJUm13t4/7NtO6tpW5aowhXe7ru9CSITczOfWu7jfxQRGMyuzeewRQmlmWqsYQtsevvry66vzi1cvL/f7hxj7rvdd1xUztcZiVjVaI/EhSQJMRKiUampi1lVlWImgBUqIkSA561NMRaHKcpE3FUPfA6aURKGyY7fbP5ZlOWsoBPv2++8QKcV46B6tP7jQtn203rOJukgIqBU56wUQGZWi2VyvL/j8Yr5cF2UFiiWBFxFmk1LsO68N6AKUmiKhANFoDcpUpp41TXC+0KUiE5zd7x8Qsaiaed1cXMzOz+uq4hDc0O9RYN5USgFiePv9b53ftofbQ3fvfA8IgAProLVY21tnm5LyAgYwCApiHk0KSARIMQABKtR1iYxGIZGghOits70LPjITpLIbqN3ZfoAZEBUUQKGOSmGS1IddPMTdeIEKo+l3hweMg3A3pjAmpKRZaiIFChIppqrWFZKkxEQQQjgcYtvtNTddG/s+AXhaQFHo0VtsR8BUVmhdktYaTYiGqJZkIvSUxiARCbXOVmSDqGN0IQTgGBMnYcIeyQr4SVMmQuhIHQq11dUmykcPO7R75+8TjMiW6DCO/Wgj85LIWrd/eHgM0SOlEKMidE522wExDH2xWCwVsqiiKq6a5lJjc3f3PiFfXb7e7e/vH28/fHhwtiFYEq77bnTWw5yy3gVEsqFZABEiQESIp9DhZ9XAc76UwH8toFWemY8IfiyUeeIQyNOfSUpZ3U8ngbsA5PyrDBPDI0hRTsM6/HNNJT7dc+EpRVkmAwIesea5y33G/0IkJiHFxAZ1lFiWRYx1jBPaJIQ4juMwjH3fBxuHzr569arrupRSXdfjON7f3098yNXIM64AACAASURBVCPZ/ziPDydczUlhdVSv/Ej3CjkePmfcb3f7H354NwxDVVWPm+0v/tUvv/nmp+vVQgDKsvq3//bfPTw+7vf7vu8/vvvYt6MxJid956RHY8wJlDq9zf+LCrHTKx5iYMhxzc/FeH9qiJiq3h81fiGEuq4/++ylMfrsbEmE3333nXO2qetXL180Vdm1h7vb2xcvrl+8uK7rmojy0T/RRk/QBoFpr0OqqqrlYlnXRYg+BBeiH8dhtDb4VJYVANkxaq2t9d4HAFBaOx9iEvAhIxunLz7zg5MQ8ZTzlkRSnMxGgHxMvY/TIa5msxmihOhjDD5aACmKIoNHM7omEySf5UFT3vNkgQYp3G4fRturTKqBSdB+hAg8CfKeC+dAsCyKs7Ozum5yBESW3zJmvhAQARNFQUA2xsB0VwE1CQUlC+QEBJFz1lWICQm0mij8kJLWatLNJjkB2olAPS1+87o6iSSQRKf50ITYy/adFFMCkdPSNBvVtOKqqvJGLsYkApnMm6dLzBx8sKOz1ibE/O6YMHvH7dkzd48kEev8ZrPtui6EMC0DJ8E2P8V/A2ThDyKlzPML3gcvx6SQ5wv5PJfJDfDzxVrWBOYLUmtV15UxRoCyFzSvBI88kpB5tiklZgoh3N7e/vDuB+/cv/t3/8uXX3zRNM1Rwi3PA8EngMYzZSAiSsoGn6f26fTOOgqM/XG39ORWlE/Y8H9uwiZ/si6RTzEoR5IE5lP5KT4PThHpT3CUZ745efpHTyL7T+2Pz34rn3yzIM/Ne/liQkmSLxUA1FqXZZk3nSdFeghBKSUyXTBPRxL+eED5HPV/VLkifAJ7OX5h+JegnE/boP+qt0sloK6zfW/X5+uiMLogIUcEQDEkiU6kMwmcJEoRGWYJPEJCFKSklTPapZhCDC6FlCR6iQGCB0mEGZc6EfzZ6KqqmhB8iD4m75wdhna/349utM6F4JwDldhQuVrMX15d2S+/evf2h/ub+8N+f3dzs9vvrTXODXLcXyPiqXWWXBBkMqtQlHhc9eLzoPr8L7XWy+VquVwxq9V6vVgtX756udsdHh4eEZhQ7Xb7GGNRFEYXmO+VKRFRVsD44+g1pfRc3zkFPirWSuXx27Tfx5zUOFmrJfiMozG60NoQc6YAcPb2Ex21vVkonP5cbgf+yErx/31SAjEBIhij54sZIiAmhAgIhIKQUgonqUm+X2pdECsR2u8PzvmMpCISRbGZFS9evHz54vLh/vb+7t3h8JFp1vfw9o8PHz86H3B9RsqQcPTBEemiWCLPQRKjXcxFIImV/WEwWuU4i1IKoytTUz8AyN674f5up3Rf1kVVlcagJHI2+kIgmbHvttvh5ubRuj3IoTAjGz2O8XE7GsNFYbQpovNEhTazx8c7a3tN/NM3F5efz4t58Ydv3++277Zb9ar66m7Tb/Y3n736+tVnb168+pJAlaaYNeXm8bDdfiSSoqjm86apzG7fJhmEpOv3MUQivVqfX15cXF1dte1usyuCS0Y1iscYPTHOZnVTV7vdtmu7rh+UjikRYlIKmbLOe4pJJSoUk2LY74fb2xbh4W//5l9fXFxJan/37e9jHAtTLhbLbuj3h9boommaqp59fP8tAqzmBooyWCTQP//FN6vZ8uHh/u//4//+uLEppseNVb1HXS8XBKAAeRg6ANDKlGWBoJgVYkrgkDhJQJQkYb8/EOFiPl8tZ8QQgo2FB+EkklL0zvV9DyBaaabu48e3t7d3Hz++3x/2o221kcHuY4KyodWZil6B6N1mAIIcZn1+rS5fq+V6Pl8UZUUiLiRPZJjJuaHvWhOmd7AkRkFCFRJWRbVenkEiCWS4WtQrhJTCUDXNfF6s15UxgWgEHLreD9B7N0KapzQqJe/f/2G09zHu+2GfBOt6Nl/o84v59eUFo85lFYEABQQv4CaPhAAhimAIkRMTE0g+9mKO4yRAQkZRkDRBfTjAdtuzVlQWpRSmXphZIkUhxrYffDjcdz8gy27Y3B0+CI6ogkNJ2iRCJ3VlFlqVzgYUY6hIEJkUsxJx42it86UG71UIeugdozcmDaP1HoES69IHtz8MheGyzJISJQBBAiAqzQoLSAVRDalC4hSCk2BHN44DYRviGOMYogVBgYDUkd6M/m13eBvkB9v7vpO2vU8wKhNRu3HcbXfdfEaaa+fk5uZ9iKEoy9XqDKHwlsaBnbPjYBnJsKGiTHGBUDkff/vbb1fn/OLz9evXX/sob79/1x0+Lhd8eXYtCVJCEH461TMrCxAkgkSQBJCFk/EvDXOPJqvnd89TBKo8w1sDAdKpK0OBKU5aPj1gcwExYTeAmAiIMv0vgkhKERUzMUiuiGSqOJ5u3/QcaH/M20E6ri7lk53ks/gfyQ7044k+iXkmlNwEqANFPIXlxJi8j957iJACeO+7rtvv93m/9//y9mbPkV1Jmp+7n+0usQNIJDKZJJNVPc2enmlrLfMgyfRX6116l5narKdnqqqnSCZzzwQCQGx3O4u7Hs6NAJJV3VWjqREsjQaSQGQsd/Hl+35f0zRd1zGnvAJ6XFpkG9upoTopLbNscYy/AxCRXNkrpUKIm832zZu3u/0+8xSMc5eXz4qittYulm65Ouv7oR/6oe//8R/+8acfXjnnvPebzabruqKwZVnmCjUcwyROCsbRLiGs4MH7d0RuwjHRgU5upVNrd8wtoNOS8PTNCXWY1ztK0XxeIT7dbrcXF2e77bZwtirL4IfJZHJ2drZarWazaf7FY/r8KaXiZOA8kReMtdZYApTE0fs+ozOF0RgnjH7C1jqANsSASMZYrbPuNBKRIiQ5Uj0EcrqD1pqZEydOSR2hhyOD9OhlIsRsU9QJQ0SMfJyMQ/bnH7O4Q6b8j/kBY0qbNkYlibPZrO0OAGKMRhRmRhIiLZiOHBZ5NCqR7Povy2Iys4iKdO5eGEEUglaEMnbvgZkZtKI8RUIAOo7RQMZWzThCpLbrBJGU0oQgIImFR5llypjsfC0glSMSiNQxMJtBWJizLSLT+/OomggFskcgZlwv0ihyM8aUhZtOp845APQ+5BLuGEqFxpgQUzg0h8OerGU4YRrg2AiNy418tWHmru/X69vdbh+zylSpvC3QxpDSiTnzz2OMWmlEEsGYUkbR/mJodUxp4xD9kbMSM3n1mP6FWutcBvd9r7SytnTOZcZJnjqNAQPH5lBE2rZ99eqn/X53+eTy7//+7y/Oz/IxNgx9VoDjQ7+XL2gnFSI+zoE8otq/SCBQSseYHskjAZHk0fX5RNt/yGN/FGv3h06lR0EIdETDIgA9Er7lOzDDHySp/6u2Jjw+4OMHl5O659TmPXLu5cmBgAjyqJjNma4p8VEtKw8Y1WMzTEh/EGYDfyIj4PTDp/4PTh+j/NK/h7+07f3hN6NPUsG0a2Fz31i3PrR7H1ptY1kYVFlrMIREbTsomjgzqeczQlYmWhtRD0VBVU2IEJPqhwIYvZe+S9vN0DWeY2IeBCLAuE2KIWWPrFZGl8o5U1V1HmzEEHo/dENo+tS3XRIunX3x/NmzJ5fC0rdt27T7w/7N29fXN593h1173+TNtSJVlVWyiZNIFBEJKSRJjOlBAns6TJNwkrwW7/r+zbs3eY83mVTT6ezZ1dX3f/03bdut17fv3r1/9dOrTMrKK9q+73OMk1bGE2UDev6Bx+lApXPu6Bdn5mPMunCIpLNdLmUdEnwBOvsFSAX/cP5Bf7n4RSQwFhbL+VdfP//++++Nzf7bCHnhgyIgClHnKxqiACkyiWUY/Ns3729v75umY5CUQuTB2uLbr//N//a//u9VWfzz7/7x//y//o/Xr9chba+e42Ix15bqSbAFJvCd37/6+c3gcbU8L0qLipLIfFmKo0OMPgXmHhGnoItitVouiaazWRtT2mwbIlPV067f7ja3293NanmmJBWaQygJZ1rP73dbTWlSWWUIPQOAMWo+ny7mz64/H/qeicz5eSUSJPlP6zWnzwhg535mfBiGehGSP3z+tJNYaFosZi9kSYUtFvM5x2RNuZgXqKyxirR+evXs9u7ju3fvNpvr+WL23XffXV2c13UJ0JQVTKfFfDoFCGSpqL2xunBmUlXzeVVVtqy0Imb2IfqicCI8DINSSmujyAiTUroqLWJ9aO4+vl9fXW6eXCwvn3/99t3HFGU6nQLA0Hdtc6jqej6bLpdn15e3fuDCGRAqptPV4sl84VBiCF1KyRhbz+fGFrvDfn29t+7WFoCIKUYffI+DVoUiZBZrjXNqMrVd1ygga+3hMAzd0B6iAgsU2/beFaQUJfApaaWoqsoQfNu2INrHsNneC8BsPp3Mq2WcD733A5c11rXWNFNUv371cbdriOjld1999XJx/kzHNCjFxkFZTgW47/vtdpfYFuWqrg3pCMlbbSRhShT6cHXx7N/92/9QV3Pxbyt7V53NObUI/dnZXFvVtvc//bQx5o2x066Dr1/8+tmzi2Z323U7H3ZVbVxZeR96vy2cW8xXZWmNVs7as9UTq2cSI1DSJiidBCICg2D0gmCNMsAKhITJKCIgEIyctFVn5wutft01t/v9zd3tuguqTeVqPqmXy/nlbAZDVWvj8Pc//HPotx20P7z/DWkASh5bBi8p1au55XoYvBetwRo9Hbqu24XUNa4wylijjHWiaFDKcwRr7XxedO3N58+3t3e7s9XEuRoA27ZHHBA9iIQgCJyTcgXAGENQkJQAhXDFXJ0tnpFKXX/Y9/ftXghD3/UpDYh9jEOMrQ/rkN6t7//z3e4/V7MOvO1b1/f7EBogX07UYd/er5vkN7F2SknfD9bZ+Xz57Oqb0Ku7daNgIUn7TqKfLs+enS9fplRtNk3bfH7/4c39HjzPZ4vi5cvvl8sXr378hFAC2MXivCwnOQJeToKR8U431h+ADMhIf2KPRzhu4vAEWfmlpf8BfHCKXlJwFJDiEXdNBCAg46qZADAnMUDK9AQSTMA5BipXTIJAJ6nJI5uJCHxRZzzcrTkPiVGN43NCPIJSHsSDIAIoKUTmBAqOq4jci+VmhoyxxhiOAAmIaD6fX1xcZJ1ejBlXeGjbJreCh8Oh67ph6A+H/d3dnbU2U/LUGCyufrFkY2FIuX0d4yGMMXl2qZR2tjTG+hBDjDnqDQi1tSyASuXN3u3tbe7xmGOW28QYh2FAlFAGwlH1ZIzJrHYAOS09TsEM4yQXMYEcF5XjO2mt+aMUwdMWAgBSijF4P/R96xSpaV1Nqqpv2wz5yEa4nHIxpuQJE5JR+lQ5KpXBehC8T5y0VoMf9u2BU6jq0hiTUswpa9rozEezzrqytK4z1uTPPQM2shMSCGPWfR2NTymlFI8FxlgB4JF2mgBFE2VerSbQRASaEI0hAT4duZgXWSY7GEeAxTi9SCk72UIIJ3XS2LpIUv9q0vq4p4o5wL2kI2IVQDg7kzgwMwgwAiDGlICB8kpbEI7EoPzKRj4hgLPWOIuIKaZcNtIRNWmsRYIwmtkUKeSj2MpoowiFeQCQFB+4HSfAvVZ5Q2OMPjZsRETWuSdPnuQHCSEQgVLQdUMIMSVJSRhiiPHufqOdc2VZlkXXdQKQZZMIKiWIMSUWpTXRY3jk6KajL9FESilOKYRASHxcGCqlZrOZMTqEcDjsmZO15XQ6LUpnjGYeg/vatslJovlamCm7t7e3t7e3P/zww3S+urx89uLFi7Ozs0zZtdZWVbVYLqyxWat5c7P++edXv/vdb7/5+sXf/d3fnZ2d5bPsaHuD007yl4nqR9gVPOowTqfksa8YzaunxMt/SYH5XxkW/eiR5OEx5c8H9/9iV/ZnZJb9y8f+Q3NFivJnEY+ozodovvHiSWVZlmVprR2pqsdiPvuh/sL8zT+p5wQsUtRNE9frzRAOPvQAQWntSqutEVAxsB8SshfwIoMgEyXtorGhqKCcSOYvKUcabWLte0PEiqRvGCmORovsPwABQRDOogTSWpHlceGcyhCqEOoQ+raLPgjDUAwpRE4ss2kMMQS/XM3Xd+v77d3d3W1VV9Pp1HvftI2zbswSZXk0ys23UB7hLl+oGccTjJn3+/2HD9uy3NTV/Ww2r+tpVVXffvttWVQxhtmsWiwWWWt73OanHGQTgrfWnfAwhGi1sfN5WZSz2Wy/2w19/7B8P14jiQiV4szrfmSplAfezB85Lh9v9v4iCRSIaJydzqYXT86t00QgEjlFgJRn3Spfi09qVjIpSdcNt7eb3f5AfU9ESEZJWRbzxfzp1eWvv/76Uiv129/9th/e39/72aIsp5Pp3MwWSZkQuB98EIL9Ll5/XGutUTHp8PJXOJs5W5EwxJg4+SSBhRRNCpcEdD+009pYW0/qxZaKoRdNweppivr+vh169gGNrSaTqSZ2ZbAWGdp+CIjCIcRhkCiQlIgpyroojbbw5u1P2/1tCH1dGVMrW6rlaqLxfOpMGPRhe7i9vp1Na1eosjDzeWWNqycaSBujtMbZfNJ5d7uJgt7H/e7weVKbQ7c+tI1C1Rzup5OCaJpISKfCGRFu2ybFWFfls6vLEIam3adDjDECoNYmr4pjTNYUAColmc7Ksx7bA6/Xtz+9gsEvUkpIGMKgLCoFzinCZK1aLedfPb/c3O+D91qh0iFx8/79j35IN59vt/s7UrqsJ/Plyt7eNu/eHg5djdo4a51j4RgY1DjPK4pCKd0Pw35/QAFEmwIMg/T9QSJVE11W2hUOQaWYYhJAsVaLJFJESs3nc2ZMWXetyBUWCUizsWoyqcvizJm5iKzX994Pq4vJdFG7ArgPgMwivR+YeRiCiCKltFLClHzgBCJUFdPJfLms8MnZN9Pq8vLiaX+Ad/U1oXivYoyKCIFD8Lv9ITGRKrSedN2i69eb3V2z34bYTCaKOfX9ULrJ+dnl06cvFS00TbrW07nWmqIMLP3gW/EdqSgskkiS1XkQrggABXGEMqEIsCIw2iz1vJyALaTtX7BBcz8jisVstby4LGoI8XC3+XS92bRDZ5wSxV4Cp2AKxaJ9SoyS25e2873fHUxiVswaRYdBUmQyoDQSWmuU51iWRmvcbpqm2R4OB+egnmgRHfxAyisVvA/MUTghCBkhckSFJBuCVmBS0iGo6J2ADJ0AkyZGqJrDoWnve3/b7JtDc7M7vNu3P9xufn/o3qFGCNXQuRQ6ReCKajapmiZdc3P9edtN7XSqACXEcNjvm6Zfzr9azF4W5Xpzfx9Cv1w+e/Lk24uzl6U579tmd7gewqHfdGCaon6xmJ/Pp88NPfGDLuzKFRPEMSz7GNs0Tp6yYwhBQJCBgSM8FkSeSN944mokSCO+8wjSPOK2j1dUYiB5sFyfpsp8LCeykJMl5ZvVmAYtOd56xBJoIlQa1YgZIaWIVC7dBR8EPQJ4jFGF0e4ueOSzZ8JAvkExouDDveAkUhU8BocjCtCDTmlEZ3PevGSKBObw7mzFKYoiv7IYo/eLYehTSn3f56Vf2zZNczg/P8/Kz6ZpACAHcMWUUgyP5qcwDrxHkkEuqbU2VmutjSXSnEb4GUtUWgNSYmjbbrfbTSaTsixXq1WMsW2bEHzXdcMwhBBIQbj2fhjW63VRFKvV6osoqodIujGqi8axqTzk3MaY5+4n5duXwjI8PiAiglKYZ2/W6MmkXi6Xh8M+PwwRGqNHMP3480iEIsTH5cUDikNpREBSTdN+/Phps7l1zjpnQvB933vvBQBAiWD2NHZdj0Bd19/fb04taIwxS2uyos9am8mzIQQiym9B3i4+zq9WRKAUHS1WqBQRAiGP1Uo+ijGvgo9YI04cEei0SGCWFNNx9Zfxp3l9NBb5eDy68NEoBR8p5HLDJikyJ4UAI892xFwASt5J4SnjSjif0TQuTOG0DN/ud8PtEEIAIGBJIWqlFClOKS91YkqEKkMBjwpMVESIwon7ruWUnMvlNYWUrm/Wu/3ehxhhAB+8j6vZzJRFfjestefnZ3d3dylFay0iDYO/u7s7HA5d293f30/nc21M4YoEwinpsjTGhBiHYfA+2Lx9TWO4IgiQUtPp9HCYdX2XckUqcCT4i9ZGaxOYB+85MYgQUZZsHjWl4yVFa5VnDZn/cXQABq2NUgREKY28GYHxyAcRpehI9UQRzkvOvOAdhmGz2fz+9//lhx9+CDFcXDy5urpSSmXfUIynhp+0HhM+idQXMRJH6aSiBwHnIwsfImIIMZ9l8geazqOKQR4CDx52xvjLoPJffhGMHduo0H2cd/dlbZw38ITwSE765yfEj8/5+IoePbHHbMjHSN6jku+BvZRpN0QkkkRStkyfuug8gDDGRI4ZRkX4hYzz8VPFR9U//DfX/1rEiFjvYbtrQmpYPCInVkrr+WLiChMD7za97zClPoQoGBmTKlhjAhQWxSJJFJBVtrJUFYXh5IABJWo9jgUymOiofjmKZSDnaYAQaBKtuCjSlEIKKXjv+9Ac2q5pfT+gQSwc0mRxNn/hn+fITgGpqqrt2vv7+9VylYe+nPKcTE4pGZwgX2dz3AIiMYv33lp7fnG2XC4/fvz46tWrm5v1++Gj9+Hi4vLp06dXV89evHjhnK1r55wbhl5rfWiarutCCDkxNXhvjUXMSZcJQIzWdV3PZrPpdHq3vm2b5mRIQEUwUn6IlAZCDg9YTpEkAoQqh+896u6ylP4LTe8f5XP+17WCCIwAhMrosq6szcywmGIASQ/aJnlkGRmDiUHpDF9FbRRAgWDrclEWi8LNV6uLp0+fXz755v2nXdPe39yEC60XZ3Y6V0O87fqma2NVV59C+5/+6ZoQraVqqp0D+nqyPKsQxSRJgYViiByDRijDsL+/204mi0k1nU3OACyAcbYsK8uM9/eb4CGJN1avzucISkmnNTvLVdEMfRy6bp+2vlMpOjIEbIyZlJPCVfe8a/Z9p0uqC1vacjKfXcy+cl9dvnm18UO6W39ezN1sWSsts5kz1lrHLBEQkkTUsShxMtMRbIjNp+sfIx/8EG/X95qcNaYsFGHRcxuAK1cemsPN+hqEnbOTetJ21A+9CLbtYIwpy3Loox+iSGdmNQAm4bosn15arez7D5/++b/crteurittKEmwtq5qV1fO+wEhFoV58mTFnG6u71BRTM12N9zdfe46v9/3rW+nk6Up3Pn5JZO62dzG6EOAorLOFZyYk88DdWNsUZQppdvb/WG/lygIVtgIx8Oh8d3tk8vZYnlWFgUzd3GIKTIHRHHOWufKupovqhBk6EMWqWljGJiBCalw5aSuKzdLKWlH2+3GlSgQes8hDEApAce29yHGyM5VBJoTxICcJIaUksyqxeX5d6Wb18VCSb2cPd3Mu6qcA0eUAeGQYmSGmAbv2673LLhYPGm6m+ubn7b3+/awj3FwdjkMQ9+Gq6fPvnnx62fPf51iubnj3a4b+mRNIh17v2+am6ZdGy2cQNhUxUVdlJoUqVGz5KNHEmMEiTOKwxmtbK2t6MJOzs9mt9cfP711k8V8dTWZm7fvfv/T64+fbu61hYvFwpW6H5puSEVdswTupetbH2OIfNi3PhyAtrPpqlaroqz7oYsxoiQeCV0gIsYoa91yOev7GEPyvkupIHQiA4gHiSm1McWUmEAMWYIKpEhRR4+gSLQS0W0jidH7wpm5npGI7rrmcFg3XbXZrz9++vHj9T/7+J7hhvQQvZLQR58ghaKoZtPZbDrd74NVd5/vWk5NUUyIuPf9sO4Qy+X8629e/pt6crW+WR+a/Wq5PDt/dnb2VMFi8LshbsjEQ3e4veuedc/OzyaL+eVs8rJvwXuldXFsh8Y7NeVyEx9bLDIIP305eh2ZzKebPQunFE/SoqNQgvCEsRYQ4XRyYIzJTSmdkHYiIhJiiDGMacV57ZJCjDGP3o1WeZqeex5ljDbWaKeUVqSz3uuoG81YNeRjotDp9WRYZ0YHsiQAlixhHduqk2s6Fz9KBHOIWQaKHg3XwJIj33MjALl8HEsSZkR0zlVVmYOMcwPQdV2fIS9ddzgc+r4/RaJrrb1PmfhCimgMvcCcT517H6WMzhFaShPqnF2EQCISQtJCRBgDN0273+8BYLlcfvPNN8aY/X632237vt/tdl3fAfBuu71dr9fr9Wq1yoLDEyfwMZyTCB4jsk99bB60P/Dov5R60uNmPMNhtEYUrVVVVRcXZzc3n1OKKUVCyDJZRfho24GjxZHllL+b36IMm9nt92/fvHv9+ieWqDVl4wmL9H1PyioyRHRzc4egUpL7+827d++01ta67KMjrVBRXmcrInNMEUSAHDIYYzyBi/hRPYCPlpdECgholL6KCI8rZck5BPkVREX6UYhUjn4eCZ+5QqNjJEOucPGPqaYzljZ/ZYW/cIJHrSkRakWIEpk5MRKgnJTKQijCLKe1PcgQ/Lv3769vrmNKZVEaZTgmAgABZg7RM7M2GjM1HSTv743SxzY29V3LnMqyJFKAJAI369t900Zm8D4m3h/aSeEmVZFfZuGKJ0+e7Pd7731ZlgDUNP319U3bd4fDYb1eV3U9XyyI1KFr43jsEY0rnZQoo9+zsReZhYxaLJZ939NOgWDWe2ancT5USKmYuDk0JoMBtT457mLIi+WRQJPdmHLsCY9r3pEdnM++EEOOi1ytVkrrYejzDMU5m+vSxHEYBta6gebjx4+/+93v3r57t1wuz87OJpNJbhpBOAQvwohaRJTSxlitvmhRjrEcRASKHtZtuefKJ5aIhBCy9u0o/T4JCx91dg+OtS8WG2NrRY+gmkSPDjESFnycL/7I1Jz9nY8OTDqJMI9Kx1NKJMIXS8o/aAbxpOqUI3tydGyNy1hQJ2n36c1B5NMMCACyLZk5iiSb8yFzlK3WRMSc3ZFwJFIREWUDsoy90lH3gX/JED4dAyiyRheIDKATR2beN14ZM52Bc9ViZpdz2W/7w6E77Ju+3/XRR5DIEiI1rco5VULWmmBUNDRVSGVZpCDWWEJk5hg5CylPC+GrMwAAIABJREFUfUve8D0yzoMiIIpCrJU22hQ2TScTDtEPPvjY913THFIYIUWucLnLbtt2v98vF0ujDRBEiSM/R9IYb4EnzfEDQ4UBYkwxpIuLJ5eXl99///16vX7//sPrn998+vTp9evXSunClRcX59999+Lbb7+ZTKZXVybG1A/D4ZDjXA7OmBh8SimF6Pth6IcQQlEU8/l8Pp/XdbXb2RCGcUagSFKSLL5OKTL4EHL6X/7kmQCI8Y/vkf97xK1DTDGkEDiwB0UAxHzs974ImQIEYmIBoSQxpvwnkQGOkgI7U08ms6qumVVi7Yraufmbd5/+4R9f/0//YVJMzq6+vZBgvIemjXGgoVPNHpYre3U1/+a7M1PsQwxD7EijK6rJfGqp0tq1LYaobm72P/z44zfffD2pF1VZOVuvlqvATz9dv1mv19tdA6iVjsq1rowcod/Cdru7v9/db8KTs7quZ1ZVEgZCKpwbhuHwaR8/ByCZLc9tXWkSrZXWrmn6Jwv4+sXTys22992hbXb7t0LldFqtzlZA8dDdbDaHkFgRAUXBvp6JKLXZDtvthlQMnne7PQcuq2oxnwbfD2E3wOHiYiUQ5VPcbDaZxta27RCGFD0gCiuEuNs1ISRSOgygdMWie9MWbnL1/KkPfru7udvcJQnffP38V7/+ZrlavHnz8/t3PwFI1+7X1x+bplMU5/MSAYVDYg8AxsFMuyeXF0ZVWpuYWGmczYu29d4Pu93gfe99TBH0cb/XHNqmabfbHadUFfWkmoW+Fem1VsvltKrK4EPTiDakDbRd630fUyzLuqzqxWLp7KxrBk77oigNGwDhRvzQxxiSiyEOPbW21NXEtAPumjssqrmzTbcDiNoiosSUYoTCaT+krh2enJ8BRR88RxUGSEHNlmeL+cW0mnetP+wa3wWEZLQt7HLwXedbH3tCAAlt2yJyUShCv70/gEDhisO+1UpfrF78j3/3v1w++Ubr+WYXCA6SwjBAXYF1NOya169//OnVP6EEEF0U8+//6n+2F0s2EgMnTjH5wI1xgkYRJuHkE1ttwCpLs2U9K1Zn9fmThFRPDOj6ftv8/seP//k3r6fTVT21xljnLIAWoMJVAFEE7++2bd/6kHbbPokURWE0axUhDMZGrZW2OnHYH3ab/T6EVJWz+Xz59ddPz89nm+3ddntTT2A20wA6piGGHiCUjpR2Qz+ECKGFQmtIFoC0tvP5/PzsIkWKEQtrF8uzoiiRcLPdh7jzYaPNcHv3+je/+b/Lun/2fHZ5/qxr98BiDCBoAvJD/PD++v5+j6Bn0/LibLZc1K/e3vgYSJnXb38AqWOov3r+1+cXmrRu+7bpdovU9FF82oEeUEdjlTEOwIg4hKouF4XRIRBIhkZEoBGsAGAAVBZRggALAEStUOlRYQFfBjFlbtgojdNaQDgxpyy7ScwcU2Q+WtJikOCTjOHLMWY3bV54xDyzi5wSJwGBI9VgzLR56MaQOQFn0rrNDHdrC+uctYVzpbFOa6PGYo5UvqPTA2OAM4RGRClUSo/JEAKcTpjn3A1CtsUDSm49xwAJJCQCVAoUIIrOpgHJZL+85Tu9RUSZDzm2tEqpqqqqqsxtVc5kPy0GY/ChKlPK2fUhv4spSUicoRTLs3MfP7dtlxKHEFNia4kFcno4G7DWGm0LVxRFcVJjFkVhjJ7NprlMTJyUwpvrm3dv32Tr1IlacUIC5qeUpTF5J8Y5egly5XSEFnZdXt2kJPk/nubuj31BIYRh6JTCGLUx+unTy59f/bTdbodhyLe/7IDLdfNpFPCQecUZ3MC5+I4xbDab6+vPb968bbsDEkxnk8snT+pJfTgcrLKFc1U1aRs/DGEYhrfv3338/HkYfFGUk8mkruuqLp1zIvLp06eubYriSmvtrM1VA6c02u5RKaQMzogxBh9iCJKfWE4o1wkyygbznEQBMBEQoCKVP1NOI1Uik1OURmONc3bs9OBPcOJOFbciNIq0gjxUIaXzcS2JM6BCJIEhRUQClAO3k5zW7ykLoBVpZWLvP378+J/+6T9dr9cvvv66LCptDBNpJBDwwwCA2tjl+ZkixSwh+HyEWmtS8ClGYfZVxcw5g4SURlJNH4RU72NIMoSgXeXKMgN76rpena1ms5k+wkK9D23b3N/fR2YfQt/1AFBVdT2Z6t1u3zR91+Xs7+lkMplMNGEOQpDjVMho7VzhXOHcQEoZYxDy1ouUUsMw5D3bmzdvLs7Oz87OqqoGgMNh//79+2dXV2er1bNnz16/fp2HIOfn51nqrLXWWtd1nY9bUpD/+3a71VpdPbvSxvz887vtdvvq1avvvvtuMplorQUgcwEUqa7r3r17d3Nz45z7m7/53jmXd/jB+xxNkcXewzDk1AellCKd5wJ/TO4oo5kNSOscYDYa2Dg9Eszjf5sO7Y8qMOlPbLrynOXPMEDJnzzOf8n1/APUyiMzJz2G9+QJTkqglD7xovLZ9zgbUB1HRbnfU0rlccsYx/IXz1uHjEBDEkFAQyiAJkXsO3XYs1GDWZrlcl44W9bkyrDdig+elBAZERUGC2IANCiMPaN4BS1HG4MBNggGUeNo0ZSTNOc4pQaRMU8QgHKEiRAICxJoo7XSkiQYnxKXZVEUbgh+CIMPQ9f3McXsTJjNZvkqf1T8Z5genNbTpwnW45DZvh/atk0f3hujJ5OJUur58+cX50+6rt/vD5vN9u72vuu6z58+1VV1e3t7fX29XK6ms1m+Ohhj5vN50zSbzeb29tZoLczDMFBOATqqdTMyChggsRwRMjjSbfUxbW+caDBKBmSK/Gvnyn+7sHNMVQfOf7LZmXKRBIwg+JC1CgCEo4dGxvQRQlCICkk0Jq0Uac3GBW3FOGULR1QwG2Y8O39WTya7nW8aH4Ixuv543YSAf/3X355fVE+f1c+el32QRF3nuT+0VZH0albogmiGPEd2kOoUFaIBxqFPzFRW9dlsfmhut7s1UKeNNS7pMgS5G/zQddi2vm3i0IJazafF8/nkhUMfGJiA+9shtAMftLHaqdmkAhZDutR2iO129/l++yYJBN7vD7dRXO/LbqgDr7R1PsoQcofkSbMrsSgQ/SHw5tDepNhNJ6uvXjwBpq5t7+4+HfbbAK2qYvBDDCGl5H1IKWlttLaKtLhqvDgJamVzHdf3HgmQLMI+BCYygKw1hggh9k273+83qGI/NNYpBIyxv7754P24icgzDlJorE2GYqSz1cLZOYiLAZXG6dxERu85BpF8s1acsX5KxRhgv/P3t32K4mtLwrPZ+ersDCBYAwBDCIONyljUlmxSMUHyoRv6YhhiZKeRlDGmtLYKsQdURCpxOnRNSNo7co59Hze7+/vtpg9aF9NqNnWFYuHEUSsVYtzvur4DFAWgQpQcBx36sN3sPuj3ydN+19XFZOj8ZnNLKEohoQKmvgvdMET2pEVrqiprDPT9dr1OKNrZUis47BujC43ToTPNHpnDzbrZbkKKWqHTqiBkYBy6fnN/H3wjjJNq6J8fRJK2xAklMSe/2X2K0NoClstpYR1pyySciIWUdqYopuC+ehGKgorK3n3YI05ffPX98+fnibumvdNEtnbTyRQV98M+eYiDKNG1K3BmQkyI0B92TL0Vq63SZJA0QBTpOHUiINIzd845QEgMSpnZjFzhh6EBaEl5ReCssdqSAA80JEW2JHQJcBhC4qQNaq2cGASTpHWVm8+nZH1Muw8ffuIU+74trJ1UyplSkvGd4tQBd37gEKMPHBMLq7KYxNhrIyy9dTHKMPhuu4fF/nbwTVW5Q7N//+HN5+u31zcfDs3ufPUi8gHQM3gkMMZpVWo1MTQjqFAZQhIBxJTtACICklASiMqLIxFJkoSDxAQDgwCPQbV83MkJC49VMjML5/0AjzrMo4Vg/GJMATimnMGcf4E5Hf8xpt2iAMpxvTiqU0aR0TGFVZiBIUWM2A9ISFrlBAXttCuMcVobUpoUKRozprTRxmilxzkvEirChKMBIF+HM7eLjuqnU8Ls2LkBjX5BUAgKmI72bxRhxpOfgn4R+5uv7qd+T+sc9zzGc8UY829lpVmOeHbJhRhTPOUVUlVPLi+v/vZv//bp06vd7tC0LRGt12trHZJCymXjEWKJ6rRRPHIFzfjIzgEAKRCW4If1+iavJX8R/PVYzPIwuMcx82oyqc/Ozi4uLpi5bdou9MEHPwzG6IxsycI2Zh71mYhZt5lXFrPZNOcBCHO+OeMveT1ZIqvwy6VE3jNkIVxRlLP5HBUwR2PMfLE4OzvT2lpT1NVkMpntdm1Me2XMdDory2q323dd9/HjR+/9bD6dzWZFUVx//jz0/Wq1EBZFlJsJltOigkcB8FFadgo2yHukBJEzzOaRO/SxkjlXEI+okmPW7lE29kgs9yjL+bQPPy1pxr8uZpMhPuLWPmytRUQSC418QQIEFCTKUwkAJgC0GknFmLbbXWKezeffvny5nM+dtTEmqwgBwxD2bcPM0/lcREKIedNtrZtOp1rlYDVoD03w0RpDSpHSSpvtvmn7QXXD4BPpqLVzTmea62QyXSwWzhmd0xFSijHmEG0gAoEcv5zXNVVV+5QOTRNCzFa+up4oBG3sw+JXhEhZrUkpONpQeYQMKUTy3nddd3OzvrlZT+tJ/sUjMDYggLV2MpkYo2P0Jz/YqOlVKgcz5BnVkd7JWao9m84QcRiGvu9PWMjT6ey9v7m5+e1vfyvCl0+eLBaLfEaklDhF5ggg+ZT33ue/4nGp+WgdN+oZT0/7FNySIcBHi9MRN3mEjjw6jfDhvBlXx/hFcXtyTssYZ30k1Ah8sTL6ohV8hMH8pRL08f/F8bo67u6Of+npX//Q2C2P1KAyJnuL5I0fHx8hNxknPeep62P+gg884lYeXsqXz/Mkw3hs4PqFhfILwunx+oS/ZNL84Tf52WulgTEHFwqC0UoJETOEgXablHyDQIvFvKqtcWVReWVM0yKzWOcUVCEUkCoBTGEInkNIEnsQAUYSI0kjaBqvqwmPu3yGePRK0HHPSoh6BDYx5zNNKQIEYGMtlGUxnU589CGGIQw367UPviiKy8vLyWSiUec5kTEmhiTMCHHMtRzRzONxesxKJ+/9drt5/+Edczo7Ozs7O7u8vPr1r79Zrc5S4vX69je/+d3N508pdvv9frPd/NM//dN333337bffPv/qRVmWVVV99dVX+/3+8+fP1trpdJpBSSez9SibiGl0FY7jrqMfTpEB1Npkkufx+DjWFkc2HCLhqKTHv6yFT8bGbnzH81nIwICSNd/4CzouChKSGjMnUaHShKhBCDEBdqRb44IryFoLaIqievp09fLlr+tJfPv2dyF0k6qeTa8+vP+PEN2///cvL6/mi5Uqq67zza7DTRNvb28bx84MlXKmXJXumcKmLm+X86tJvUK0+13nBxHG5ax21hYluQqMTbZMpox3u7vOD72vBs/MZNEW6sms/O7J8tfzGlrf7Lt1pF2MiWUI0ClrnZugKIvakW7vdjd3ryF1ThX77eHm7sYcbHWopt1k20zLelqUE2WcUN+0G8UCVikxQ7zt/W3b3Q5Dv1gsX758gaDe/vzzq58+be5vwPBMV7v9ru+HGCMCGa2LsjTaEoKIhBRDCN77whE4AKIYICUGDh23/RCyZKsorZUqpWG7u3/9JpRrl9JQVgaEUgzb7S2PJn9ILNrosnJVXcVAwdN8WVXlQpK7u2uUharGpoPEwAkJLWpFlELwIQQRjIH6LrUHHgYJfTAUvv3m8vLp3Fje729325um9URaEWnNRWlj8sPQxxi898PgNQYBbW1JaDj1IbAAxpTarvMDeQ92iM2hv73fbLZboMJHYjHTSc1Cfc8Z7bXZ7jh0ZTGdz+aHprNWK6VBYL/fD53f3O3qam51cb++rwp3dj5XWjjK0MVm3/e+FwxFbZy1rtCkKKVuv+8X8/M88N3cNwoZefbu3aZraqL0+dOu76Fw0xjQewghhQFQtFY2SJtS9EPbNjvvG6BolIWU+tjd7z7c7T8B9d/w16vleeUWApqTTomUaEA0Vj979p0xCDDE8P7i/NsXz785O598+vT61asBUrKucBbafhc66feePVhbTCeT+YSbtjvsm/39xqg0Ke2snALZmDCyCPRaRSQiCom7waMPHUMzn6vJBFB1Me6YPRFo0s4YZx2BjiJhMEpXCgoE2bdd07Xd0JRFUTijCO42N3WIxqnFSt2um/X1mgMg0LOrr4tqsCp1+9A3kJIX2YeARKw0EBlNpiq1iEJMQ9hN5yohH/omJgD02gBp2exuf/jxt2/f/f7jp8Whvf/bv+nLwgoGQEYibZzWlaKaoA5BiZDKVT8k5gEg5MwuYRRWwAgMiWNiz8nHPkWfI2uZOWWFVYwPlVDu8TJ+43S/P7UN+fqcUiJJBDz66+QxFEBOd1ciIEXHuIWxdUTJIsycSMcKKbMlEkdOkNLA45ZRISlUWpHOdiVtjHXWFUVRuKJwrrCmsM45a4zWOoLwSBenI3EGJQNrjrO4xCJZ6UcaiUAIhASIH0IAUSAJxpMF7nH87ill4VS3ZcGS936kAmYkNXNKKYsbjTFjBjdjymLWxIv5QilT1nXX9Yem/fzpswBsdzsR1NpYV1RVpUYOoRw7Lj7tFREfF2rALNbayWSaoyNGCuWXuLncreUqMxvqMpU0G/KfPXs2DL5t25vrdQgphtysqqNGLntvWYROOH5nTc4WmtRVUTitCYCJdO4BHtw1eeN3dOyc9HVKKQZAJGNMVders/OQYtNsu74F4OVy+fTyaeEqpbSzxWQye/fh877pXFE+f/7V06dX2+32zZs3P//8888//zybzy4vnzx58uRwOPRt27VdPnS/QO1lXPiDjwOyg09ppVkDcOKYEmRlZj5yQR4HQ47tNh6jwPIkJI8L/4UkyowuTH+U9J2XQjqmvLo71deYsxbyjyTm0beKIiAxacxbo6z6AwQU5hBC1/XT2Xwym3778tuqKAgghOQ0EVIMbPe7tm1T4sEPw+CDjwKQmKezWV2XzhlgRoCuHbJ4Lvd7xlilDalECrSg1laTKEm5s5pM6qzvzeviU6eEILmZFIGMzLHOusHFlIQlA1mNMYSY7akgGRiLY4C7ZIglMgvkto0oT0+22+3t7W1eQQNA1k5nsEpeCuXzQmllrc3yv8efXCa1jNQoorwQHoZhv99lC+JkMsl+v3wKZ5jSzf39hw8fXr/++fu//jdXV1d6hJRmcTLHGEXYe58ZhBn4+bDIOu3qiPKhdzx5RxZObvZubm4A8NnVsz9Ex3+5wBD5Y3k5JwfTcaj3MHTIxycRn/STX0Is4ai0PHV0eGSHPurSsi4DHxuhH1FD6WSRli+DIwRG7/ipRWUWpnEN/pDocELUnBIBTt+fLr/wZZj243nS2Bjgg55zHMf8eTiOP9Palx2iIXHUiggNAomoyCARhhZQ0vp62w/71XlZVYjUaxONlRhBoYFUhK7gWMXIfexSAo7ACSUJStJKYiBhlTNpRTLklAUYIAIAKSSi7ORNnI7m9WzjHRNyHr9cJDTGkCbjTFmVIcacmqCVNspoBZw4hqi1UUgkkrGwiSPlbMvTaBMkxDiZTl++fHl+sdput9vt9s3rN7///Y/C8u23L1+8+Pr586/+h7//e5HEsQ8hfL7+LCJVVYUQ3r5503at954Zvv7666urq8ViYYy5uLioqso5Z4w56kAYWE4LcMqGh5iEgogaX2Q+XumPrm4fZZucJhp/OT1nPqKVJmYBTJDD4YFPI0GlSLL+P19fAFjwhNo9Hb6R+wQN0B6wRQraKEDtXK3d+W7X3mzXv/v9q2+/nRZXVQrV9l6Hod/ubv/q+/PlSoV0WxkBM01S3cBm6NJ+J2d1Ma2uvr76d9vdmiGS7s+fVAD6sB12u3532O/bm03zKUY/n1eCXtmkXZwvDQpwY9qm11SWs/n58q+mxXfcn0OIGnVVxWjXEDWkcN8eGNBgV9gZsGnbXdvvIiuM+7ooD/vufnuz3cXFcvbSXikXVIioQ+VmgF2IWzDQdGHX9s3hsDvcD745Xy20gvu79fXHm9vbG5BoLIniGMPd3V0IMcZotEFUCrRWBnN+FBkmIOQQBkCwtpzPJyw4+KiUVcplhb+ID/Gw2a6BIKSQDr1AAkghDISmriphIKIk8PPP68msuLxausJx0ima+WIaA2zud8YUxlBMrUAAEADlfQRgpUBrHWNqmqZvpWuFsCQQYRuDLtykqmptAkBlzGoWKhZmbruuRQStVV1X09lyOr2oq3kYgFCVZbHZ3B2abdd1Q+pSgrKsjKkITUpRIFaVNnY+X9SLZekKzRBIQVWXCEqRjlH6duCoUfTd3f10WqxW09msEubo476539zfsQcUgMVi0quYvKQYhn57v2u6LWh+efYCdWzaDQcmIm3M4FujHWiz3e4UitHhsAvziZnPlnWpumZ//fk+hN9NJpOiIOZtDOrpxfNhqA/NrmvDq9c/CBSAdrW6SOL37c2u/fzh84+b3efr2zdnq6dny6+uLn+9mDwrilmKpBQqLVE7kJSYrp6+BBiU8rvdzW7X77ZtUcD9etu098ZCTP3QhzgkZIk2KqOH1t+vd4nT7Im9+qo+Wy37EDabbdd2g48CwkxJVAjdzXqDmIwFoJQAQwSgmCWHMUWw6GxlNUVM4RgWpUgRmaZpPnx8W1fu6eXV6mxVhrBv3796c11Pzqp6VRXPm22s2rLtbdN+GFJChOAhxADoF7MLEDt4GLzPGder1cJzH6RdLCqyPnATPVgHSfr3739erz8KhidXS+t0069//9M/ni3PZ+VkuVz4QbRyMWLbRY1D8MwpSEqJh8j7yAeAgSUwJ4kgCTlBiiljgVMcYo/s1SmK95HS5gR6EWOM1hpGs9wD5VhEYhwpKQSggB6ALcdBqjy2ighzZDJKhEPwh8O+aQ5D3yOK0Tr3aZqUAlKklDaKjMqhrZLHeJxiYEnZwhdj6Lo2T2hJASkyRmcfrDHalE4XhVLK6MyOtRneSzTWEQCiBY6FF0jMSioSIBECUI9RdrnUyLXskZmuTu9S5kN677OQL+/6ToqYIyuCRTjGyFkuCCoH9CmNzhaT6WyxOjuCrOP9Znu/2TZt13V93/f399vd7qCUykm/edkXj18ZlvgoYUhOacU5Of2kQX1M12QWkai1zkY+YfDep5SsdVdXV84VwzAMv/IZD0OERIol9n3fNE3bHg6HQ2Zu56I2yxozJnS5XG42myxpSykd0aNGk8LjAZa71qySze/DeLvUo1RyNptpDYhwe3uz3+/bRae1FoEQY0gpo1C01rP5/NmzZxcXF2VZIdLt7V3h3HQ6/e677xTCzfU1IuR3Q2v9UB+MuY9HX6IiBSoHDMSYAFLiiAQ5VEAkb4pHu2P+3HN9D4CcRGuNx83b6c/J5QiIfzIxmwC1UkqRyOgSPObgCRAoIubcyiVIwjFF74euJwZgSFF8CALgqqqc1k3f932fjU8//PijIoUsOXtUmIeu9zHu9vv3Hz40TZtSMtqJSFlW33zz9cXFWVUWfdPtd1vvfVkUShuljNLm9bv3N7d3QioJxiRJRFldOJNj9zgxgPoFzgdRPU4PPyqis5VUO+eUou12+/nztdEqhKC1yZ1hFkKjgB98CMFaC5DvkrWPUWs9m80+ffoUY7x88mQ2myHidrtlTrPZ7Fe/+lVV1/v9/tWrV23XTaeT+XyeP7Kcj+e9H4YhF5kxRiKoqur8/Pzm5ubDhw//8P/8w5Onz//tr/7qu+++m8/n+SidTqcI4L1/8+bNp0+fnj69PD8/L8uy6zqtVMaKBD928vm8m06n+ewYV3wPIXugkOSYYn1K6TxiP2/evHljtH16+TRfcJRSIvwXCFnPDdYx6uC/QuOGD2voL5Nx/r/p4eAPdon4WJl5yt973C5qrUXM4779tIRUSkVm+P/3Swt4IsmCqMRZ1qfGEh8h9KpJcehDCno6M1XlJM41OIGAUiAqW3D0TQgq7CeACELAhEwIGnAMFjjl2gogSPbs6YxZE1YgD9oMEATWR9EujsZJejRfQAJQCsQSOpaYolYaBPNQU06MMyINNo/CxvEqKiRKzCFFFhBQLNj1gZSbL84n02XbtNvN9vZ2/ebNu/X67s2bt3VVT2eTxbw2xhZl9fTq2XK5VIratgvMm93++vN1731VViIym81cUd7crIuiEIAQVsxsrc0oZKA8bc0Gz6MzTsYdHo3MtRw+B0gCyJBXbRnYAigw7tVOY5tf3AV/EbXx5wiSNSoFWgLheGGPj8C7OQUVARJgDuc9SYY0SP5IGIRAKoSKsCJVACKqpIukLYTIm83wm/942/v7Dx/TzLjzqvp/mXuTJ7my7MzvnHOnN/kcAyKABJCZRbLEYotGo6RVL2Qm6n/WShtJG3FB62aJWcWsRGZiCsTo4xvueLS47h6BzCwOTapbYVgAiLAIj+dvOMP3/b5FXZwtqhhtU+fSQiNPIBlNzbQ5/fL5LKVQFZOmuijKUVHq9UbVxcXry3I0o8R9oR9seNP2N7urTYINCC8k7LHsSIKnMgaI0O/Wtg+F6u8eHjbL967bBE9JDGBWxcJihYUSleQELFMUicNgt6t2s9yJBK5yC1yQNrPFc5TbqtEowPnWrx1s1ucoSKqmGLvYeeudj92OIYymzenF6a9H5cluQ9//sN5sH5CsqqUopKhkH4eQkii00IJQCVAAZK3rOs8cQ3A+DCG4xCmEWBalkqUoi8uLV2U1QhBKme32/vr6R8HbZIceeuKQUuTEwOJkMb949ny5Wu3arR1aLSUwrpYWmAmNUrQpW2d3D/frqqqC74BrLRhMiD65wTlnbUpSyhQhOHZDQKCq1kqnuqnOziflSCZMgwskKq00sIcECVufirbbBAYpddXMzy5enZ2++vhh5SwgSlVGckPoVjEOgE6qRDI7AAAgAElEQVRrqEuDbJzlgCArKaUqSuRot2vfjCqjCTG1u7UEe3k6esBtijY62K4HjaxPxpNxCRit7WJKlAgSbjc70MKxWG3WsU9gMQ5EsQDg5FS0sV2HCFYaYUoG6Ih0VIQaU0q7YffDhx86H09P18hSN75WzsHO+lOFp9t2HdOgpTZ6RJQ4bZbrG3n1RhcVUGyHzftPb+6X79vhqrMfrm7errf1/cPJ0L87m385H7+cjM6IJ6krnUuASLJs6vPOPix3Hz/df7zdfdzG27Yd+m7thu5kseCErufkFMpC4JgTxzi4YHyK4EeFn2NnYm/dxooIhVDS0GCTRClQJyxIaEkakrNDG2JLJKVhJQg8MlDf++B5VD5/tnjtPQ+D77uuRWXtsGvjbDYtypnRk8lY2GEX7NDHnk2nSCYbMIGRE1ErXZIQybofbUgEUusLKQtVMA27EC1TUialAMHj0HtO1DQlAJDe3a2/7d3GgV08U7tOJE4B+lX3EL31RTOdnBVFxbEYNsODv97JgVnGGFN0iW2IvQ/DXkPGgpPgADHGxJ7ZRrYMPnmVvD6iWFLiLLCMMe8/IMQokDIaOsWU4QchhBg8AFdVWZUVEiCk9Bh7xZ+blPbPIs7SpMRCCJDS22F1f7te3hOxlvuCXJIUJKWQWhujtRSKpCahSZeRRWQiWWQGhqDctQRIATEhgiPqhRRSkBBCSaGkEPu/Camk0koZnTtCrYWUQgohRM4JQ0LK+BeOCISQcjowcwBIyOEocCUiRIFCZByNPNRk+asPYYBwiMXKE8BsyMgFPTLDY0LDI+++3D9+gcZNfTKfDtYNw9D3/TDYGGJMMcQQv/5yPq6LoiDCm5vr9Xqlc5KD1krp3FVlfaYQCjgrYpVAwcAIlKs2QZThOjHmaWrOWxPOh/Vm8/bduw8fPiJiVdb5+Eil67qumyqGGGIQgt69fXv/8EBC+ZAG66UOBQkSqm7G09li/LCCnBqwfwIe2IB44Ej+QqhXQmBOjpNP0Ts7OOtiiAgUfbKDl0Luh/cpEYASRJCUwEJLQp6Om8VsWhWFlCQFVWXR1HVblpSRPIgoRDak4n4SwYjAWYGWFy77OgKZSQjDRAkj8z4JAQBJgJASD0/6Q5B0rqaBU36PKR/knEIMTIe0dQYAZMyaoJ9sAAmP64/PdhdIApC6wX76dHWz3uysU0K6YXCD9c5KJIjcdz0RlmW5ODl5Yb4oi2Ixmw3OEqLaX3OMAgEhhmjdEFCAMqYegdDAbIwBhrIqmnFTlIXSBhicd0xISpFUJJTQRhljigKE8IHZh2BtSAmImtHIlFLIvFyMzPE4Ww8pAlDMUBwpUcrAHDmRpMVi7qyLMQ5d2+02RqvgekGgtRQSlRYgoHd95MCQrB8ySEIIUiAIcej73XYLnF6+fHlycoKIXd8bY6qyOjs9U1Lttruu66RQdT2qqwYAY0hSKu9cDGkYbFGUggQp8j5IIeqy2ijNMW3W6y9efnl2evLs/KyuihACcKxKY/vu7u56+XDHHL58/fV4PMIjvVcIoRQDhxj7wXbWEwkbOKS9lHfPROYILI5JebiXchMgRUAG3HbDdz++Wz6s5rMZCJmOoXyAT/JO+bNIcOYsgDvoKSEBpD07PyZmRXneAMggctxeTBlfhXvxJTMe7lExIvN+iBUThIgp4WFfjVKSUqQUoMi9PULC403uJz3do9w0c7XEXsp/EGRm4io/hdQetnB4HJk8NqU5GkfTXhq3Tx858mwO7gB+4njbxxfsHeJ4RMgk/Nm+5ufr+D8m6czNggRwQqIQKkUIPnICwr0XDhOmAD5JPwhMIlqZpppIC/SIlhiEAFGHQWzdUIJ9nnfiiY/NCwgEOsxes7SA9+b7/ZFNGU+Cj2gQ+gmw5Gd2zeOnBYEglfMVHhtlQRESMgpUJPf6gZSy1wJDjD7ExCik8oGXqxUiNk1zcnJ2fi66dnd99enN99+9e/fu+++/F0IsFrOXL58/e3YhhGSGyWRa1XU39NIU1oWrTzcfrz7l8c/FxQUDGm2stV3X7bbn6/UmhEDHSWo+EASEBCQYiFNCRgISQIcQeRACSQKKBJQA93drAmBGyfQ4hP7ZU+cnvd8/cxIgAqAiKVgmT0IhITOGg0EFgSXv3ybmfUPFhMRJEigCiVneDgK4IZgQTohGABIJlI7agPfp08ducx8gDTFW60XZnSg6F7/6agpkF/MiBNttFeIohpE0i/no1fn8z523fddrPWGILmz6fpA0nU9flyMG8VA3b3f2u/b6ZrN5pzQQY4gkUFKQ7KS1Vb+OtvXbZRrs4A18332/Xd3dXukUC6ljNem+/I2YP49GqkaaxEBshCfb2W7TbjY2q4JqpllzMpuezk9XIKzWaXB9362dhaY+XSwm9XR2v7x1ll3v7TYIqMejy/P5Xwqsbq4fHpa462M9hqpRuhFJkW3bBKBNIbBAVhils3Fwdr3po7eRHfOAlNW/XV3VVamKon798qvxZO5sQpAfE177DxAo2JScI4jRee+SpEbPRuezF67DzarrNsO4MRHEw52zgyMMZYne3jD7od8k0JwKTBMtJOkh4NAT9872vdW6IpAcERIqRVKJyDCb67PLWhRh8N3Qu3E9JZLESasyxZbdret8AKCRZKyq0enZxdftcLfbupRgposIdt1ec/QkPCHUpRRovGAMHkmaghMPbe83W9SyIOYYuuXtVVWUX1zMDPp264a+j4PF2NRaTcY1yeQjAKXCKCXlu3d9Ctbh9mF341dJ21JrU4iaBdttGrzbbVxEqyqRMmIDZKpEMa45KReGq4cf1sP93fbtyclsPKqaRljXVaacmS+GgVNKgkAoKgplnXxYrR5Wn8rrUT2tNrvlx08/2HjHsBFqNfj73rrN1vjhx9X9l2fzr798+R8q8VXqz51PqtC6KZWRQ/twvXz4uPy4cjdOr4fdfWJrajOeNv3Wb1c9cSmwIRoN3iWuyXj2DsIM1/O26zsbk4WiLLBQkQl5AFJKFEbPiSYEVUqddzfOXxWVK2QqCgVSRS/bNm437X/35bP/8OX/vO1XN3cfP7q3UujexRDKyfTVaHxuTFUWi16sd+uHdrX29KBkb3sIyaAom+aL6WKuS3G7xMGzhEbIc1PWBSVStzasAveAFgmYxcPdDmVURTGbiZi21/ffVNXdZDx79kXx8RP3fYiRONn1uk+r1byeF1qlpIdV29874FuUyOCZLbOPKcYIDBq4JCgAdIocogewDAPTgMLFYKJPh3Fh8iEgMhBY67No0FoXfcpeN++8dy6EMPSdHTpEePXqxevXr+qqTHC0ozw+U49QsUOKGeUFj5JSCYIU+91mdX+jJUgChBSCQ1QotCAstC6NlkJLXaiiNs3MJWVZSlMjSUQykhQmCVEkT8REyBGCR8vAQJwiQESkXDQDEAkttTZVUVZ1VTe6yExHrYxSSu+XYPupt0AUWeIIKZv9IgIjspB5lJeYOIUYohe0X+DIfZwwSNpbEokg5aqMgUAAioO2lYlEOshGD7rBAxYV02RUzaejJ24ol2PcvfeXp/PtdpcTIDbrVV6saW2qsi6rsiwKqbKnKOVSIfNxsqmBkGIMzEkplRASc2LMCi6hhJCKwS5Xy9/97nf/8A/flGV5dnbeNKPtdts0DSCMxuN6Msr7kLoe//DDDzHGwfrVdhcYCueVUomhKOumGef3CDDvpjI0B3mfx7B/nh+RAcyMGBE5RUjRxeDa7abrOue8JAUsomdkzlZNApBIkpBjgBQ4heidVqKpyhzbgylhSoJISpnzxElIEjJTRzPhfJ+ljrBv4lNiQCKJJIFZKZVQBPYxpn3O3r7QpoNLCYkInoSEMCNlaz4TMBAIZAFJ5PbwkCNyCLI/mIeOmwo+rlAgHSmL+fjsuv4Pb374w4frZTuMRiNnrR8sQDJScozLh/umrk5PTlRVIdFoNDo/Pbm/v4sxnE4mJPbCNgbohyFxCFSYkRzNFhwTIWglibAo9Hw2LY2RQqaUqlHd9z0zkpBSGVOWrbUBIKbUD55x8N5G9kyqGZdFpYTKssaQUjwqmQfnhFIJICGSUkLrhBijJ8LpdOKs67tus9lA8siYgkOMQgIJkFqQxLYfEiUQ7KNLHHM/SQgc43a9abe7FNN0Oq2bJqeil0VZmEIrnaf5OTyzMKUQCphSYnEYtXCCFJkTEAngkFG8Wqq6rGaTaWk0IeQMHoEsCeqq2Kzh/bsf+343HjWvX7/Me8LMisz7aBLC+tBZ70KSQriQYfF72hNwAogEkQCPBjckIhSAFBkG629X6+9+fC9ITBcSlEoHtx8hH5fRuTs7RqXDgYUMCCiICZkgISTkyCmPdfKXCgbBKBJgSCBon/2+j2Xdn5UpBmTOBOSYEsaIIeyHeESklNCGtAYUwFkPEhGIgBj38C/K66hDWA4AJWYGJJTMyIn2NmFB2U6Y8GnHlRXWe/9qboL2cgvCDC4+8kIJhaDsi045WYjw2AURgiCAlKt+hmxAOwJtEX/W7v0rJX/yMdyTgYgTIILIiyjEY3ZkBJAp4tAHpVgbVVVGSkgpWNcDy8cW7v83H0fD6FP6KhFKIbPoQkoZY/z06dMwDMaYk5PFZDxqmubXv/41AGdRcow+RsfMHz58+Nu//dtXr169fPXqi1cvZ7PZeDz56quvvPcPDw+fPn3SWjPzarUSguzQv3v79t27dymls7OzP/3V1yeLWanFYVcH/6oYDYb/wrf2v8IHioTSkwRmsAN4L1JUwIWS47KY11XPPkHSWsqhg81m1/b65esTIW2IQ+Dt/XK3WQejmvOL8WxuGNLy/d3vfveP8/Gzbus4mK5TpZkAKI4co7QDKhpPRs+MRkbHEBJwdoqHkN5892H94KMdb1YAPC5pvl7j929u/+G3q6Km+QlfCDjvZ1UngQCo0koKYYCFFKwVz6ayUNV0Mp9NZpWpJIpRWSPJxMNyc7tte0gqsK+b6uzskhT0w+5huYqRkWnD67bbSAmBw7Nnz1wUutwl2gx2kwNSC1MYrSBBijFhqqSyliN0224LELRJImvHBNiwQZdQpG37yYXdet0+PKy2m3VnN9Z3CYKQlEKMDD6Eu9W2t2+2uy1J2Q2DD2C0KstqrOqUxHY7rFfLzWY5nY3OzmYkuN2hsyF4DjHFkLJSaeitswOCAJRVVcTELvRA3HWrTzehKFEpHR1Mm9OynlJlSj26u397dfudUgYhWeuW95tvf//9+gHPzr66fPaMGZ1f+bC+vTMxSmALzKbgqjByVo8n48EO1u4228E5BDTeke277fbO9h6TrEt/dnrSlu7udjsa+bo2VTWpq5OiUgn9drsauraNfjZ55l3YbnYxhpR8AhaKmUJgu+mWPtgAQ4KkABjSZrNjNs1IlVVVFmOtqpig74bV+u3d/Rut1WhUn52cnV7Cyeno4ou/2LY3t3fff/j4h37oEEVVVVophiAlP3t2Uk9+ff0gPl4vh4C1rjmZFPjm5vb2avgDfvrmt98/W/zFi9O/fPb8eTWe6kZ4tuMpPacTG09IdEaLu6gmi+LZyWmlyq7oBZsYr3xI203n2QnJJ6c1ytFcNICq7VcgxWw2I00R2cVQIgX2QK0p69KwVhSjGDwOnlPyXReCjYWsCrVQprjevAdoTs7PZjyxsX1/zcZUCY1SFeFEq1nTjJT0KdrV0i/XD8BYl+Px+DS0fr3Z2Wh1KUlNlKon43mhhZScuOMQGXwORCApIUY3hPvbDkWsGq21SCkk7iBsJnUzqibz8fjOP6zbTaFBydJgFUKy7JMXwIpzVLlLJJgoOm+llEqZwfLQd972wCrE5IOLyfqw82Hr/M5ZsoNwzrngQnDW2kxa6fvBex9C9N6nyCkk7/ZkTmCOwQfviMC5vz47O53PZgTsvcM8O3wy432csyII2o8ihRDAKKXcEzglSGLEJASmRJHZ+5CCH7o2RgaUIDTp200f1l2IpKuqqeumULI2oinUqFKFkkoKIQWTTIj7Mfcx+50hAUTvXQitHWi9RSGQSCqhlFZGGmO0NnmKbLQxujTGaGWEUEoKKYiEQBKAmACscy5kLjQKITNSgpAgpRgicMjKkbTf+cVfvO1nXegRRvcU3nAEwBwfwdk4V5YlMy9OTlNiOwxd13Vdl/tA57z3br1e3t+HGKNzrm3b5fJeClkWxXK1nMK4LEuAvWfNe8+AJITWJsvnct+YcyaKsiiKIvugnHN3d3c3Nzfv3r0ry99nBv3Z2dm7d+/u7u4uLi42m82bN28OPRsqpW6vbzKi0HvMGEY45O7yH1eE5d8elUAQOUsZgLJnn0jkROYs+TtARyG/7MQgpTRFWVSVVMo7G1PiJ3nBhyQPeKocQyAh9mazA5JASKWNCU8iB0FKmYVwzrm+d5vNZs8XIMz4kCO1VQgK0Qkhswn8KTnjX4tT/AXBJ6JWejzWLy6fK6UkohAoiWzff/zwri6rk8Xi+eXFUbKY4T2TyYQEJeYM5TfDEEJoPfqEUoqsUpWCiFArrbUx2uSaTSkVQkgJhFSmMM1oVBRlBplY60LwUkopQCmdCZYxhj2PCYEIQghd1202m/FkKoTIB5OIjFGI3Lbter3u2g4B6ro+OTnRSmbRZra9WWvzvjoXmWVZ5teT5x1SytFoZIxZr9d/93d/9/XXX5+enl5eXn7Xdvf39ymlV69eTSaTV69e3d7ebjabh4eH58+fa22GoUfEHOPGzJmMQkR933/48CGldH5+/jd/8zcfr66++eb/ubr6+D/+D399cXExn8+N0Q/3d3/49tuz07OXL19OJhNOyQ626zolpVKyKAwAxhi1Ui6rVQutlCQSn6XAPQG37DsHKZFEiOnDh7dv3rzZ7XZ1VT+CjdJ+gfGLJe3n59X+O+cjRoBSEiBYa/Mbur8jMQMwcsKDjDlrax99cXuspfjJxSKlDGkvwP4shfufCt/7J7/iSX/xi+loxzFQ4pTBkflSjYdstv+GHxLgaEU8Jmruh0D54keQgIwgg+fd1krJVa0KXSaEGNBZm6IB1vjUYHYAVD+uKP/pdubfdhB+Yan11MmxN2QcTHCETyNcc/JJ3/cphXa3rYoycdRa1XVdlmVZjkyhmnoUQjw5Ocl5tX0/tG3nnHfO1XU9m82apkkpSSHKsry4uDw7PTFGv3///vr6ervd9v/xPwJgyFBpzuKHn77t2Vr6OVPoZ2cSIP9zYRz/YkknfxZ4gse9NMBn8SbHocL+3eUnce2ICOwT7IQMSkklDJFC1AglghFUaTn23pOQpiSGXeJBqL6sEWhw3a7QRQgixMDRxhR0IfquX63v3v74h27WazlaTL8YVc/HzdiYSoi426WbT5uhR0iloJHzO0CtpGy77TB4Z8ObP3SrOysS3d569une7FJi7+OLV+L8slicw/yMzy/LqpEJJCJhypmwQSCMR1V5UldmVJVTIyuBCoAjhAQ+gUPFCUNv7Wa7vF/eAYmu7xKyKU1KXBXT+fRicToLXvXd8Ks//dqF6bZ9d/uwGQYb0BulBUEMHiGFwM4GSJRgqEcyRPA+ArFQQAAiAZBj6COL1eZKybJth67f+TSQDuNZTVhKgRyD7QbAVtuw63d/+MFqbQJH510dcSzLstLWBlOquZxYNwDFtt8pRcOAfUdSgJJSkGRQzknb41Grn8fZib1ADKnfte7jJ9CqVKKqirk+mc+m56Nq8fBw9+nqntFWIzWaNSHQatmmcPvi8jfPzp+XRdUPD5v1VfApxagUFUZJlWLqvI+DTW3Xt20bIjiLg/NGuxR9twtEgoFSSoCgtRyNK6XMbDYvTBOc8MIoUxfaQNp5NzRNuVkv+/4BkaQGic5UQhYAIiVykUMZ0XooKlM3k2HgZjRr6klRlUQxwsYUEsCG0O4e1oMViLM/+5OvZ/NSV74e6c7FXbdebdaAqarq8URW1Ww6r9ebW2hD79ar9c129zAM/Xgki7qWKDcP/uFmu7q7f+N/fHZyv/tqV07+CooxO4gUh2g7uwkhGDVZTAy44sX5yZ+8fhnccP3pqt24sty47XrX7sazqjQCVBrP6ioUcgMbG7WmalT45K3rezuEFFBIZage6bOT2WR0cn39IW0hpBQSEwqCArm2O93vyLXN0Ive9kVFUhMpSIhKN9PJs2fP/nQ2m0kRuv56uVrdPdx1Q48sCGxZhQQpsbNu57wTpE5PXvR9cEPb9puUHEMkkQCAUCMTAisSlS5iSuykD1KbolAmemv71ne1iFAKzSVrTUUyhuuUKAIAkxQSUAWAFBMn8DHd3T6sN5uuG3ygoY9Dl5ilc2GwQ4h9iF2InQ9dCMI74ZyL+7CFkO9s1toDEIT3JOKYDuSPxCkBRyUpxKiURiJEoCgAGBl/2u8hHbwFeQyLRAIYMwdCa2MkCGLExEL4AJg4ZQp+2semJw4hdLd3m49369YGKXVhCi3FtDbzafPsZFoVxiipCyOkBiGRSO5ZnYJIIgogkbP7YmKAmLc0QhLRQBIP5HRFQkihpFRaaSW1FKoojNEKSQiltDZlXTFA2rOw5T7DGxARhRTAmAJIoQKHGBMJ2k+9DzbyP4aJftoJ/WJBc0BHAgkBiEWh67pyzuWeJz9J9/ljwQ/DsNvtytLEEJSUq9UDUYasaNpbIXKW+yP35YiieQpIyHSWYRjyp9q2VUpms+KnT582m835+XlRluPx2Hu/9xoOQ/5um83Ge7fdbjabTQbYHL//IVr6Z4eC9msuRDJFkSOL+r4/YC0y4oVD7ucQ9004QIh7TqkxxgcXYkwHVsWxGDiyYQCAU25OMOM6pBTZbbVcrXbbTYjee+9jH9kjUozJuxhCcDZst13f90M/bDbb6+trKRWhyD+XiHKKRi6Rj/CJbMnhf24ODU/FbPxYimQwniBhjBFCTafTQmtCImRB2EtZFGVVVUdOSQih73vnvFJKmwIRQky545VSAWCKMcS8WcV9SiXn+cIjNDK/9dYOzoeYuKjqlFIGk+RkRWZQUtV1PZ/Pi6I4JhxmKH5K0dpht9uVVSWN3sM+IGXxIwBs1uu+6+u6Pj8/H48q4GStbds2Z3HlelJKWRQFIlZVxcx932foZcarjEaj5XJ5d3d3cnKyWCym02nTNJv1erVaXV5ezmaz58+fxxh3u13btsMwFEWRT8t99/KER2Wt7fu+aZr5fP769eu265Y//viQUtu2wFxX1ft3766uroBhPp+/eP78/OyUEL3zbdtpY6bjSaENIHJKi8WiLEshxHQy6fpea/XU5XusSvmgaI4xeus2293Hjx/vbm/3kfcZUiJy/mP6I2iRn5423rvr6+scj5E3w1KKfMfNNtojLHQvrkfcp3AoRWIPZEzxM3Nd3NOH4HiTOk5tnuJl+bMmAv/YC+WfIG5/1n38/LaXiboMnFLcI1WPWUGPcRW/xOf86b/+GKFlX4Y/TRL8Z4t/yUBpH8OZcyMx7U26xLzPOgQkZvLOW+dQpBihNEgCQqBhIEEG2DAh71vttF/8AuaV68EBfzh1DgeSswTgJ5JN/Ld1ep93fHvOT8ph7Pjk+O5D7o0xzjnv3TAMQ9ffpdQPndZqNpudnZ1dXDybzxZSysVi8ed//udN05iiQKS7u9vb29vlcnl+fn52dnZ+fp5S0kqNm9GrV6++fP1qPB598803Hz9+vLu7i4mFEDEOWdbJRMD8SBHaj0jhl+JCDh30XiL/Cw/af2OfvM/ufAS/4hOH7lNe7fGlfXZKJvCBHQknNSplhFCEGrFglshSCMMShYi6ELLwukxFMyQaYuoDO1OcE5ZdSynK7Eax1m3Xm4f7Oy2aYWiZ/XQ6GtdjQgUI3c7fftqAAqACoI4uAiBG/en9crncDZ3/4duwXSZN7vYmDN2A0DYjcfmi+Yu/mn31J5PpQugylE0TIuxaCyBDCt73DKxIVpPJ2eK8KibEhbccEyWM1g0+7CL3skDSqVvuru8++Yh39w+AENk1kxqZptOTy/PLUV2tli6yu3x24ZzoP9wONtghoCZkEVz01iqlY4J8t+WUilLEJO0QfIhSAyCnBEImkhHJb3d3Upjgk9YIxD7CeDaRJIiZE7fbHSOh6Ncrt9z0KbW5oPURlKnrhq21ZVM9u5yuN5vddn2/uq3KomvFdouzaaO1BJCA5AyZQjAH7yGmNAyOcyYYJcCUINw/XBWmGTUnq81qNolNMx8358zFzfXW+u355Wx+cgaEhBpBSFLT8fTs7Hy3K79/Mw42xcDG6FFTAXPfbbfrh3aX2tYOg29GTQjUbl1hHEAMQVSV0NoIobI/vq5N05R1NWam9WoonZpMx5PmZFwH51tJcbvu7RC11gRRBVuNYz2SutaJOCZ0kXY7LMpqNJqHoLUZaV0gsnUbF1qpKmlSUQ9y1wUnmZuqKoSKnb+Rsdm0t59ur9bbdVmWY6XGpppOp6NJ9eHD23V7P9jVbrhZt7eDbctiNJ/Ws+m80m7YXX3oru9vdt2uk9JfvIZtLIfYgyLrubdxu/WFHo3qE5lGL84vXl68HOyq2zmA91LKmKJzw3R2LkuONCxOKjlI6y3vAmoUpbS9H6zfbHsmNoUsq6IsmrPTs/OzF1277jpBgEYZo3UhxuSnyx3cXQ1+qDZb/+7Tu+nctG4d0QeOhalms8vTxeu6Krr+drvt7+4fbm/vEFCi8g69YyJRFLr3LkYvpbm8WDzctx92bzablfVbxNg0tdKFIBVj4JSUoMV07D2FIAYbiqpp6mq1eRi2uw2a4LGUZTWupUQZRjpOCDSCJFJaaWB9oJ2xt/bTp7tvfvf7t+/fSyqcS3ZIKUnnQt93IQ7MjtElDgAyJR1jQMQMyc9wjpgiHLNk8hbqkJIcYw64E0LKwpRlWeXbHAkBkPaG873X/EDHyJl/hwfsfr8npFLamH2/B8CQAgmmCMAxM+ZCSJExghgCee9Wy+X9eudDQgBJMBuVzxbT0IyVxEEAACAASURBVF/WlVZSFEUhlRFKo5DaGK0UkhRCCqFIShKKSDJJ2MssIRsEcv4bc0oR4j48Yp98IEjmXRcDSmXqUXN2flbWtTFlURhj9isRYBaAsjBEEgRKqaNnTgkEIoq9//6XrCBHD/lT8vtPnko/8RGkFLP00xS6KEx+EPM+KiOlFGKMOfB9u91ut5uua7MiNMaQUs6soH0fn5jI5bn5Uwf7PtUql4yIOYot15G52cv9ZNu2McbRaHRxcZFr6+122/e9IHKD7ft+u90ul8vdbpfL9CNiPfcGwJ+NVomIRF7KMRIqrXQwyrnHUANEZvYh5FoLSUgls6EuhJihOGVZtn3rYzj2dvw5aB4RMmfwsd8TpI0ZhqEb+qurq+VqOdjeDkNIPWPSSseQYkyAmAIMg/fe9X2/3qwRUUgtUCilirJUUjrnuq7z3hGZfbhgYkLeV/k/Uxnxz3gWeKgd9steZmQQucrSWquiqiq1VwLHHFaWUrZJ4n44E+MwDN77lPaa4UMYCqbEIUTvg48Z6ZAPRgJgISgbRDO+aJ8YGXaDdc6HejQ6pAscc0BAaTMaNfP5zBhzoO8e0g5i8t73XeeDF1rmaU9+E/IJ76xLKWqtF4uFOj+xQ79er/u+J6K6rvOi77jZM8bkpV9u+7OCsqqqpmlWq1V+Z40xdVPXdd11XR6ONE0zm80yHddamycO2bJ67POFEM65HMZQlmXTNE3TTKfTyWq1Z8amFEP4/rs379+9f/78+YvLy4vz84vzc6kkxzRYB4BVVSkpEZGqSirlnCPEumm2221RFErKXJo+noFPcJD9MKzWm6tP19fX1+2uVVIdt21SSuAUgs86hT+y4uN81xSEw+Bubm6vr6+bpjk7O3PO5bxMQXK/GGPO3CmmfRY7EimtcrD7vjwmhH1C6YGenNJjas0hG/Dpecz4C6/uMM75mVX38/S/o8BhfyYDcPpptZzbvRBC5rvC41Dsp98a4bPohad93j5N9inJE/FoK3/qz/pjndERcZz7PYiRY8jRQcAMlHukPSVFZBkuAMaYvMPsm14rjwQpBe+pKIqU9OPt6Skc7V8aZ/hfU+h5MCkD5OU4ACili0IToHcup41776+uru7ubr/99vchBK31dDqt6/rk9LQejReLxXfffXd7e/uP//iP33zzTc7u+/Wf/dkXz19sNpvvvnujlNBaf/nllyGE8XhERAzykIJAsN/mHSUTlF2tiP8EhfP/EzHn8Rx71L0y/lNDvJ++osDQh7jzfmd960KTAIQEpYhkAuhUFRI/DPH9Fycwf1aUY2HDlpMozUSrsRLNySLUzejk9LkR82g3kKpRffrs2csvXnz5/PJFPWpC9O16xzwM3c4oLUwtjVTFfBj61XL3/v3d//6/vfvhh0/IPPSD0SNRzbvdsNsFQhhPY9XE8RikskrpqpJSAiFVpiQqXQh9VDH1SnJlVGUahcrnMpIYVECO3ne79p6IEviQ7LdvvpuMNpcXLwBYGVHVZj5bAMQf3323WX17f9ev1/39+gWSvV993Gz6kIRkufXBWWetHY1G0+lsvCiXD/+4XK5CiEWJQghtSCoMIfoQjBZKmaqqpRAxBOeC1saUUlFCAAFIIO3gQEhTVS6kyUKOZrTbDuu13W7DMMSu88NgQUBZqWas7h62g93E5H3Argubja3rpAtNIiB4KcAY5QaOge0Q+yEVdTGejga/KSq1OGlIwKieTMfPMBqtpdaGAQG0oglL4axcPXTPX16+ev3V5fPX3rWb9d3ZycwOfQpsVIUwkpAgFULIGPtd193cddZ6IUQBlTKmGZsMl2QQSpnJeH52Pmt3m77rnfWu97vW3t5tEKvLiy8vL0/+9Os/repiGLbf//CNoNuyHEuZyG3Ir+uxnM5NMxVMunfDdjckppxyVhTj7c7e3P6gNBQ1NmOpjN7tNncPt4mFMWMA/3/+X//HYvrdy8uv/vIv//vBrzu7iRB62222m7OLC1Jhtf306fa7tluD8MpwZbS38u72YVSPv3p18uLZuFCN7Vyh741BkHc/fPi/1VIEdNb7XZe816cnv6rN2MiqnI3tgN9+ezUZS9unYbD393c+9JNZdXI2IZM2nb++/YAdY88WtgKUDQQoQ1RdR8MQq1oKqDpddZvSN82ofL4S9xt/dzKbTqejykyGbdFtNiEOAHR99+nvfutN4dftzWpzX1Un42lVVNUPb9+NmqqqeDSeVdUEwECQQjVKzQtzWlTax+Ht+7fBOyloMVsM7dh7YW3oho7RCoVIQik92HYYuuBjWUwW81OB46urW01CgiSW/dbGfmv0uBmNq6oSkg3MDZ9JUTErjiYHqUspSAokDtHfPax/fPvpzZsPTV0npuBRkGGAmC0VpAUJhshMzFIpnSfLkWMOR3qcISLl+JAYIwICCSmJOQInBowMkYFQEEIiPt6Hc0GZMcW5VTzeF5GAhAROUqhDv4dE2VgjSIBkghSBE6YkRGIUCaUGXVUbbZSUkkQuil0GJTKHoQu74JCIgRIS0KFHFVIpo3UhdUFSAWbAYAwpxhh8jD6EGMNeLLSPiY8hMMc9+JM5ZfOWULJqmucvnk+ms6YZVXU1n80Xi8VsOqvKsi7L6WSal4ogULJkQJK5TUbvfQyB2R8FnLmgzyXsTwzkhxoIn/7n8VMxxn3S0KPaJg9hQQgUQuVivWmai4vzGJP3tutbo7XR5lDCJe/9wbj3WNlkyVyW8+U1xRGbmQMDsoNDa5UB2nmbFLzPQMKqqmazmfdeCgGJt9vtp09XHz68J6Kqqv5ZGGBMKQXWWgBSYmi7rus6H0IW2JIQmUKpUIqDRSbEFGKKACSlMaZqRvVofL9e+hBSbp4I+XOFGB6IqfkA59DUvBPbbDbXd7fr9SrvmuqRms8n52fnShtBgoTsO7t8WANQUVX5xB0Gtx12zBy8z6fRZrMO3k2m04uLKJWSUmZmyr+FAH4kXjIJSdk6lTL6W0olSeRLIoSAgEqqrH58TI1IeytnXgUDwl7Fh7in93A6bHOlFHsCvtba+0htS+IQbpnnH1ImhnwymMJUVUEoU0ziSQR2bjSOu32lVFkUZVFKIUIMSsrZbEqCmqbp2q0d+pRi0zSLxeKYRJe1YyGEYRicc0VRVFWV3UMAsN1uvfej0eg3v/nN6empUuru7g4Asnysqqrlcvnx40cpZdM0ZVmWZZnHATHGEHxWOeZOEgByWuNut3v37t2HDx8WJyd//dd/LRAvnz3ru+7v//7v37z5zmj9v/7N/1IYMxmPJ+Nxxp/mkwcRcuYeIo6qKpUlApAQVVlVVaWVIczBEukYEnY8Msvl8u2799//8LYfBniS3pVCTEhH0tM/Xb0igFKKSPR9//vf/369Xk8mk7Pzs9PT0+lsppRi4H3wuCCpZAJCohzyeBghHQTM+5S7PeU/t7shcgghxEBI/yUWqkMxjoi/CBP5l5Tlx6i9X/jf/zZ6TsZHHM0exrXPwcjmvsNFqoQoGRKztIMAZGaZEkVRpCj3GbTH+8PhRn+YcD3mKv5Mc8i/tOb915j0/mUbv8ct65NeP4fz7MOUiPLzJu3xXzGl6NzQti0RdV3nnHtYLpvxJF9vr1692u12WTtUFIX3fr1eG2NC8Hbor66uhmFYLBaImCOMHidFzLxfoh5avF+KX3yyQ8+YpMe5wr9fs/e4O37c7R139o8L0f2cL/u9D/hmpIyewQgYiRIhkACpUBckVIi4res0GofJwvzZX4jLV6iKPnQ0dMp1elzOqnKmJlEV3O663159/7vf/cO33/7h48f18wvUsh6P50oI65z3O8RgCnl6tvCBpAllrXlM7B++7+3NR//uTQsMgmRVoK+GoU9NQxfP5fMvRFXDx4/rouJRUxVqPtgOkOuqEKL0HgRr7wspuJAieTkEb7tAVCSVfLSd3ez61bZflUWR0INIu74LcaVNYQpTQSEUdn07DJv7u+39rY1eV9UUKJEkpQwJk1wYbNrttohYlpVtcQsuOOIkmWkYekBRFMoYDQA+uL4LmDxHh8mWBokUIaaAUqOqyPXBhQRJWud9TIwotFBGCKEZsG1TSrEsR9PpfDE/2fVrAG+HtXdbEmFUGmOKbreLvGNQUjVVpQpdlEYWuuzbZfTW9egsSCkgmUI3WjEzp+hJpLrRpaqrWsbUxzQgUqEnIsm61HU1RpApRk4u+GG5vHr7I9/d3bTb7aSZh6gAHTKWpgpla7Rn3ElNdVMKDUqIuikROUWKUZSVJKFiYBIycui6TUqCU0BkKYTScjKZnpxe1FW13S4JvgfWgsrd9gF9VwonVVk11XhatP2mXw939845lrK3bltXpu+HXbsVNoI0NdfWdvd367dvH5qqenl5+fzyy9ub7bZdvv/0+4sXkwg8PxnFZAHR1MqUZMNuubprhzuXOkHJd44hNfW474lYBw+seTppfvUnX5w/mwbvlRLThRCGO+d2w8PgvXdmtS6RJUZ1OrsgxmGwSoauHXbtzrqd0KGsi8GuMbFzw3q1ARsNU8Iw+BQ3HIO2VmqxqCZNXS9G5ZkM89TPwS3mjd41291mWSpMntd9O7S+7TbOd6YYMbrl9tYu73v74NOgKkPaqzINvjWeKjCECsEAlITlqLl8dv7q4vmlc9tPNz/udm1Zb/pu3RWN84HBJFCRKXHy0Uf2EggoJnAx+QSllKKpxgQlEiBF77BtfbJmMnleF1MllRDJiGmBUwSdkkioOO31ikIIJCTq7OC7buj7QWuDpBJDCj6b0BizjT8z0/Z3KGYOMR0TmzI1Ugjak0sy8iMPQQkJSCuaTMaj8cSYQmkDkCACAB/5AvQk/nYv9dmn5YIUijlmO5YxpZFIkIADsKCYY1YFpAQpIQYgyaQEmn31nKfGB9ZFLt2IQwgphuAjB+bIkCLHmJ8JmdcsEmBM4CPH/KwCDjGGuP8XJwZETvnHJk6EgISUY3WFlELKqt4C0mbbmcIAYlGWdVVPRuOqrJqqmk+nZVHkkNv8TCQpx+NR3TQ5qy779J4a9p6u9Y67vmO24R8X4/AxIziLS/Mi6MlzjYUgKXMye6GNzvP0FOloCPQxxcRSiBhTCHv6vyCaz+Zfvn5tlA4hCimttRcXz1JMRIKIdK79D+9oOujE9r8vEREpIfMstuvazWa0Xq+fNgOPv9rn3SYhIQGRaJrRyclpStz3fdf3q/UKSVrvgw8MxBBiYuezqJP4KElNiQTVTSOVymtaIEQhDoAMPjyfcQ+nzxLkfQudAFFpPZqMpVbOOby/14ZNYeaLhdYmp8oL0fW9I0FSiqapLy+fhxC7rvfe39zcdKtVjoHNCXgxJUCKkQUBHkfBnws7H8GdfFxYHDaBB2XVI8gnJU6J9scKn7avx+UxIiolq7KKMe2BQIgk5FHVREJiTAfBExDu87gRMdd0+drNk5LjPvaQnoiH7Pi9rg/3Uu19j5dXwSmlQ3baIVArpnyRIiIHFoLmi/moqYno/u6ubXdFYc7Pz7PMEpiFlErKTD713scYtdZlUQiiLPXcbrcpxqqqTk9P67pOMS4fHoBhPB7P53Nmfnh4yFLP6XQ6Ho/zjz5eVseglNz5G2Oqqur7vuu66+vrs/Pz8/PzqiiA4eOHD//5P/2nuixfv379F7/5c++9QCrMPhiAGQRF5kR77yIhgMiJzwBKaaMLIdVP8rx5b/RCQuy6brlcrtcbqRSRGLzNMaPZDQiHeM/PNsD7e+hn9XiIUWv11VdfIeIPP/zw7t277J88PTubz+cppcEODExCoBCYgA/pf8HvvbuZHXXI2vvswkycgvcpJhIsnn7+SSPK8NmK7ADKxP25S5Tp+Y+h7J/LGZ7eGn6pK8Hj1AOfJKD+xEn4U73oH7l/Hq+Un05hmH/aPzE/zRA89lny2Nft63iiHI0KgMyCUTAQM6cIgChVnQMGYpTAeyJNCiZFYPRHz96RVMqf//mFjhj/nZvd4+0YH39ZfNooMRwDHGOMMQ8CrQ3e+0SkM0sH42MEDSQA6Lqubdu7uzttjC7Ks7Oz6XT6/PnzDMvixDFFo/V6vT47O5NSDsw3NzfDMNR1nZNM8syIea/64Cd7WiIi4MP96aitxIOpDzgRQ4TD2fbv0Ok99np7lQru3Zq0f77wcSxxkH1m994TgychshCCNJFAIiHzKY1CQlEKU4LQQzOFL16br3/97NVXoRnZxL3Apt+qm4/i2Xwxbc6psL37+P7d23/4z9/+9rd//+nTVYr+V1+2zoKWJYcU3OBdW5RyNC4n4my5Coy+VGVRTrp1acS9FiMBhfMQk4o29bsVSH92If7qfzLPLqrlMnz7bb+Y88lMu67Z7VplUrkgJUmiwCgtGABG5n7n/WBt70aNCRi2YbXZ3rfd0rpWaGACaUhq9DEs16u5mGvWPoaH9cNmvbu5Xq5XYdKcz+bPJ5NGSGaw6819t7X91t3f9HVdzUezttt17RZwI5RQyiC1zkUhpNYqBA4+eRcGgBhscDSbibIoWcjBWvaBwA/OegucVPQcUwycpBaZ7CSkKMpiMilfPP/ixYuL2WLsPm5tv+MUY2yLQo0njVKm3fZF5ZVpy0rNpgWw9gOudbj+2Ebv/QApiuRlGGQ9GSnhYxgSOx8GRjuZF3WFIW5cIAZvTI0R6qoaj+Yh+If7JSJURR2CXd5fPdw/dLvtuJky/7/UvcmTZdd17rfW2t1pbpt9VlahAEKERNGkLNLNi7A98Ru89z9r5jd6DsmSw4yQSAIgAVSfzW1Ps8/eey0P9rm3sgoQScmyHM5RVVZW5s1zT7Oa7/t99RC6ELxRM2eNc60xD2RwtqwTR+ekLiwipKhi0FYTszRNRyrFGLp+r02htVaajcKyttP5pK4nSpmUKAYSNihu9dDKsFtMwhXZopyV5WS7HzabzZs3UQSUao1ZLRaGBQAhcQxReR9A4sNDf3cb4qz77Jm7urxB2Dw8vNnsX7++/d1icXZ2sRhCn0SKygqFZn+/Wr9kbJQJiLzfbYzRdVUZ7TQW+00X+wiSLi7n1zdz3/cxhptnp0LhYRt3nZQsSqfd/mXfDP1usGjmkxNn3OD7fdM07Y5UMEUi3a3Wr5Q1CcD3DCECAYtEH7uOUwSC2cni4urys+nkwql5DEVtn1i4qOuT5fRhW791pt1s3t7d3XIstjsfZVjWS1PAkNr1/i6krbISeBdkF2FPULC4EGjwbdcmjq4uz85On3/y9C8unly+ePGb1f12v9tVdbnb3cYU9u0GVAHKgbIifeQUeFAiSBEoRRg63xa+nVRwfX2jlA0hKJyR7KM3l6d/bl0VUkJKVlWGJsJEoBg0owKhLFNCUooMYhbvKVJaKQ2IISQQJFSJR5p8jgHN9y1mjilSfqQDEWHeA4DkDGgySDRWzGA0TSfVzdObi4vLqppo60QSEGTEPT6CVbwXYRw6RgLQWrOgNsZZV7jSaiBJwgohYZKYBEAwJWEmIiEtqBVZlWX8B1cHCBOhMcpaQ4LMIcYYJUpMzBwChyAhxmGIQ4i9j36IPqQhxEwGQa0OliVBRELS2hDpA8s7m/+0gBChUVopjaRSEu+HkGI7qubYauuMLYtiVtdVWdZ1PZvN6rrOGr9Pnj+7efasrEprFB1Kjcf93rF20Vp/aFCRj1SdB4vdYyvQ+w7qccquCCMCc8oxgDnFi2VszLRWubdPaeSRpMQ5fA8sPLm+dtbePHnSdb5pmu12O51M9rsmqwSLorTGwMGpNaZ6jWHTYySgJM7V/5G68Vi2+rjA+DASUCEBkqon0/OLS2NsCKFpu+LunXMFKQ1JBIlFYghDSDFJriXzgiKlxAJVXVtnO99FZkBUWo1Je+O2L5sXIR8KOrD0RERpXU3q88vLFOMQAhCG2GhtqrpSpJkBEZXWiBhTQoKyKp/cXCsywxB671nEe0+KhqHIxXpWjIYUUWtNyD9Yucn3Fh4iI+Jw/ONY5hBirrcyaHDMn2J47Gsa490UlWXth4CkmBmVVlodciCVMZbiENPjkQ7lQpfHMQgetHt5FMJ4yLwec89BBCTxwdp7yAnLVs9cEhLlzoLGzXAIGT0iIjEGEZ5M6vOz8xTji2+/69pmzMc0Jjv0MvYypZSPw+G/j6GX+edmG9F0MimKIp+ZzrqyLKuqygl4+SXZ7E8jGiNkUsz/N68iMtjzaFjNce1lUVTOTSaTVy9efvvNNy9ffPu//E//8//4P/z3F2fnQwicolYHHJOMZmRFyCAAkmI88H1zzKB5VI7SEVMsB2llGIa+98yslKbDkm2sJhODsNbqBwkeh5XZ+E/DMLii+PTTTz/55JObm5u/+Zu/ef369d393f3Dw5MnT5xz6/VDyKB7otzY5wtWEeWV/iixhmOETA6pISQEkRQiJwEDitQHHdqHyBigA3TkKMvMOTc0kjmBHtnQxjQ/FGGRcc0o8jFEI5ujR2XqYaj0A8JW/IAP9qdQkR5DZfBRmMOH85gPeysRANEICmGMdsPR5HbYigrkMRQiRM6v3BKRIpWpZYf7uGGJDOGQZg70r+rU/l34kx8/bPIMRmujNWVPZ54gWmvHC1iTcy5fZsYYQGzb9uuvv84XWOFKa4219umzp0+ur68vrz799NPrq8u6Ltfr1d///T/86le/+s//6T855wBSvr0oFh6nyR+8hfT4uMm/H4rzj1O48A9sTTWCAi4kmRQpRBlCGIahqquzi+WT3enlNT39BK+uxJgVgDI437R2cye3L1H/1TOnz1v/8sXL+1/96su//d/fvnu3IcLLiyVHbndt17YoZrff3N69vrm5KJzTxu72at+2vhtOTiqr3cXF1U9/+hNFbr1qmn3Xd/sw7KslX92oT39Ez55NhavPn1PoytWb+OJ3v50s4eRcKyXG9IBFitb3MUVBkBR7TpEEjHZ97N9t3mx3DwyddSDEoMlV9uqm2q3iarUuqqqe1dro3W6dJCyXM6ViYS1gGEKrRQlDGCR44IGcqqyugHXb+NV203bd5fWENGujASAk3u5bRFKol8vFpKpSTMEHowtnK4l+3/Sb+1W/uo0egZ1W1Xyy0KRBhJB22/3d7V0a5ObJpz/9y18+efLM++7Fy2/evHyZoDk5K5zDorClU4P3VemffQLLJZwsYT4ljrpDaHcRIvBAKShNNQTX7YGUlLVbziemCKh4vX17enIGekFmu9o+tP6Nctyv9ttdnGztZFo0u75tX1Wl01oLc9e2KKCVRiQFLjLe3TYPq4e3d6veBw3Y9g0pUSxBoCqqEPu2a9x8ro0BhKbdxxSqScEA1oCzimNEiqRSTH6/b16/etN2gZMGcM7OGTrSrSsWzp4pnHKMCobScYgwDNJ3olSoJ+VstoypDcHf3+8W8+lsNv/0U/329e1vfvP7vtFKlaS8tuH1m2/6vq3rha3Uvmnu7h92jRnCPvC2qiExeh+dMdttc3+7ubm+iQFXD1trab+/a/YPF5fLy/Pr5fKq7ffr7f3D9l4k1ZWtCrOK/t3rr7769Ze///KrX/z8P/z1z3+x3+/90MbULk7cAOvtbl1BPbGnZTFfzly73fvdLsRgjCldrez09OTZ0yd//pMv/mo+vdA0QZohF2mQh9VLp8vz0ytXb1ard6uHbVUoY8xsXkxmladh1+0iR1cWVW0AYLW+T+HrWdVv1/cE4rvNu9evul37kx8/u3nyxDl9f/v6t7/5x9/85h9tETUNXfuubd8FAO1UAkgIgioC7/2+HVg49L3v+sjDdvD3nJZ1/eT85NmkPjlZ7Kb1ptnx2dkXRLbvfeJIwsAgjABKKwNaixCnEUuotDtZXizmp87dhphYCFENYRAGJMUiWhtLhgUQQWllrUspYAzOZYQ9AqDKGPe2s66YTubz6TwL/DilwpnlyfzPfvTZJ8+f19MZc0Qiqx2MGXTvJ2KPHq5j60cj9hC1tsY45wqrESQKBwSGwEhCNGbVpcRCikFHMKO88PtkMY4sUThGDnljF1MSOTjwjBZUggpQMQYWiGOdCsZoOkQCICKhRjw8Q4Rye0o4tglJZAix7TsyujTVZDrLOQOIuQjC3b7dbnYiDCBaZ2sZ/uKXv3Bl+eyTZyGE1veHjkvnp2HmYeZVQ+73jliFY0N4bALzgzWjzx9tTT+YkR8wfZYIh8FnVGNe8CCiMkqNgkDJ+BNE1DqnIepcSWcIxzCEjP3MDJjNZrNarTebTbNvMpZl5KtpHUJo2/boAEREQc47jyyiyzjNP6DnzFVeCDEFTgJt59vOd36YTWcXV9ef/ehHxlgBWT2sYkqJU9f2WptM4AQk65zWFhBD5LKsrHN9GkIYc7GOJeYx+48OeL2x5VOERAIQmUMMIYTO99u2kdQ7p30IhEkEjXHaGFs4QPQhNF3btK0xhQAYZ41z1hW2cNqYrutTisoYeATAwD/RkvPPf5EihUpR9tylCCIx64RT4pREQCmdGGIS0uMaJISokfIZziLp0E5oRKNJkTriVZRWhBqyzI/HcLYQY4wRiABEazJGa63y9cCccjs3Luzf26Z+YDHNzL7v9tttlEzCCcBcF2VRFGdnp0ZfFEXRtm2uhMuyzI67GGOWDTdNY4wJIez3++zoOz8/zwklL168ODs7q+v65uYmhphifP36dVEU0+n0L//yLzNvNuvFsgIzX0HW6qx3zW1P3/dN0zjnPv/882fPnhmlgh+2cf1//O3ffv31l1/8+Iuf/vSnT29u2rYpnFXG5W+Sf9nsadZK59mFjOHQpB8ttI/NJyl6rNnO54VWuipLYwyzVFWV345cP2en6aPT4p8tMY3Wkvj29vbi4vKLL74IIfxv/+W/fP31V2/fvr2/vx9F4KTxcCbk+0xKiRBDCPI+FF74qEpTpHS+PcY/JP3742c24iis++HT/Dgy+KMfRIQfS9/f2wf+/fScI4HxCODI6aKQpyh8dBsfFNWIQAkJMuEQCVDlUIdjuMYh50mHvwAAIABJREFU7WUUisr3bgnyffUmHv/l31jVKvKxffyjjwN+OsXIY2TpIxN2/lueoACAUloArMUQQhjCetg424+22mHYbXer+4e7u7vrq6urqwsRODs7m0wmMabdfmdtRgnR0d7AifF4+z6GW8IRnIKP4Jk4LvcezUT/ny/6PgICPTJ9ooz6zeMLwmMB9MGQgRWKQigRChCDkOfz9mR50rXb1y/rzXqVvm6bdjg/l4vz2enykj0pkbpQziyF7X4/iNj5Yvr5n8X5wtTV9PnzT86WVwLh22+/WsxOBWQy1drExDH0XQjt4PfeD9PZHChq46vJcHKO03lBVCucKZyDXn3yuTy5rqtSgIGW5etG2n1sdkkbtcJu366so7KaumLRNIPvYhhYOFit6rpigJBC17dKk1aGVOj6QFhUdUX1zBCjFIRqGELvB2YGYZakjWjDgqHtdpq07/3Qh6GLvg37jfd9AkZGIUBOQ0qDslRV5RCDCCLolIC01qa0tvYyMLOwShFjQImKg46A3X7gxEoBB0SAGAfgGEOc1OXZs/MfffbjH3/+zOhyk3qruCpU7zn5VjutIEnypXN6aeoaypKLwgPuU1CDx6GLGtFQpsqTREoefZui1wrdpC4F+xC6u9vvkh+mk03oSdRucQagjEDa7/bTyexkcTZfTJmHtt1utw++bwgRndOkOfHg49vbu9Vm1fSDtQUZiZysVQlC59chNgp1PXXaABnUBrnnyDGkaJ0ua1uV1W7Lbb97WN1fXTYotijr87PrzWrTt98Bl0QTROh7/fbtcHu3ffvOx3RyeXa53bX3w7ZtdwI9quKkLqOkvuuHoQOx08n08nLmOxg8f/Ptdwh6OlcnZyakSWAfuG/6/WrzsNk8AKayUpOpm0yrMATexG4vMXDXhDcv75tJV9dO6+TDavAbhp1W2qjq1dvX+24rlJbnp23X3d49NE0/hMCCm+2rV6+/mk3cu3ffvrv9PaowP3E+mW2bGDwgO1vg1FRqwUUsSpwvJlVZvn59ZwhRWud8VXmjNQh1TeP7QLi3NjoHKQ0ZNwVctI3f7zsANVBssCuriTWAApJMu/ehuxtKLN0EWe5vX6bgZ5NKmf5h/btXr/4pRv/69Zf9cKetaltZr4eTk4VnboZtF3cJIikUBUJJKJHWRhQLRtACbrcfvvrqlcLLxezy8uIzZ/vdti+qE05gZFAMSoJKQ0wsWYlDxFkrk4SIirJ88uTpzdNXt3f36+3WuaKeTOZLNNoY61Bpawut9Ha7G3yvFF5cnCNijEHbkbpMRCDS9f7169dG2+Xy5PrqiXMu5/9ao6fTenFyUpSVNobQAHLOHnjU772HER/QbblNAVIKAbXK8Qel0yAchTWBECVKTMijIhNywCypA2bAWp04x/diUVhjTS46lSLFoEfwi8S81OGDwggkk0OzbDDv9zIY40iHE4iICrJO5HBDz5HFiRMiIKe270KK22ZvrFNEBESKjNJGqRHJLZw4hRiYJYSw3qy7vo8x0gHCkafpubvLK4umafb7PTMXRVEURZ5h5x4JDirQR9XzBzqqx7XSYZWAIpBSrjroAAthAUjMuRTJ255DBcyI49M5P4gzGjGlKkbOyr2zs7Ou67z3+91+37S+758+vdntdtbZoixWq9WxL9VaG62tNlrrvu/z7/i4a33P4vvw+auUUsogKu+H9Xrz9u273W5fT2oRmc/m9WRinZNhwESLZXV2fp4doZvt9t3tnbXW2gKJZvN5Wdc73/S+zygOfGQfyjkdmAVYiBwZUA5HCDOQcDxsSqU4IuBlJJqObQ0fuBsCEFNklhFhkBPurY0psWcWSCx4YJXgh4Ux/mBzJ38ooSGlFDn43gOnFENWWXJKI+bxoMqTD1gXx7A34EfUDWER0pzVlgmYE4g5Lgmzd0sAkEAbrbU+lkuJoyKNRvvhIN5FzN7LEIKIjDOI8Y0GrclolffJ3vf7tgGBlGLfdWVRnJ6eXJyf5WIsx4EctoicF8VHJ2rOBWnblpmzHy+E0Pf9y5cvRSTTWZqm6bpuu90g0aSuF8tlpsWGEKxzpEhYSNFBZ4U5MDG/iftmb6yZTqbT2Uxi2G13L7779ttvv4kx/ne//OWT62tnDREoomNji++rbuGxrc8CL8hd3SOsPXxAjH/vjj6u7emQV+Hy/SHFZAoDAmEISPL9Sv+jvzALKSGioijKsry5uVksF8bavu9Xq1UIwTnn6qlxhUBM45QKOTEnFh7pcoggzDmbBB7Xqu/FjCNv63vsinyHEXwkP8hg2o+K8fHuBB89FB4LJ/ER53P8YmHmYwwDHg0CcrAG4j+ztvtwUfex92/sseiDbhr/sNNt7Pf4AyMEHLDT/Kg9G290h95pzO4kVCwKhEg0QHr/4vG9RlYO/MfDgTuKu+VjHeojTOq/ZTBD/lmjseMxYZKOq3AiCmFISRSpnC2VhR75lnCwGMgoetZaW3LODX5o2y6llHlf6/X6xbffzaYTY8xysby+uqrqcjKZPHv2bBiGd+9uJ9PKWmusM9YRqcPGmY4P9PECyu8vja3n8Tcb3yP5I3rOP93d9zH99cj8zKUOHgUbWcOMAHTIIn60uQYC0USW0KIYRaSV1tot5pOu3Ts3+f3vv+2/fltP/I9/fIlfzKf2KUQobFrMQSkV0xBinM6WX3xhP30+3L67t7q+uHhGUmkVXr35WiuezefndcWy3zX7rt80zaZpd733Q5iFFEN6K3Q7XTaz2fTk9GQ5N/Mybna/m8yH02Xp+y54z9H5rgfGqqwhxvXDtnnz1pZwcjY/PZNd49v94LtISJOqLutJP3gfBhGZTieCfdfv2jYUrpgtJoZmhTGljd5HTuB7T0iIkJInpUglkcH7/SCq77zvh9Cn6LnbD82+izEsT2fO2rIgACbSzhruISUUNikmEp2MHYIKA4WovAfk1OxTDEZB5WjWpV0c0pCGdtuLCAKHMMym9c31xZ9/8RfXFzdloXabh75dW8Xny8m26WJsNCiShBzryRTIDgG0SoRdHFIcdPSKI9SVm9bYbEOKURJx1Bw4eg5dUmCVsSD+9t2LzXo1n93VxYy0LM8GZdRm5Xfbzc2TT2+uP/+LP/+L9fb2uxdf7rdbjinyIDIUthxC2je7t+/eNX2rDE7rKegYpEdtAGNInffNbLJcLk/iEJCSMgZQQoo+BFda66wr3Gbbrrab716+ujz/0fnp9dnZdVXO3ry+3W1jDEZhGWNYrfj+frXbD9ttf/P0088+/3OEd7v9ixh5twtFLXM2LDYEbJoAqbF6Mjufn13I6nazetjsdu2iN6ZYnJydMIR+aFabu/vVu/V2FVN/fjFfXlxVEzf0lKPDhj5ELy/v3tRVcXIyJeVRd0hdf/sAbIfOvnz9ErUsz2aL2Yn3bzarh7aNxhTLkwoGfFi9/Pv/c/3yxdfW+bNLNZlZE+0AKsQokLRWWpda18WsPr+on9ycVrX9r8N/XT9stpvv7u9rhDtr6+Rtu8e2EeuUUnul/W63UQpOTk82q9j73Wq97vqUNEgBs9kpAQQ/WGMTkwxDk7bIYpDWq9tJbWeLSTu8fPN29fb1a0LwQ2ddm5j3zU7b3cWFiX37sH/dhQeEpAiBmLQYo6yprDGKVCADadL1/PVXXxI+u7muri8/dxarcj+kPg2BjCHQVgbNfYgxxRTT6N9GAhRSWpfaXF0/uXn69OXr123fT+fTp0+f1pOsM6yVdtaWAPTq5euH+1uQ+JOf/KQoi5QijM2FGGNTSpvNpvcBhZbLk5unT8uyRBllY9ZoYwtAQlJlUbCEyAMCIB/8yY88J48f+QSglBLIeQzOFYXVACkKRwWgdFIpgSSOMUEQiSIZvqKOsqtMMSDQZVUWhSNChQSiWSIgIeVYYmERyBlOkHgclmf4ZCbDq8gpoyMPpRggyuhcUqQybkUpARmGITecLLJvmyEEUsboDLBQzrjCWWeMVTbXuCIMKUnIE1+OKZmjo+mwqcutFBE9PDy8fv16v98vFouTkxNrrbU2LzeOoUcfFEMfMjyProZDUjGOAi2kA2AzipAIJ0mIQoQgACh0MGIdSnccp/4HbD2RMGsAqKoqH/xMSowx7vf7bLxvum7fjkkMGVzhjHXWGmOYU/7iFMePXGbDo+f18bdQymjnsptut29u7+7vH+6RqGn219dPrq+fTKdT772wnJ7OZvOF90NKfP/wYKwty2oymeajZouClOr6vvc+pvQ44iuvYMYdM0IKgY5WRDxU5kRKa21NimNSPI0eDTgyC4iU1iYb5GJMGeR4yEuEY95gSqy1JsKjHu+jZcT7yb78cB1Cj6o5TikKDH2fMRr5O2doYQbtDMMgwu/9SVlfByOW50iASCmGmAAO1NCM8LEcY2C2udkDZgFRiow1WptxbwECINpoYVHvo68hJQkx+hhT4mP3kttjrbLvVeU5QrPbZ2lx37VNs59NJ6dXV977fJLks+4gE5V8wLXWzrl8PudowdwXpZS89/kk7Pt+NpuJSA7wYGEgVFqxcOIECEorpXUIIV9N+V0cVwE0rgFyurcmJKW6tvmnf/rHtm0uLy9//vOfV4UT4aosU8hpjWPhdziqnJjxPUEweyETcF7gHDLSYbRK5pMIKaeYU+45U0qINApFE3PifJ1wSgrh+1zfj2YEiRMqKssyrzTrul7M54vFYrfbrdfrMU/FOskjJEEQ0EqNl8N7OhS/J4jiOP7Ix4qyzDg7qUDkez2nfKhhOxTCubUT/kiG934jjIeL8niJyGP9YJ4KHYxjR6075jcxdx9Zm/2Y1AEfr17+oBLyB1x7fzg0EPQH00wkfM9sfP/Kk7AmRaSOpi6lVA6AT1HIjGF9/+x+9Ade/L9W9flv+pGHMZnPqbUiBGCB9MFRO05Lc+gHEoWcfyLsnMuJK3lIppUCgKZpNuvN777+2hX2+vrqJz/5yfXVFQAzh8l0Np1Op9NZUVbGFjKORlBrQtTCkh5tn/9/8sEsAYkBE0sQkRBS3w3FRXV6enl99fz1yzftLqReaf4RxGehvbSKAW+37YvV9qtqefrJp8vASqQjHD755Oz2dvPq5dfz+uzi4unTm8niBKxtQ+pfv/79evOu7TYx9cPQhZhmSx5C3PtvqsV+cV59/vlzV9jaSa19014jekuSWIXAKXjnBntaWFe9u3vbNvt2CL0Hbft6ug3smRIadLa2lQGC24f7oNq6mhVONV3cbaMIUEFGu0kxS9ooiHO0zDFxF2PrnK3LIkSApIS9M4s4SNvs+7YFgWm1UFdFkoRKurYLEgANgBHRIQon0+z9dtshmMKYOEC38ykMKcJ2xQ2G7brXyqIp0dSzsujQd23X+dYPISUhFDU1k7Iauvbh9s1OPcQh7He77WZVGoKq6n1yxtXVdDKbpMQhDJAk8qCAFdFsOpu4elrZWUUGV23zbr3ac1Rgi6qogOPq/kHbarbQxpkUQzOsYujS7JRQgvTbZv+wDr4rY8BZffX86X8z27zdPOx9+49d2++b+5i6y8urrvNv3txutxuyqp5MnbOgtQICSNaWk3KulXLaKgU9DzAEEdW2W5FQVVYAtru2aWi/w77ZSnhxMnvlzNnT6yeTYlnaebuLApQSb7dd4LZr4+3tbreL09mPZ7PPNltbVTCbGUCvFHUd2KIqy6kfuvvVOnJMHLWypgAysQ/dZtve3gVXVG3njXV+iAmCNlBNK21wu12H0GvUHPnlizfr+waiEkar1OC90iH6duCd1oyyGbq3PoTJrNCk3715t2/2VVlXpYvexMFW9qzZ+Bcvvt5s3zz7ZHn15CzBQ9v6tvEMUEbP3KeUQjv4vvX9W8Ld1dXCGT+tA2F4++b/2m6ctSVwlYYyeNP5Ybow05l6e7+9u3+zWu33O9m30Th7enHaxbT1XbsDrUCRreezyWxaFROjjDOGIJ2fFwBt67+9vf/O97tI6zgkQl0UOqWklSHA+7tv3u43t/d3wsloA6J87wlVWVSlq7pAvk/77WAwcuLXL+8vT7fbNZwtKgEFBIZIsAeFAFpFUTGCUXkhNgbVAMQIpLQIVFU1mUyn02lRlVdXVz/92U8vL66KqiJlOJFSNkTmBG3X9O3+9Px8sViw8DD0eVRf1zVzVukbBKrqyeXlZVmWYQjDMCgCM8oSNQD5EJEYUD12leQHFh3FDUAHSwYorQVRa2OMTcY5g8BRUlQImBKkSCKik3DkMY+BAiil9fEhSESa0B4cYloxEbMkwZQg5ocAEShFxiAqQtJICjEkgRBT4siBUVG29+DBE6Jw7EGdK41xWmkB8GEIm+gKt1gulmenfhiatk2JYwwhhKH3bdMggjNGAeUQrQyxzC6jXIflMfVH5pNcsnjvV6vV27dv37x5U1VVDj+o6zrTBYuiyIK08XAbo7WBMaB8nKuOMVUgMUke0wMQjeAHHoaQ3UQiKtcXLEkYGPkYhx1jyMVe3isedg6Qd715/RVCyLDNvIo8OTkhos77putzAG/btpvNxne97/vtdiuSvPft4SNDyHMLSo9wKfms8GEYhKuqMs5WVTWbz7IlLDcDTdMc0g7Cer198erlZru9vrrebrdKae+HQx5D1TQNAuQuIsX0mGsgzFkM+zEaNKWssy3KYogxcPIhAKAxNjcsh45LUpQDf5JCCFqbXGHjoRY6Bq3llSaNvfUfl7999JrohzR7hNpqHWPgBJxiitz33eC73qi+L3MQ/GgHHU256jEjZgTDJs5fKTlQL4b8hxin8B4UOI4kMpg/xmiMnk5rUmSM6bru7n4IIaSYMoa9bduh7733x8QFBNBap9yIem+0LpzL39sYfXp6Op/NnHP5vxxBL5kHcYxSzLWl1jrXh6enp/n759j0y8vL+Xxe13X27HES58rzs6IoSgTKEM4Mhs2Z47lpPEZG558FAM65y8vL44W53W6/++67f/iHf/jrv/7rX/ziF87Y41uT/brOueNk5Nh1jDASkUfzo4NAbxxuSBoRhswygk+stTn/PcaUYT+TySQPelJKIqyUBuQ/Ktk7bFxC33daG230J8+fx5Tevn3rnHv37t39/b33PmWyCKrjKf34I8ao3ndKwMIhxhBjilFre7yC5N/ONjbaeEcz9sdOsY9ajCNU5v/zel0DYIophURKHy9wfI8LGU3hgArxsCeDlAMoP4ysGIcNeJRwIHKGmYwTCFYfrxwPDKd/IZHlD4vpj4vJUYqK9INhiEfH+fe/Qz71D7Geh701KaUUIJJQSpz9nPlfs74lLwDzGxyGwQ++qqrdbpfvVr6Pu92u7/1mszPWKm1BqYf12vc9HgYBwmy00oo4JsphUo+WcdlO+fj1w6MQ2H8ptzNPJg6YTYJxVY3HXbOMvW4evo4sn6Mo4DA2YyBB7AF7gT5nCwmTMVVZhkk9U8oSFk7XKIu+KR5u43RujBU0uy6+HDhMXNns14hpUjjnitvb2xcvfhMu2vPL2fKMNtvf974Lsb9/eLNe32539zH1AElpen07JJY+3F9cm7qeLM4UkVgZMPXR+/1+5/vWWccMYeidYyQwhpanVM4XQWoffT139aQGBVGapm8VUiQXIUTmiCKidru+aXrfijEQ+rhd7+3yhMBqZRWZvg9904fUTapiMV8QmRRw8HnrFjlFZ61mVcjMmCqkGDkpdo5KUFXb7HwYyonlZH0X1w+BgDodW9OjMAI4a5sdzaeL89Pry/MbUPvGf5NSuL17226/02hFYcJUFaYuCwUIKXb79db3cQi+73zbKU06sRGtRRXa1K7c7XfRpyHCZFKQUIwsmDgNKDyf1U+e1IOffyW3TeNRMREgECferEOKuqhU23hC0QoBBpbIspvOrDNziaeFqxCMorKw88LOFLq28ev1pve7mGIMse2byUyXk2q2mIgSNBq17UNbVZOzk7OqLDlF3zVa9xx917eCUensGy9ipF3XN2uaVESLKkWz38UHu9ekhh45Wuawa9O+abthN3jZbmLfow8OcGrd6XKJZOrV+k3XrYe4PTkvtTHT2QQgaAs+7hgMoycTtE2CacjS3hTSIEBUlE5bFIhDCGHt27YrbSEBUwwcB4mKWboOXAPnl7MkMbRd13kNwZAXSH3frzcRtgkVVcU0RbOoTqrijKP+8uGrN2++Y2ialjZbm3i32/tmz64y3vfr9TtS1oZKDeZut9J0i3IGvHEmEAKw7xpptoQwraurqj7dbDfrdeqDICRrtbZqiA0guLIgxTxI6GXPLaEQptD3EkNxhkq7GHZx2LM8GNNrw5G9UOdK7xxVrnB2sts2WqMxIqm3ephPefCiUBQhC2pBYkl+gOQMkoSBKSDwpJ5MqpnRpYghNFYnxsgYGLJUgBRoGoPLMneFkJSKAIAxsbHGWKuNVkoZa4qimMwmrqgEKAZRZJBYGU2kAFFrW5QlIhijU4qAOWgHyqrP81ilNZJSSqMdAVhjhTRm8h0zF0AgYSZRCQsDKX0oDw5tFULWY5I22jhtCqUESYHShCIpIRuUrOeMScUkGEGBKOcK6wpoff5eWo9hXPWkQom+Z+ccqgRKMRIMKSWxVsUkkTlGqARCFLtvm64PiauqpswyVQoRWWTwPq9rprNp4cqcbRBiTMBKkXGmmlSnp8sk0rZd1/cpsYCgSLPfd21nlM7ZaM1+773SWj1//snl1UVdV0QIDB8Z7T4y6eX8sVwv7vf7jJrIZr/sPsp1pDbWGGeMmc0Ws9nMWkOoMjQykxZIvZ/UH7aslGnhR9waovroZaSUcn2ahZ35JR1ZZPI+gSnTKIjIjDkBxtiizN8hr1x83w99XtqEYfCnp6dFUeQQCGvNkVXDj0iJRJREQFKK2ZRH2cqllFqt1iKQD0smbuTOM4RASs0Xi6urq6Zps/ZyGHwuf9u2vX+4j0M8Pzn5XnEymn8OxjbAHI8OuYiPh+RJzCnUh/y0YzSCzr/L43dwvCQeGWpyrZNS0oR/OBr5uAnHD8szhA94Nm3bbBuvEGMIMQQkZEl91zb7fRiGDLHMDQOqsf1gZkgIeFjuAQKitRbGpI3c7+lsIiWlMvbm2FNprbPQNzdgZVGIgFIEIJNJXRTjNKTv/Waz2Tysu67TSh+8VZLBc9npRIhaa2cdAButq6oqyzKnJeVeiJRikfiog4KjBjg36ojamNxvxBgFQGs9mU611llNmpgJKWfrhhAfx5ak9EFa9+EP72u/zJPP1eBvfvvlr3/9m7qefPrpZ8+fPx8XgAIhBKUVicr5hMd9eN735qnRcYma7yeIZG1BpDIZVQR673e7bU6AAATmo4O3F4l5gZm78VE/eWgc80brUYhfDmkcdQuJGXIfCSAgiVkpNZvNXVHO54vZbA5Iez/EGMuiEIaU0jHaUefQ1Q/XXBlkxcDKaB05xsiM8j6/5YNm7KhwJUWSLw06alrftymHvlQd2T+IfPwkAMYQ8zuS34hMVSXCQhdKYVEUB4rt8YrDlBLQmAN+iJI/iCDoEYoT8DEg6sOL8f1ARkD+8H5vdEejQBhCGAZrEUnnoyDAmUwzKj2FEQVJODELowBLDhjIz0kGFCA6gHFybvsog+TDdluE4RiQ8YHi+1Fc0p/mSvvjX5R3qcL5gS6H75sfPDD2V3y8O+Q7vuT9nshxHPj+/nW4eyKhoM6xtkdZyxgwehhEWWutMSEEYRmGwVpbVzWnFFJsmmaz2eRQXAYMMfphiDEOfT94H2JEkKxFJiQgAeaDtR2OV/V7rNmHwetHJ+gf7f3GO9Goxs4KJYoHmT8R5fU9EWZbC+THGBzpxsfzj1FFllakBRwkBxejJXLGlGVZWavKyi6WU2tdCLzeNPVsWpQwnSOaXRTysVxvXjNLmiwLW7XN5v7hVVXpKDe6aL/7p1/dPdyCMClo+81m9zbEVmsoa3e/bgGQIV7dLJ0rBLreJ9/32LWb1ebh4WG72948uXZOI8SyBKEecDi9KrU9IW3XzZY0VXXBBPu+86kzoiOWopJSNnLyfdw1O991KaImGrq46rdOtaW1nAyH4Hvfd71IolpP6mlhy5ig2Q/7TTf4qAjn01myGodahahiDClVthYdIjer7Q5iMo4ArHDiWBCWkW3spWtarfVyXqFMTxaf3Fx9+vyTz2Na3d7PhtimQb15+c4VFikhpcKq0proA6YQot9u7iEljglS4kTAqEFjRAkMkSGlGHjwRLVDwDQEn4boY9+hM3h6ahTNu2H/sGoTsHXeWWOM6psuDuIaNcTBOpICtCJSJGiW0zNrnli6TmESY2qbDkQ7WxXFNEXou9B0fe87rZUt7MXZvJpNrXNt6EmTLpXsvTVF6ZZ1Xfm+afetMITgY+pII4lG0NZUKSrfDdtNmBTudPlkMb9AsQ/3e6t01yRgO3Sh2fF6l9p+J6xTVCIuJTcEbd385LQoJ5P71d1qvRfclZPT6Ryns8oVLOJFfEy9YDKO6wkqUsboonLGahZBhdpYLappd13rh751Vg9FMKir0vCkCJ7bpvM+dZ1Yc4JmGiV03dr37K03NvW+7+OAyNPpYjqZ7huZLU8/efrj16/eee832/t6Qrv95tWrwVhpffA9FZX1fhiGd2VZKJpasnF4t9tsH4od5OKDlNPae9+1A0ia1ufTafnyhd8+rGk3uEqm0zoyrNc9MyGa3jeDR4nQDy3LIDLsdwPwtrTeqWkIbbO/T7ytHVYTDdIZE4tCaXTTelK6GWFiZmvQKpw7Q2X5cN+jaGMKFK2NGMHUeQVqUlhvAVGsMT/+/PnzZ9fz6SSrPjSpCKjV2FMpFAVaQJCIhBOPWjRSIIISorZGG01aAQEL54w5ioEZUxImiFEiBxZ+XwET5fEwqTFtTynNIgoBAENMMTECam1EkjDzOMJSxmgkzgY5BgRhRZQRcKTN6GI4kk3y2kCQlNHGKm2JRGEiyA+4RCIoDByFVUBCAUSNYMqyLFwBss1OIa1yJrieTqflu2UzAAAgAElEQVQcvXA0xuiUVIigBqKQWIx2iSGkFBMqbZhJmQ0oCpEvLi8oQ1OUyqXDZrNpm5YIp9OJNQ6RtNbSAw1AipRW1unJtFbaVJN6s9sRojG2sPb+7m718OC0LZ3jlPquY07GqD/7s89vbp7UdZHnt49rxMfk8fzJ/X6fh/S5l8j7hONS4riOyJVzWZUZxzeZTAtXOFfUdZkRLNYSoRotNIhEKkNH8zucn1o5IGoU9b2P+GMYzUcjHub4ZD/8r7EeOTQjkpLkcjkXZwBwenoqzFkKNgx+GHzf99vt1vd9blyzGC+GcNQZHqspZgmZBCiQVzq54z2aQbTWhKqu67yVLYri8vLiR5//qGv7HJp3e3tbOBfTkI9nyObww685TmePIYcZ0CqClAnqI+dz5OIIMMN7jsLBUKSUTolz/znu9HILTYiCKY11RT4zY4wMx4AS+BB3/5FhCR6ZG8cX/Hh91O6b29uHFIYcEKkUHZmruc3u+y4rrTIacmze8LB4JCWAgKooS5d7ubGC47wa1cYe13rHCD4WyermvHAbXyHCfD4rtNZai6D3frPevnt3G4bBzRwhJUkwZnKqHMFOpLTShXOJY9ZAG60JKcXEICzyWBN7PKrHYMbHh0hE4uEz+XoZa2MGEDjKQY/nFRMgpuMSIu8SHmczPNop8W63+/Wvf/3i5auf/+xnz58/n83mw+Cz7C6m5KwFga7tRu48Ud7yAeZbG4HAyHhCyqedsS5zfZU23vf7/e7h4WEymRhrs783hNGmGEKMKbVt27RNttfiI7PW4wSC0RoINAagH0zIub7O/XCIkZQ+P18slst6OhOkL7/5ZrvfK605siThmBSSOrqfABTmM0qIiA/dsNbaOgSgYUjwCIp/xFce6/+UkiJiFGZWNCoCjouQ/HYd1emP382saEhJmtTke87IDlUqDx3qqhKpp9Np1p8Kj7em3DvgQecP+AhjmjODHpn18Ngcvfde/quWlAhaGMIQuq4LIR4cCogoWpuMI0ZCZtT6oMhOo92XczY7I7Lwx9Ju+YA8iaAUpT+02P1/Ec75+Pr5U+LrjgkbKaVHYpmPmS9HMMBHzZ7WmpFBJN+/EHHkwOKI/cxjuSHEzveD9/vdbrPbdW2XAbv3k7t23zrrmmEnwtYY4RRCyrDQxO8dC4+V4v+K/V42ZqTRJABIRKJY+LFaB1EA1Ki/lRGOBGN1pbTWwiGF6MM+SesKUAQICsD5DhS6i4vz84vJdD58+snJ2UllrUUW66CoJ65+ev1kWtXY9m3btau79de73y8W865rnz67OD2rGHbfvfinb1/8+uFhZXTx+eefF855H0RKZZMrsSgJCRhoUpuUZLfZvnl1F7ZDxapwOJ/NlstyvqgKZwGmQ/I+ep860FvQXVJuiG3w1Pih823be9BgKqpmbjKfEFar9aq99yDa6sKoSITABKKCjxB9CiEOUWt1fnppLRSF4Qhd9Mwgidu2ZcbZpF5MZ33Du4fEIoaURqMdNX6z2+8ur05RixAzm9PTaja5Pl3epID3d6uvv/pyGLwIfvHFX/7sp788mV9uVl27BysnxkyWk935ybUrYLoo6tr97uvf7rctxjifOGQPqb2+vNRITdPttn2MJKSbtrl7c79erafzWoMiUW9e7Y3SpXNJAwIaDd4/AJjZif1vf3nWddx7HhKnBIFh30JKIQ6MpPs2Bt9dXuDVk6ez+Xy34ThMlFQgFUBYrW9PTpbT6fT05Pzi8okP2xAbpXmxnJ5fnZ2cnaJWPnkdbJAYoQfoN5tVuwJtcAhN12xS3GvDZZlNRMiMShdVVQbPd+nOmPLq6vqLL/5iObuIfeqbVmvnfby/3wahqj7frPfDMCC5elIJGO9jUVWkC2zim7cv7lYvpgsIUgpawJjEc/JE4srSGIUk1qDVdjabzmcTJN32g/e+7bqmbZlT3+2Hvq2dG2xwxpyfn5wtpGv6F9+9GYYhxvbFi+9Ozpfz2XnXcrtvh/7VJ59dGqciQ/ay77bNw7t+UfcQ4c3L122zXcyrxUlpS+n7EBhjIkU2BiICZUBgIOpmE/3pJ59VlUFMb97c9UPS2hZmgaA4SvD9dr2Jw5sX330nKiwviswsUAqXi7kvVd/Dq9fvtJ6dLJe7fdf1PYA/WZBWm912uDp/RtgOZrOcqdnMTiaGkybSCLrZ+sEnDi0hKIUaBIApghqAmzidTC9Pz8vChtD3vgGDiFoKtSiX1izr6sls8meXZ5+dzJGg7T1730doTJGKChMH8SAMnFhrjWRDSswIgNooRIVKOeecs9aYUVehNcBoIMn0+0MyGR/G9qOJ5Wh2ijEOw6CUBoEkI3OSU8r2bAEmUNnLZJ1NHCIHBNKa8iiLFBChNhYgP6RzDgJZY5QiTqFvm0xU0doYbQklBZ8iAkdEUmQAtVYmMiTARIVxjrRCrSTEJKy1U0ojonVOOaM1AUA/DE3XBxZSCpEQlYASQAEloIaB19u9UhoVlFWZIZnZ5hRjMEZro4mUc8Yam6uNIQYAYEkxhhgDgJBWWjSA5FxvrYk0VVU5n81PF0tNBCBh8Jfn5zdPr09OFtaYI3Lg+IjJJVq2J4UQbm9vf/WrX2VK4eN+76gZy9UwIjKjgC5ccXPz5Orquq6roqjqejKfz+q6LstqMqkmk8mkruvJpK6rwtnMhVcKmSVJYAbEcW58rO9zG5azFTJcoChc7hker0GOZdbx9QgqIJWf1GP9d8gH11qVZTGdTk9OTnK0RubLhxDGRK/Do5+IfExD4pS9IdoUroxhzH8/Futaa9BAhJKYY1SAuXOIxuTCwHvPEIvSaq1BpG+7oiiyVg0UaKW0okesthH2FmNMwtqYxfJkt9/1Q+j7AeIwuND3gTlPNGwus48cEe+9tbnr0flicc4lpqP2L39GC8MB0/l9mN6h9UQgzFLGw051fHuOpVddVZdneH19LSIpRkQhpbTR1tqUktZquVy6wsWc8mwtCJBW2Q/JAApAKVUURWKGEZj0flWSu1MkyiVk5tAAIY3MjKQ0llWRrTdN0zw8qgljjCHExznQCApRP/q7cq6oqsoYk3xKkX3vY4hsOW/qBH+gyPwQw/hBv3c8Zx43QnlM8P1lBnKOsMgM2JAbibzEzhkkiJhB8ZvN5u/+7u+22+2nn376v/7H/7hcLFhAaaOVIkIW3XV9igkR285nG6HSJiUZWTUhsbArisIp0jp3qkMM4+JL5M2bN+v1yhgdU86tZO+Htu3arp/NZoDqm2+/JaKzszPOmZAgWuXtImfQbtbHxZRiYoCxUXfWMYvWuqyqsVPSxhgHAKvVyhbu5Oz0P5yf9Sn95ssvt9vtpJrUVWVI9V0Xh+DbDhITQsrrEBECSTIyQkMIVTX52c/+6re//Xqz2eW8AYkpggBIPqOIMMXge88EiHAIwABUSKSU1qS0CBLpcSeUqU7WiWDbtqenp5PJdLPe+t7nqya3hfmWUhTF2dmZUrSYL7J+OJ9y1tp80ibIo0c+yiqVVpDofX4g8/HE/tPjB/6QnjOfikcn20HBmF2YwhIzRxeRDzvfPCYRQCEUQCD1UYAefhT88EOImX+O5vtv2vh9+DPxveX+X9oufnhAj5i0D6/bR8xPFB57v3yzqOpqiD6EOB5nJKWoriqllDHaGLN3zXa73W63L158t91sh8EfHOGMOMbyHmBc8AFe5cNR67+IbfN/E/dmO5IlSZqeiOh2Flvczd1jy8iszOzaUHPDBUNgiCEvGuDlvCcfYF6CYPcQ0zVTPbXlEhkZiy+2nk03EV6omYVHZE13NdAgA3nh8LC0MD9+jqqKyP9/P5GiY9P6qOs8wnmgNBgIQQSO/UI4RYkU6nehqCEIEZDKSAnQI2YU4AgccXbRfvnV54P/N4Lrzz5bLpo5ivZTJiWTD3nQABrBGNLRrzfr4d2bV6tubg1qG33a3N6lYXzYbG+nKYnRVi8uLlaXFy/3+/dDuM+yrxtUhgVZK4aYtYWmrSev0567uJ8t5eqqulhVitQ4pu1DH/KkKjG1iOLIEVXOUU0jhQQAtmkbV1VKEwPnFJnB6IqD5JgzZ61JK2dNzQmmMPkxp5iXi8V8vmxqYwyBSD8MOTKAaqoqZ0ARQLYVLla673POiMrMFs086XqebCNJwhQmxIrZSW4ulxda1U+fXmuT3797K9m3M+dq48P0X3/3X6Zuf3VRffU3LyrntIF+fFAmGwMEqsRPdd2+rXAxb1aXM03aaUOsuy4NU05eGIAI/BAipODReyanTdPWVVtZR4DrzSbGhApsbZRJYT1OA8cIjCgsCApAoYBWZJ0BQU3tov3MonCugGf7nfTD5t27V/vD/Zs3P9zerdfrQ/BSVbO6xcWybRrLMgGTVgIEkDnHaA12fdxv1jFOwgEgEEWTQIRmjbHGoTLb7YFz5Fw3bXVxObu4nM9aW1cqCEgyiiiGFKbIhNo0WlNKKWfFyXDWx83RZNKB7OSaPFuYukVXFbIFjEPy0+RdLObk2Wx2vVpdX13nzCEGZk4x9/203/dVVYloEW1MRQgphqpWplZWWz+146SYJUYfQlaqfvbsZ+Ow835PWrQmg9XRcAWMIrfv3/ghvnr1PVH62c9eNHMb0zj6jpCMMVqsQiQCrUERoAjkNG8aV+kQJqOcdlRVtbPNNG6mcWibBin14yakvaIMwIAUQtd1Xc5GK+uscbYKIQzduqr86lK3M7NcQmVNZV3b5BgSCN1cz6xD4cRZWTOv7ILD0HeHbtjlFK1RRlVEWjynLtksNWJD1OpqSpzzFOOkdDKWdaWcIeew1hHzJk1vtA6SIIVpDIcUBYRcTWJsZoulqoEiSURh5JNERGlV2JL6mBvGMWWlBUqOFhanOZPCsy/uQ1Ybs1IKpLi5oFjlldbnA3rBQRwJ48eVk4g0MJc2nohoZQhR0RE9rdQHYX+xZpWdz1hXzyrgzCloWzEFSIBc5NAokI9pVcpqbQrYE5G0NraqjLXG2qqqrQKjFQujNowqFs0SIjOQMqQMgGJQ4xhKHqEmVUiYzAx0VKAV3w0haK2M1QXqoo1SmgDLDY/aaG1U4nTCF2QWRkRtTNPWF6tlZex2uxmHvp21y+WichbkyMH7i5qaovrb7/evX7/u+/6YPPaxGqVoII/AM9CkLLPsD71z267rS21VCp7ih6/rqq7r2aydz+fzWeucvb6+vry8tNac6N5ncDSeCaUf991Z5HzaPqtvjiNBeQS/AfxoIPMTzSqVlPbTKADLeNBoDQLnuSUiKotWABGvr65SjBcXyxjDOI1GG621tUYEOOeYUt93PnhhAZCxH+7v7tbrTTlKbre7fb+L2S8Wi1k7a+vGVY6IChKDEAEhnxxWIaYC5kGQIjK8vr6ezWez+RwA49A31iwWF+VkokgTJQBMMTOXqInCYoFjSEkZ9ZwEUGf/HmT+Z4q9x9cN4XEyuDwyec7axrn66c01AKacUopKa+ds27Y5Z0BomkafdInnwSwzJy5jWykneFXIiY/yEx6zLjJ/2v4u70NEzlmtDAvnnNQZcXSqwRSpVKYZJ17Gh1INsK6q+Ww2n88R0fspeJ9TOorzsITXffAmnUEf+Mh8iOfIxjP/44QbOSVy8ofXykfDklMi6PHej6eUvGMmCpG1drff//mbb/7vv/u7q4vLz7/44vrJE61USmkaR2E2Rs/mM0AKaZrG6WH9wMw3NzfWWCIFRJMP47Tf7nbtbDafzZumGcYppcwsSEoEur578+7dYb/97MWL46NBSulj4HJJQ3l4WDdNnVIqNqfi9kFmzomZj7kmpJAFUcob4Fnn+QFJCCKQco4pJc610tY6BDTGGmMQ4Mn19ayZ+WGM4ySZqfyq+HhkFeCYUnnD4por0+MQQnlgS5XFzJnPEtnSsjguHqcqHRFQWGKMkDKiKpp0pQo9R58HgNM4gWDf9wUxdR4yl22rDOpLD+h8Vj/9leScM4nKik9TFCoOuJwzZ4BTnayOOZxIHyieZ6ILioAAnxL8Ptgvf8LIEZGqajThByV6WQ3L8lc8lzEFrakErCt1fk5QINMpDlxphIwkj7Glp2JPTqGwj5eAn1R08liI+q9T6R1ZlyeZ62OuMR75oqfJ3VnoX3JAH70G/5InuQQ00HnDO0fQ4gfa7THFQWtTV/VsPl8ulyxpHKdxnGKMAFlrY61rmmY+my0Xy37oHx5qYX64f9jvd4jFMRxD8Ebrok9QJ4zw4930cevoX8LnxHKaIdLlNsUzUuu0pJbvn+bvUmwnQLrARcttSZAJ2RhQOubcpdynPIkkRJnPm8urql78GvB2sZR50yLrcZDDobu72227ME2xqtq6vpy62+06PmzugQ7tzDinRo8xbtZbK9lqXSNarWbXqy9Xq9Wr179///CnfR+tZe2SYOIcUUHdVE+fNb2O+7Bfb9+oOptGVW3OOU/7fr19YMzLqjbOZORx8qQ1KsOJBIwxWFlrrBOgcfJ+jH6KRtU+h+AlxGwNUaWUcWGKMYRhCDlK5RwCKbKElDmlKDmJUepieeGnuN93zNFoPbuwaChlJKUvVy3pehW0T7vRH6zPSBagAq5rR/NZ01StcaGu8/t374GmQ3/X7fI//Nf/pLKa//rfXF++UO5aO/jhx9/34zqEQWlnbUUq+2lqnJvNGqVAEzSVk4XmPI1DD6y0NpVxIXifc4hEqK1unFss5suL5dxZzRB3+33KHjFnHvrxsN3mkFBprVSttVNaM5OraL5wKeZun6fWVNXMtS2APRzut7vbvh+GYXr37v2bN6/6fkSs5vPVbIFNiwLh0B2MM1VTIzJCQmGjjKKc0jT0B5FsDVprOPE0gtOqdrXR7s2b1ympurpcLNqLVd22iDixDCyClEFyTllYWCgnqpwTTuPIKWpmrZVRigE9qnF1ratZdbEy84VyFTKT0S7Hcbf2gw6zpp7PF07Xq8urF8+e/fDjmxiTCKaUCyxQKSsCYKVtZ5BDGA4pDsbZujafvbzwU+zHeDhMAJgTXt08E5mP47sQJ0RtjdvvvFB01lWV2W7f//DD9ymky9XlkyfXQNL1lHLSRgMxS0LF6ignQkkcUoq+oAXEmZnRVV3XgNl7Pw6Hi4trgWEYO+0mZbJABtIxH8Zxl+LMqMpZe7W6ur976Ia765vq8y/qJ09rRF/bxpk2TZmY7KxZzJqUfTdGzjXa1qiVNW6fhsOhA4k0c0AGkDmxTDKzxqHINEamOPnYBx86apS14LTRFDD2/fAWoyKB2XwEsSTR95vgMwBZYxEvUVtLJmfIWZTSpJQwjFMobgxSx8W7nEdjzDEma0VpXQyWiCKYSYHSqqigFJJSmDKfsATHbOLzIfJMJjjTIM9+mFKJJQ6lbBQRpYgQi+FKBOiU/OY5akXCaRh9TIykjHPT0E/ez2ez2mqdDMdACCgQIVKRBSmtlCZSLHAKdrPaWGNtXddWoSoYMMDE0DLElFg4JdbGKe0AlYgSIVWAgcpYa5XSmTM+bsIWCKFW1h7dIzZpYzSiIEFRJCqlTrBnARQuMENNxui6rtqqbtuGczLGFHboEdfOxx3wXLydswqK82273Y7jeFbNfZxpdI5xVqiMsXVVN9Y6omOXJKW+xEw/HhA5Z5qmWSwWlxeL3/zmN7/85S+WyyURAYJ65Dw/n1vKblhq4LOssZw8y3CS+YO7rxgZiFTZqz/ZPU9DGHkM7CuDZaKSQI5FcHXMPBCxxoLSIvzk5qZtW85xGMZDd3j2dF+4OMMwdF03jGPKyRhT1zURHfa718zv3r0rk40YUz92GTIBOuequjZGK6UIkTPnnBk4xlg6vzEmbTQqIlKI4LRp66au6/li0dT1eDhA5tXlJbOcZoxU103BcpYYhnJmPc+Lyg9SbpsP1j6Rv5A59vGZ6Hj11NHucn7i8BEBvK6rBvV8NgOEEKP3ExFaY5y1mbPA+QiaU0oCUloziTkz00fS0L8ktTo/yI8sTI/ZQnSMQjEiYqzWRpHQMSybBQAVacJ07Hef0QbFAylSWTufzVerFQJyzn3nOTMK0CMayWOKo/wkYVweWZgevf7Iiy+i0NOE58OLP0Qxl6O8UijivT+SJLQ+pskr9fr169/97nfff//9yxcvb54+DTFmluCn9XodvK/q2rqKRWJKm/3u2++/99M0jOPF5WoxX9R1Haew3e+/++7VbDFfLhbz+Xxi5UMQACSVMj+s17d3t9M4vvzsJZ78ztpobY0OcfJ+t9s9rB9I3RwtbWefIUtBUxZhdvlFk1KEhIpYJKYcUxTElHKjivh5CDHFnJTWxljOst6svZ+UUs7a1Wo1q5pNYk0KhDWRsJwQT3TkP4GUgLTEOfb9N9980/eTVhZPo3tETDnmlDPnMjM/roogZ9EcIaWjEkBU4X4VzSlS+StmUUpttzuAfRGSlLq3jM3ODti7u/uUYlk3yi+/1HtyVE3wB6ZreZpYUk4xxhQDFnuwUnSMizwP1B8RPP879d4nutOyTl6urjQDsGSWTKjgZNAqqyczpyQ5SwETncoNZQwrRUqJIiHSzOlYEyOeasLSy3iEsil0KfX/XYz4R8Cox1POvw6S87E2+p+D3mh97mt+0v40xjZ1s7pctbM6peR9mCZf4lbG6dhEMVpdLhYXi+XXP/tyt9vd3d2+efvmx9ev725vD4ehcu48Si4zwxMxOZ+rzRNP+V8w4vtofWIBBcYYwCycz1dIa81y7O6elmPIKZ8bt5xT8DugEaib4u2727jv42yZFheyWMJsAT/cbu4f/vTq9d1nz59fLleVnc+XOWTpPQCEnEBS++bV9O7tkAGAgjLsaru6vrDGpkQoTfJ18hWAAlYI1rlZXc2nUGfec5wEA4gBQG0QQbuGqwXAmCYe1l06+PucZOw5QrDOaWtSwiGm3cEjVc41pKopBMasjAjQ5IGT7w5pHMYU+pxzjNmHfNgmrUNT94QmJ/A+RZ+maYwhLRazEuF6fX0zm82ssZoU4jCMY/A+SQSYQIPWlpT4cNCA2sIQPWB0DsZpUIrqpl20BtHv+65d4Ne/ePbs+QL1+O7um/v3g3Lpl5//6n//3/52dd28f/j24X7vY9lg9erqOqdGQahdJvKbzfbh9n1tq+XsarF46txVXfvXb9+PwSchYzWwAjJVVTdVpU3Tzi4Wi4u6trv9vh+nfuyNU1VTXd2gT4d+4JyVMbauG9fUAKmudN2Yh/X73fbb9Tv84ssvb25MU1sAvrt79+OP9//4j98dDt1iMfsP/+H/sM7/8OYffXif+JDDZB1ZZ5SGw37wgbMoP7HV7tmLuR+bvh+mYdJkjTbaKD9Gr8nMrdbGh2mY1leXVtsh8oPWg7FNTjJ0U4yD5HjE0QtEn1MATkq01trWTW2rSVRuML78op3CzFWs1SjZKLSL+ipWejRYWXO1XF5eLrtuv98M+3Z/tVq53t9v9jGmpm5ms0WMEYEVGJGc4hTi0Na1VlRX5tmzL5jV7jC8f78dvXjvb2/vXBWszQASQkohT0MiEk5UVfWsnT1/fsEMMXDXb4dxjCkhgtGGIeaUkYETZtKaLKcUc16vOyJgkbZdZMbNdt/7zaF7CHl4/fZPMVPOVLcV6RBziNnWDT19Mt9tFQgabVYXq9Wl6wf67PP64hIqF3bbvT+MGiaJtoQtr+8Oib0gXV3d1O4qJzv0Gx+isnh5OV/MK2fsdrMnUE9WV6RSSnG/vesOb6chp5StzbWZN9YZZZJPk++NaTjs/fCmqbhuVpU1h27H4FNM93ed1p9XdXWxWIUAKSVEpbUDJB+ZFCGBUmitds4V64TWBkEXYReRKkw+5hhj8D5672OMRMjMKUfmrJRKKYcQi6RCOJejOeeccxTJIiKMxWfVNI2ApByPlYPIMAxlADZNk/chxMQMsezCMdTOaY0Pd3cpDEZjiuNhu5mG/m++/ur65rpuqrE/pBhSCH3fk6CQzqCJNIAKMSFgyjCOflbZ0vVzViORjKPOWWs2TlCpzFkZUcoRmcyIZAyD1kaRLhdEaUPC57To4hZTSrm6bpqmnNp9TEfdoxwzfhKncrnKWT9En3MqILZyjUqg+uNtRGstDB+AB48S1Y8uR6Kinjofsj9xyz/edUrT/dDvAUWTLj63qqrKCUmklGccY9zttl2/327qp0+fxPjlcQzF2XNGZKIP4X5FhXVOVzoPqc6f9nyM+4RsSfgBmnrcZM8ZZfjhJz259OFYCyGeDSzHYRQAp5Q5O6PdcmGsiSGGGGJOOadzvTeOY0z5s+cvdvuDVtpPUwwxnzSf1hrBOksGFmAG4RwTn8YFpfCDUzFWtn4BAIbRTw8PD99++22JEYopYuba2py5bVtjXBnxtc3i/btb5+phGA+Hrq7r4i5xzjVNU/S3ABxjAODSVQb4a/Oky5UHliOKEMAYU+ZR3vucEiIMQ5cyh+DHcSxdG60VMwNSVVU//+UvL1eXIYSCgkyc4Rg2CCJ81FOfKvxPKrrjiOwRJ/Env+sUwrEnYq1JU/Y+9V2Ikcs9+WEMwnAytRAAppQQpanNzdU1p+ynqe+68lqtNUMJBJSfZJH/q6jTPg7KkgwAdV2nlIpquoQ9vH79+u///u+///77X//61y9fvgRUf/rzN3XdpBTfvn2DIm3bIlG5nQDQGNd3w+sf3262+5ubJ1999ZVrGjc2GWAYppR4t++SslMIpaQf/LS+v+v6QROiVlxmjHDMoPbef//q1asfftju9zc3N8ZaAECFiATM2hhrNABoY0RgHKciWVRG84mWmbIIppiScZaUhn1XbihjXBY5HPZ/+OMfHh4eovfaVW9f/1jbyhk7a1tkiT5IyqV751MUlKZpxjBl4SQMiDGnzXajyZKhGOM0joV9+sHUBH+ZIEpEhkgfNd6a4Bii2Pf9OAzG1WVOyMw5ly6MLU9T3/dliavrGkSKMVVY2rZ9HGRvjGnbtvO9fLBQQUlMVVqLiFJDfPsAACAASURBVCJUZYx0ysL5C/XeMS/vQ733WE78yXzvGDHyYTQuDCXStSj3EAkJAUFysb8LCxGTKqVdIMqEugw5ATAnVlpJyQCF04jskyCJc5vj/EB+Et6J/0oFYVG4H73OR8lizo8fSfnJn6Mj5BOVwsnneW4BfphPfqKu/DB8gyNV+jzRJFIF4lLW1tms9T5M0zROUzmU5JQAUZGy1rRtvbq8eP706Xq9Xq/X0zTtd7vtdmO0hlO45ydu6Ue29b+W11IQTGVAzRKYhQSkxJkeB5iYcwIQpNJiMMA6H4GtR46TsaJUatuozWEMP653r3f7zIrRzMgm0sqHzeHwEMLD5bKyNvv4ABAzdc2ySzHk3EzTMidy1i4WZnXl2pl2laprrRQIRBAPIcfs19tXSsn28D6kLuVJGwo5xjhkHgvyBDJO48Q+UDtcPKlIQybZ7/ucsiJwrVYGphggm7t1fv0mrK54NleurkFhGRSkJCnKNOb9dhyGLsWDtVYEhdU0BQBOIQEEzpASB88p7RXpumrr2iICkRPRMYooDjH54EPykBNw6g8Roa4rCCbjxEmGKXQMgZTkxCgJmGOctGZtwDplTN3OtK1hHIZ+2tcz285bpa2gUrqqmyWrMHiaPCwuLrSaOcOSOkld9hQZ63pxuXpqzTxnw1BfTFn7SUhsbXwaZdoCUmLygfeHSetRAF01b5rloZ+0bprZ7OrGAb17+257fz+wTKSNZtc0ddVY48jVs9jj3e02xm/HwT999rwfDtv99mG9Vlo/ffrZy5cvn7/4fPLvBTNpBkyoEpLinMKUOBj2GCOOvQhG48J8vrSmOuAUPUjWgppzkFwjOBEsCg3tckibd7d/un14abRqqovgpG708qIm4in5AD5OEUSItFLgDNVOJRmH4WHXvxHutA5KSZgm0a3TVfTAQTuaP7t5/vLF08vL+Tff/HHq/eZh9+Ll501jqiGIdACiNabExgBqFeMQfJeST5HEqqLtFFAIog3qLDHHQz8N42jMSKSNdgqJM3JKQYa6JleRtVqYmF2MDaxl9AGAtS3MkBLoqCQqn1AjJcz3661IJqKQEJFi9N20GfwQUtYwhAScqVaiTELjSbOzlSKbE8aQhYeuGxT6JzfV6tIZM05j3+287yMlqewVNEYS9D6gylVrCR0zxhRQU7usa1k0jTDEXTcdhmFmZ65VAlnrIuORnBiEFu2sreYaa/Ya2DpVO1NF390Ou93uzfLyadMux/FeIDAkZX1MjU+bqm4QHSkFTAKEqLRxShOinCBp3PWD9xGEUuJpSloBKeTMIXgALjKKIgW01qQcrTNaK611jHG5XHz55c+I1IsXn11fXVVVlVM69dMZRGaz1hidc6YSvao45zyOw9u3bznlkmSHgFkgJQZAbQyRqpraGjUMwyiJcxjHMPkQMxdGX4wpi2hjtFIxRkCFumI0T589//kvfgmmSuWdIS3mTV3PROhYjCAhaaVFJQGNSrQQEWpEjQmUcQxKK1O6zM5V2pjMGaDIYfFxzaO0KmeFc/R5iaou/VxtzCkrTEh9cCqVUWbxdxltCBXhCVBAKI+b3yfv+uON5jxmfAyT+Km+CEAQJaU0DMMRq0NU8O5l/IgEqkRLg+SchnGIMZYtCxBEcs6x+CeOPxJAicYrxIhSytZ1fQSEnrO1T9XghzA6Lmlh6aOdFB41hh/B9D6ifp8CfR9T2PHE8UdERSRGk0IHxTgni/k8rlYxRhH4/LPP+n7oh7GMImNc+hBiiJnZRp1SAJEUwsSZBPw0hRAK3y8XmCEIAGqjTySJwvrjoR/6fkicAURy8toYY2PMWply+hyGIWf23u92ux9//LFtW+ectW6zWU/TeCbPFc3b2YN0Lv3lJxIq+QS7d+ZoPkIbhBhDjLvd1k9hGLpjIjlzzpGFy8XWxiBCzinnPPmp3GQpp2I2kQI0YQAsucBwnkZ8JHeSfIaLftJ0SCmeR77lh4oxdofu7u7hsO+GYdzvD0Q0b+FxpDgeefQFG0tN45wzqgAhz5q6I1cR/oKd6bE2+PGF+vjQKB8XqD+l4H6U5/bxN8dxvLu7++1vf/vq1auU0rNnz7S1m91uej8pIhYeh4FTIqVu7+6qqlrM5zfX1wJw6Pt+GOazuTLmS/iahafJrzcbY0rEgvXF0AcgiCGEzWaTUnZNTUcY7NEsF1Lc7Xc/vn37/vY251wyDXNKqKlEHh4JgMeZ+VFXj6RCTMMw7A8HZiktHwHc7faAGFKq6qZtp8S82e7ev3//45u30zgpUufYPWesEQRmrSnHlEJsZ00GzlJG/VJk6khUMgJSzsJsjXXOWWOQKKYAj5QICKWfJQoJNZUQx8LaoTPyN+e6qp48efLrX//69n49jJNSSvjI5z8/O19//bXWervdlvaiNbYIDb33IlBEcyXHrKx+HyZyJ1oLIRpjKmetMUop+GDjekQhkcdaX+BCLP1Y4Aj4yX1H2hit8BjTLmXIXEq+InJERYQiyMCSgUVAAQgnySIBgRAiIiFpooKt1GA0qLIxHJcjQjjRRj8FbOLjqg//lUd/P0l7wJz52F34SYKHnOrDoxbhVK09AuDKJ6XgeT87k3xO1o5zKgfIh/fj8zC3VPaFPTAOYz/0XTeMwxDKRuVsU1fXV1c/+9nPpmk67Pe3d3fv3r599/bNfD63xozjWFjP5438LEn9F9R7UMJYC4BKFZe7Ip1JFTlVEduklImYCJVSWhkQm6Oc8i0QEZtGN627WKFx/RR/3Ox3+z4ksKxrUFmwYe5ZQoHyjX4z7Tcp75GScoTsYtYxOmNxeeEW13a5nFe1LsqpzFEgieQsEBnu1n/cHW61qmbzylaC2o9+nMIQ00jEnDEH7HtQFGbNOLtyqDRAmvaBmRvHrkKWPEwD8+zhHl6/Ki5/NVtYoXS0hDAnEY4SJ/ZDjDkoZYiUIiuQS3cs5ygMLMgCKXOMsa5nFxerAhcZh0SExtAwTvuuyzkIxoxxfT+gNPOZsTaHNA3TWmlvnNhK5QQoHH3k1NVNM5s3REBKkWbUmRFAyXw5t5Xtx6FOWhm3WF7VYA693uwyoKqcNDUNe+SAVNV6ebVarK6vnu23Q8yorGkXSwxNBqnbZkxdQh6nyUdA4If1IUQOIVeurpvLukla29nssp1fdIPad3J734dpTAKiqG5rbZx19ura9JR3t/LuzbvMmYXf3W27fqyb+n/44tfPnn7x9OkTorjerneHB+N67aLSIpzHIeREObdxpHHg6FWEbUj71fJJZWvFae1HjsRiQCKwQzFaG6V0ZrRORr959fqP16snlqqXTyrE1Lb6+mZpDR1G3k+D0l4pEchaGWOSs3ka9tvtu3fr7/tug3oAgRQZjNVWNvf92KXazL948fXXX36+XDTDflhv33b70Y9ZqKi/OOUEMWfxirKi5PsupRE4Musi1DvsD8w4RYnJkyJjoI/D0O04D8vFJVUWEYRROGfKKQ0ijMikdNs2xi5Q4W7fTWEgDYRIWiMqEeKoY4BskbV03SHnqLX2GbTWAnnwY8iJgYxhKvHcEEGxMkwqaZ0NQZrjeIhdt324Xy+WzZOnq9rpEFK/H/Yb9gehHNXSjELTGIfArkFb6RgzQ2BG1xoHrWAW6ffbbrPuOUFlKqbEHFylWtvULVWVHw7xanXVNDVkEz1aM6vqCwSz2z/cPbxnSKubm9XVzf4wCGaX5OqmCaGbxk07WzS1NrZOUbEgMhnjlCaAXNwdhZxWXCoAWpiAyBqDxIl901YXF4tYw2q1Wi4XRBSTd86V8KsQQs78q1/9kkhfXFy2s1YrxUbXzpaJAYjMZjOlKMagSyCfNsUN+/DwkGKqq/pieVnVNWmTUi4iTFLUNrVWZI3ePJih2yKhq5uqckh6GKdxmgBS7ZxRdKSOGiu6fvL02a8iNIuV955zSnFaVOb6orXWKWRW2VoRIkadkhCjAKI63gyIoG3FEIl0aTla44wzKSeAI66mcE2OUzV15OgrpbTSSik5QhTQWZdFrLXTFIRBO5swZU6ABdwvRmmrrTFWK61IKVJYEO34UQjQ43naJ4aCc71X1CiPtZ1lfFbXrm1rY9w4jmHyU4w5J62NscZoY6y21qijP0gJCCkkjSwZAeEYBQ10bnECFAVn3/evX7/uuk5Elstl0zRVVZ0DAEvYPRX2fBFJIqbILI+0vsfExWLqy2Wyd1Y8FuPfB8bGOTSZS6Mc6aiGhBBiKT9KKi9pbY0pZ0ultIiEGLtuKGVeyjwMwzD03nvvpxCmcRxjjJy5RMBN3htrSzM6pnjSDVUlxVnRsWkrWWKIRSwQ/OTRW1uNQ2CWvu+apinZA7PZvOu6N2/eVFVVchG3223XdadnjY+zRMICElSfYDnxL6g6j9HcAiBSDrCEx6N/KQNijF13YM7GGK2VMkZZczyUKuWcnc3mxujMKUQvgkTFCEqImI+1uTyWbn5CfTzXe598s9RkRTJ3pmWU6XEK+e7ubhr94dBtt7umbpgBC21egE7lrEhBtpPRx3isk/WHiugTSobZY4Prh77GR6XyKe9Ajj2PoyxF5Jjd/elk8pN6r3RAzogaEbm/v//DH/7wd3/3dzHGy8vLpmnGadp3w36/j8ETQl03fhyHaZzG4erq6ssvv3z+4kXMeXfo7u/vfAiX11egVJzioevvHh6K/KRp2s7HBNjUlQCUNgoLq+LsIkWoGDOLjNP4/u72/v6+6zqlFCkFiCnnkuuGSAIlZwGKEVRprY3JzPv94e7u7tD3hFjVtbbWh/j23beZ82J5YZ2tmubu/uH9+9s3b94euh4EjNbAMpu3y9liWbf9oUsxVNYG7/04Xa4usrDkdEyAO0ENlVJamzilnHPRDxcYrz+p04mg1NylvFVKGWtZYBymHGNJCRJgYgaW2Wz22WefIeL0//znrh/Kw3GC2eaCvf3666/btv3d73633++jSFXVOidFqh+Go4f5BIOMMRZv91GPcLyJpPx+67quq8paCx+KJzmLDo713oeQiQ9yyk9jGx7dUUYpXd7lEen3CAphlnxKHscPsezlRkdOZwO0ICYBkMxa65y0VurYaFEIOcP//xmDH4o651zTtG3blJLvkyfqk+v16fjvvw/Deawe+SSO9mwSLc92PrYVy46lmrp2zi3ni5RzCGGaphBCDDHG0AdPAIvFfLGY//zrr4p4pp3NNpsNIjZNcx4on2/uc0/urxG4ak3lVDRNXmmYz2Y3zy5iGsdp6LthHELOorVm4dJTVQQEqLXSRp80pbJYLH7169XTZwtbeZ/egT7oyoPWtnluq4XT6nJZx7SKQVe1Dml9v/7uYfNOm3i5qq1eAccwjqg32g4pcd+NnF1VOz9551Q7a7SmULGy3g93h+2d99I0rauNqWQKW8BorK6qWqsGdV3XiqGbZNcfBq2obevLm4uc+xD2XiKnlBhF5lXVPLmpZ/WNUQsUnYJPMiglANbqCmq3mBlFGHKytgJAwjSfMQBrrbyfAISIFJqmXlxdPlmtrpv2Yhrjmzc/KqVubq6QaJz8+9v3IlGImcB7hJymaZ/zYRz7cdwsLvTqumnqGgkg0zR4UsRZRNJ8WQHmlPzt3bsUnHXNcn7z7OWzm2crbdF36TBM189WpqWswzRJyv1+6Mdh1Czzqv3y5efOVGMf7h72WcjVszEEn0RZp6tFxaaWyNiTiNEqxdgPEXCYNS3RbLVykw8PD8N3rx6ykKvq5ery4WE3TEPI2dXV5Wr15MlnMYYKok2pbrTn6Y9//P1/++OrFy++/vf//m//7f/0t4vl1Xr/8B//4//5hz/9X/vxVTvz7QycUznpceDhEK1244h9z0+evJjXrRhd2QXKLDt0us+ChnRMQ06SEz17+nx1vYhpahrj/TR273/72384rOO75xun5z4My0Wz395P0/043iqttJU8AcsA8AC0z2k/9Jv9esMAcUr9PixmSwG974Zv//iucfNf/M2zz1989uzmaVOb/+V//rev33737Q9/+v67H30MkWNKQbBM3yefBmHfWK1qQK2Xi8XqcrVcXEpGH6LARCimItfW5NJ+48YuOVvnJOO4F07GoNY4DgfCQAhVNWeJKY11o6eIUwwpg7HorEEgREe1SxEcTZqiRRNTkRCBaMgsmaBpXVWbcehCygCkdYOYc+LgRQE4oy8WVR6HOO3aOq0um9XFSmOYkk5e+y5DsnU1s8r5MQ3+oC0oS97nfhhny6qez3IOu33ad/u6Ah8hZdBaJ8hjmpQGBCbIi9WSlEM1otExqZQ0YWvMUuv63fu72/v3h2F9sZrFtF9vfdcPPnjj1PLya6UJBYaxt2ZetZUinTIVyxUzsySl1Gw+f/b82W9+85tnTz+/uXl2ubppm9Y5pw0aKwLx5mrx5cuek/nVL39lrfHRT9OQcy7x2TFG7721ru+H169/ePvmDeeMiFeXl1orrdX11eXFxazsYjkX04WqqxoBnz19hkjz+WJ1eVVVDpCKGlQEjVXGFBx8JJKqtk5TZZRREIJPOYpk4CyZhfNmvQHSxk2gm34YUk4ppWY2W11eLNp6Na9Xi2Y1dxynaRom7/tx2B16JDVNU0oZlRYgBCKtlLIQhBlSEjoSBRQhlDOK1qK1LkKbAl0sBjOtrdbWuUqRLtOOum5N1ex2h5QPmblp2hRyjqlkGSPQqUd63LsAMKWMyGfH+yfW8TPDprQySzx0aXWX2vsMMSeiYfKkzcuXL3/+i58/f/6CkLpDt91ut5v1w8N6t9uGEIZh2m7DMAzOuYuLxfPnL5wz2ugsiaQEPWv4CY++TPOKk9B7P45j2enqui6s1yLcbZq6qmprbbHGaV0Z7c75AXzMNC8CRTr/C/80Cq/UI2VQo0vnWo60gzKOk5wEMDOzcIGyAsBiMQPBnHKIEVYrFmbmGH0IfhiGfhimaYohKKW898fJZ7ngRIWgGFNKKRljUkqcckpJmLGEm0OtSTtbl5PkbLZAhBC6YRiNMfP5HABKjTebzcrsa5qmh4eHGMPTp09i9ACi1L+gB3/m7J1a3keRpHPu+fPn16trBDRaHzEfmrA0dKiAP7R1jpTqx/F4o+hSZZPAMTnt2FlAEWHkvyCexI/x60QEH6dwFZhTjEWmiDnJft+lEIdh2O/3JcVbKc0sHwRcZWALCAyMkBLnzCX2TSGlnAT/Al7wX0hS+KtNSXT8/GWaNAzD73//+3/4h39Yr9dPnjyZz+cPDw/WjTHLdrfhlI3RLLjf73fbzX6/BcQnT58lBu/jMIz9MNZNmzNoa8GHxJJSHqep0PgCAxV9OGnhBIhZuChsldbaGiU6pbh+WP/5z38eR18+0ln+bYxRipRSBCw5ncycyjgUkf1h++13333zzTfjND199vz5ixdx8t99993f/6e/T5n/3b/7X61zh8Ph9evXt7e34zje3NyMQ9/td+/v7n/+1d/88utfNMb+4b/9fjdNVuu+6w77/Rc/+2IYh5SSsqagmEsv7Hg+V0pAhmFYr9e73W42m5UFrjy45WsAVaSVpeOjiUBrJGWNzSJlOc0p+XHa7/ch+KKPeMzyKHfpfr8fhnG32xVIjCCdUcbnNMWyJDrnxjh9Ytc8B8Xl059HZtC/XO/hsecin3BiP6n3yufUwlk4iWQA+jCpPk7m6FFCARzBjVB2hcJvLFBHFM45pqI7Z0XFfag1nTsr/zSh81/92fhkWQbBMr2dzdqLi4uLi4tSLCF+XPH9SxTYj/634uT80Pk7rzJHaYRComMpfoqqkA+gT1KKyIgYrZ21pe733hdHxBmOXCIBy276OKflLON87F3+Kz/9o+j28h+X+JG6rpt6zgw55xiHlH3mYm6Rsxmy9N5CSNt16Lop88xWMoQeVY9C28Mro2Gorzeb+747sAy7XT9M7+/uflxv98ax0nF1OTPGU9642X2ioaQD62CbujG2bWo7ax1zUCoqpTsKIU5p8HVzubq6ni3ah827cepEMmGjdWNN3bZuDLg5HG7Xe4C4ivnqukKtUgACEQVkdAzSNLPPP7t01cW8bWeNRjWFnAQGzp5Fga6bquE8cdTWGRFkFlKYs2SOqFgrslYTamMVKJotlrPZCmQcxleEfHEJgMmH6IMfxp6RdaVBGgIlophRRCHaEJL3KUYGOOY9G43GgFLZh0OI4+THyl4AYhaa4sHHLso09GHwkzZusbweItzv3oSc/TRy7o1WVjnjming0I/7Xa9dY5VhpG13mKLUc2WDoDbGzV1WyKwVskwh57gb37/fWmPrthWgfkz36z0QTSEZq+qZgzHGlNbb7c3Ns6ZdLRYXD2o/rd8A8DiMD+u7ELtx2j5s3q63P6LlmPskfcj9OHaArLUzug6j2tz5h9tx0aaUTQg41rkCInCbB2+ogTw3qpKYo0+ArBCIYIosyMZQSmKUq+vLq8vnlxc3bbsA1jmHcdql3LkqXLWSM09TnibWhrTbjNNrorGt7LK9WG/HOLqUYDuG2nlD6IyaNWbemsXMXl7MLpZz5gVg7vrh2+++8VNCA1erS1F+jIeu2wF5gqSUKFVsVApFSaRpDP00DVMfk/cyDblL7LNEYR0jq4IvJhCJfsqEubJORAWfJr9n6VBpUqFqlNKkDRFRiozIRNkqpVgSZ88xS1JKiQLbVNoo6BOpSBqr9iJL8iyKLo0SxArykIIhRgKtUFXaXM7ni3Yh2U4hpEkpqWvHkSWngOiJWBG7qjYWRXCzO0wJ6illzvd3h822v7lpJRsBxwxTZPTBoR1T7CYPxkXkrMN+PJCwRmU1OUcKJHJI4kHJbNkwpPVu2w8jogaa3d327UWuZ85YLSAhRGCFoJRSmRMACwApNV8snr14ESIs5zdtPTfKpSQxDgDJ1ah0Gse+77sw4g8/vEJCH3xKcbstGnjPnFPiviu+qQkFrLXz+RyYSzgBwlfX16ucszYaUQkgCJAiY8x8vlBKzWbzuq5LHrwxShsAQaUJEZgTKW2dE24NwbytKqf3283kJWVBBAYGgbputK20radM4zi9efvut//lH7Uxz589/dXPv3ZKnJLagAJGVM5WAiRoUBlmISQhYkERFKHMpPTh4mI1+ZRLgFXJWIOic8SSmCofywyxcIKBSuxycZvwiUZBhEqVYY4+Eve0kRMBjkrAFRQGHovw2ffyWP9STjN1XRcnGBGV2OUy3Cvzvccln1JUN9Vqdfny5YvZbBZjGodx6Psff/zx7Zu3XXcAkGEYvv32W1LYtPUXX7y8fnJdVZYIC+MAkOBjN1ch9CilisJts9kUL80JqHbU0BUUdhGOllp0eXkzW65KPlsZAzpjrTElrZsI1ElCRkTFD/IIxHhEwpYqsdR7ICL5dFQiLLl8x9kg50ckwLKXChKUwvOY3FXZnOv5bF4oL9Pky/ixXFhAPKrmENOjM0AB5CtShCQgKAgMIpJiKhFy83YWU0SBFCIhOmutscKslb66XD1/+iyluNluQPJmc7SNcM6l1PmnJ3ufzhPOIzjhzJmQqrp6+vRpoZucMZ5Qrg5hUQCeSbkqKGetIGqj6BFFs+yRJycNntrrH6nGiobsSEo/6jw/TAILWqI4MAlBEQEd++/M8rEM83SoO3Hr6HibFUTix5kTJwSL/BUux8cv++kX/+yfnDOAlASU9Xr9zTff/OEPf7i7uysT7NJqmUIYp+B9KOfMzW4bvE+ZM0NMnDIrpYCoxMhnlmKVzEdkLUYfMoMgoakUHdE9DBBSHoYRRW5v77Q2h8NBAG7v73f7/TCMBVVSeJjb7fa7776zVhORIgJOnFLOOeUMeESYbLabP3/zzevXPyqtr65vAJEzd33/7t377X5fN63WevT+4eF+HEcRQKLihCWi9f3Dt6CUwHjoysr1+ofXh8P+9ZsfBz8EzmS1T/H1mzfjNJ3i9QAROfMwDN98842z+NVXX1WVNcZwzinFT/C8McZyGP5wnD6hKKdxuru9/dMf/ljiRol08EFEjilrzN77N2/eEqm+H7RWCBhCKPwV+liyy8wxRmYm+RALiD/hhhzHvz+lJn0Y7H38bP4E1//4CwHQIlk4C+fyQYgQUMEx5EhR4Rcfb0tCUIQliY/K80Z4TCcsz1YG4XycpDMfW31nWSX+FSO4v7LW+udfQucl5hTIq6htZ5eXlxcXlznzNE2PS6ayCsujj/Hf+TCPLv+HzZUepVAcv1mKvSKNEDjyjj/Slx8pTUd/4DF0AbGM3YqFOsa43+9jjNM0MbN17oT3kfMbPp5G/sVJ4z8VyYAFzyMhxHEcve8ExGi3WCyJdAh+HJUPKsQRQaHgJ820bj9++8fd9c3y8y9XzlmlI+mgkNbrN2MfW7d/8+7NMGwQh+Dj5O/2h62fUESNvaQ5WptM3VWLdcZemELwKSFhvZhdNG1lDIzTjsi3bZVz3/eJVLi8vPri86+vb55+92r28HA7THtrG2ud0q6yrer1potT6ELcoDrUCzQmZ0EgESBGFXNyzl5dPsu5nTWz5cLZME0xTPEwDh4ACGtn5tFWHpQ2OqViy+GcEmAmElSkNAFAynEYRwFE0ixqmhhRfMgxxXHyPqRDN4Hm1lRKgTJaYxWBlXKkqsxdjCkEr5QmrZUGrUXpjMj9sB+nQ8yhaRoBFboQItyv396u34UQGfPyYlU38263OQzDYeinqZPcLZtaUIeE3/9wN3Vj8OHzLz5Xxhy6/mG7DRlZN8p41xpjZ1Ib4EyQc8aUx3EY37x+Q6RXq+vZfO6DxCzTOCRmUFI1Toh4CPvDYbPrpwBfXD6ftsZPPw7T0I8jkqxWDUv3hz/+58T56bPPmrZxNcyX9fYAKUFKDmQeBjhs8sN7nxasCRhwu+7qlGyS9bC3SrdVSzyDnPzUGWcJiVD2+0FoqBudU55dzj57/vVvfvU/vnz+82V7ddgfhPN6855lWF5gc1mnJJOP05S1VXVz6IYf6qq9vrpQ9LPduhOfMGH1MQAAIABJREFUJZltv4+Nv1o1T58s26rWKnDutIrz1vnATdUs5lfzdkNGk5PlVc00HqYQC4VPawnJiLbgmKXvfBq7cfBT9P7/Je9NuyS7rjO9vc90p5gycqhCDQCIgeIkiaJby/4L7d9tu90tiaJkEZQogAQKqMqqHCIj7nyGvbc/nMisAghKLVnuD3auWguJzKzKiBs37t3D+z4vTRHCPA+zTLaERCXIIkZSTjmnmCX6mHwonEVwGqoYKcQ5pKCMQoNFldmJWUYRiBILGW1YQoppThGEQWsGMEWxXC+UEx97plSUdQwpzKRwY5VG1YzjdQImi0oYkl1Uy5PtxthlnDEEpGQ1lovKjxwoelsEA0o7UzQlOkxAbTvsO2+LQWl7ezO1ey4LYzUSEQMRQtIUkCmGlGbSqAQDxbEHDVyZqtDR2JkVoCFXaSzK5WZ16HbtsA8xNfWJMc3Vm+ncxNWprZtKEnddB0JVacqy4igCBKKUVq5wdV3XVWNtwQxDP/fD0PetUlQvtSv5+vrl61f7bh9ubq+1MSykFL548dVXX32ZUsp3z3kKmbmilTrZnDx98iQ9eW+/3x8OdxfnW+89MztbAaiU4wkEcnltjMmpZTHGlMgYp41BrTLEjYhjIgDUShMFYgbEoixZGCIoFKEIiJuTTVEulCkPo48xvr58/dlnv/EhvPf4UVO6NK+HpqSwrQujMYtEwGhbN4vCFYUrBJUAAmgWFSIbWz171hpbzD409QIUKkrM6T6hLpOW+YHvrjPAJhERa0BEldc4PiUfYt4E5piBY3yFMsa4fGd/+AcBUGuTUsxSxnfvLw93z9zv5Yn1dxR3f6BJA6VAazRGl2WxXq+MyY5E3G5PTjabtm3L0k3T5P2UKF5cnH/y6UcXF+fO2ez7YiEgzmK4h31jDosDgK7rLi8vv/nmm4dFExHFGGIMdB8Hlx9wWZZ1XT959uH546dFUSwWi9VqtV6v18vVomnKsnTO5h0gfDfY+lvesPxb8J22KBc8R2DkfV1xFH8iGq2OUXgx5iRIlaOiGZhZIVpjC1too3OYYUwx+4jy74gxAqIwxxizECzv/bTWq+Uy2/slaxAZODFq0EoVOXYakYmEWKNy1jKRtXa9Wl1cXFhrbm9vUgxG67qqtFJMhMa8Gyrw9r/4raLzXYnTu+sFEQEFmceq8jnJnLfkxMT3O4SsHmJmbYxWyjlHIlpnmICw8JFLB0LEGd779kU46rJBRLK3T+4zqQUgV+0PpQ7R0V3zgCHNO0OtlLXuwR0j7yJJjxpLQYQc6aff8e+8C34HRPgDeKh8bzzYvT72wVZ1T0f/1/s9pdC5ou/7y8vLX/7yl19//XWM8eLiIr/viqKY+2n2gYi1McTcHwatUGntihJQsYjOmY/WGusY8Og3zsHnqKZ5nHwQgGpl3PGZQyKaprnr+rHviqLY7XZlWQKqr1583Q+9tdYVhVI6B0S/efPmV3/3d/o+MxCI8qLKh8D31ek4jlc313f7w8l2m73GIkAsLNB1/We/+U1KiZjz6W2MZRE/Tczc1PWrV69evfhGEj199Pj05CTFdHV19U//1MtfA6OIQtEYhSfvQwhKG601glICKDjP81dffeUsrNfri/Ozuq4AFVNKxO+aoWKMOW0V1THmMZ90edN+c3Pzz7/9bdEsXFEhani70+Zct795c5U3h8ZopTCf6A+jmaz/zFdI74NowYdx1HFeoR7y9r4jLPy2++2tZxgB+NijvVUa/qEp9Hjpyxp9rfR9cuQ9kimLN4+cIg3vTGYgK0qOiz94cKblmcr9WEVQwf3sBBR8K5H9f7CQk5lRaQ1QVdVyuVgsmr4f8mr1nV3Z97/jHmaT+H0d64MY910NJx512XJ/N+KUKG9Q//CegQBGocDR+EcpCYAxpijLGMIwDIvFIi/3hmEw1qzW6zzLfLDjP2TIfgda9d9rcoQcMqsQcfZ+msaUoOumRbNcLOuyLIvSoloCmBTU2AVETUlSSilpT5Am40fnRxh7b7RpmhrAxamcxtTvdylBSmmednXjitKuVttFjSKKI+6u53GRygZN2cI0tjfCJFol79nohSR76Ls5JG2kKPVuN+52/dDy2CU/aaDa4KquuCwXi1WFRlIKClO9WD199l692LbdV8P0VUgzKnaV9VNsW+oOvnCyLEcTxuR1WS4Ks0S9Irjqp2kYhzjPRpxRq6ZpVLOepzSO437fEonWaKxliTFlGC8ix2mE/+sf/qEuT6PH3e2+bsrgE6p0aMdXr/ch0mrr6mVJEY1WhTa3N1evLnf7u+7Dj+x6UxIHkShMieIhkEBShopKSOZIsRtL4IVPRoG6vn31WSrrpnn+/IMPP/zgTfvy8y+//KfPP9d6EOk49TdXbzCAimq4mygko/XVzS0xH6YhEBTl2ofUjTMWtl42xpVAJMlPk0dliqqu6lXfD5evr9dzdGWxWm311PnkA6UpeJIECqwtb28Pf/VXvxp7OVwO33z1plrCycXq2YdnN/urYZoj+d/89pf/8I9/65z76JNn27PVoV9R8kxmbNXQoqRV6ZqxBwCvNSBwlITzdNgR+cma+dH2g7KoNJYpxRg4RUqJtFVaueBBQbVdP/3w/R8/PnuOYCApAOiHdtGYk/P65JFWWqdEMZAy5WoFIe221XLRPDrdXFx+s5t6JB6tgsIUVVEtFkuK0273zWe/QYq9nz4Zx/Hy9f76pvvwg09shTP3X7z4h5n3pgx1Y5g1ckSESrlS1dNeLt9cd/tX69V6ebJYrU523aUtoKiMKTjZ0svKOdHKM/sYRgAuS1uXq9Itra6LQmuLScLlmxcxRFcV2iysM9YURVFO8zCO/eSjBJbIxlSgBBDmmIZptmVRNYtaVZH8YTdNE8doUiqEHUV48eXkDG83yo9t6epFs9VQABeIRWHVmIKf9z7Eujar1eLifJEI+mGOAAlABIigH8fE89nZe3W9NWphsJinwzgm56SyTpTdtRMCOaNv9r1GQZYIukBOAH4c5hTKURsD9ao0tkGtGMAYs1qfLJoLq08uL6e2jZtpvHhU7nfh5aub5N2ji+ePHzcgoJRBQyml6+vrz3792V//1d89fvTBp5/8KRF+8/LV7c3V0+cX54+WVYNv3rx58eL1YeerujzZbqqqzAFueeOUPQ11Xd+nA2FRFHXTbLfb4Of2cJeVflrfLzHkbeaazpIgY5xzKdGxNUIUEAQ0xiiFGcI2dl172JXOnGxW7z06Z6YQfSbLEQVEnVLiNBOxsWa5Wp2dnd7tD8aYzWZTOJdiEpaUKHEKIQzTNEw+gSjQWmtbFEXZ1HVTVouqqh65qizrDz7sQ0yL1SpRmv2cUlBKhTAPw5CFrNbYfJchZkrEKaWYygqdcwDYtn079OM4OuuKokzElFgEQoiZfY9HZonKXUpWDCqlcg30IOY8mhTeYXg+bP9yfvcDFfMPeS1535UPYM6YKssyJ0nUdbXZrIno9HQbUzw/P3v8+JFzdp7ne0SlYeb8qr1rJswJ1K9fv/7iiy9+//vf5/tjDg3KMq37+uSYOV6W5WKxYLTd6HMrmD0zTVUvmma5XK7Xq81mvVqt6qqq63q5XDp3RAGhvJ2ufueYvI0lTDE9OAPvb9MiMk3TvSGQEcBoo/NmT8QYpxQCc0wpM4Rya2oQiUgbc0yR0hpAQoh58ZST38/Pz3/yk59M0zRP0zAMQz/GkJwrQvAp0ThOKcWUOJ+Q0zTlyPVhGD7//PO2bZfLhQ9zPi0fjpJz7g953/LHZ8dHXus7e938FUKygMiQ+J2R9zsBfTnXK/9wIkpMiZmSoFICEmPK69bgIx5zJhEQc6H6sE54yN56qHcpJb7/jUd1ksg0TX3fh5mNKowxpCmfDJkU+gAXfYtsTQlEcluXn1cW8t1Xhm8ldt8Ztf8hguVdnee3hyD4TtuIfwwRnycaMab9fv/y5cvPP/9cKbVer7fbbX7kfd/PPsWUfAiYEgKwAGdjWcqHlkkAlFHGgFIppdl7H+ODCHycxnn23odT44qyyuWxD2F3t9vt7mKYdnd3RESJWIAFAfH84jyPKsqyBIDXb95cvr4EISFKKVmlrNaoVIgxH9u80QXARLTecAY1kfi+74uiaJrmwaCYn2yGbhijDTpggSRolNYGBIZ+2IedAANA8J5ASIkoBKONMcvlUiub/wBhDOQn75yz1opIijF6fRzBHOlE4T5SEY3RzJCjQZWxzJJ3mOY+xDU/vHEcHz9+nOvzu7u7aZoBQCnzUISXZXV+doYKtyeb+4VhbgWPH7o0ZVXm8SJmsTITE6v/x7jXPzz98rlkGFUCnUDnaSUDJr6nZimUYyItAiIjEqgcofHQ/2QMT3a40pGwKkqb7CDkB3IJwLuLybfEIvyPT1n/3rA5OAYzCiBaa/NL+23C2LFFk2/1Y8fvH2dID+F69999+PpRAasUMN8nbuL9mAcBlIC659Kob7NKgR/6+fvhWV68aaOLsrhf+pErLKLKzd53EgK/w+f8VzeomKdgYoQNJeVssahOnjx672RzPkxdP/Q+pDHGaT8AiNLaWqMAJDEAfPDseYHlm8urMMcUr5TerWtcFGBoFJycDVrHMfkQi6Tq5Wq5p7K9itNCNwt9sl4wjD6FOVBUY/SqDarr49ixH8RYpbXYIomaxjjv2s6YkgJf7cZvXo7zNBeFue2+wW9iO75SympjLFQpCBIrjTEOs+c02XXdFGbrTJfiIFEDVd1uvHzZv7kcn79f6TWldGl1N8XhMBwED96HFOzQcQqptlRWYnQBtE1hQiFmP88eEVyprC2VUdqgpKStK6uyXDiisO+HalFp425ue2d11+LQ6RBZaxgbUsjaebK9teFkjVVRLRuj0XJUSpsYxYdxv29TitpgsyiNU9bWsFqwWD97P7+Zu2nq2tV6ie5OFTe37eX11W/2t18VpTgrCmEc4th7P6TxMFESrcz1EFEpRqmbhUEdKGIc5mgnKsuiBC2RVeBinGP0pN2qqGwMYZ4ToKmqorKVn0K/HwDQihUQ4xpJ8ubV66nzJm7L+v2PP3262ECSu303WkvKUN/fzZOPtrD4pDJlgaspzTFqEggBiEggKq2YIAboOTlBB5XRkJD74Q5Ib9dnm/WJ0bVB0CK1OfOxPdzErvObSju9tboBUCkFEs+SEvHNzYDOL0/Tolw5W5AVrW1hWUmPss84xjjfku8wQWMXhXISNLJlGoep/+rrL3wYrm5fEzGDtdXq7L2FoJ9ueoWTRW8gxhSQGUX5PglIAm53wdr62QdrY9FYEZUWzaL3MB0GVZWGamdM4Y7v63K50hqUwqosq7J2JRIFUQwcy4J1EgUkweuiboqKCEhRBAIxUSShWIvKgFLMlMYw0z5VlXVWC0D0oLGoyxLZcHKUcGiLfRi6/eiMXa+xqG1tG20Z+K47hKELY18SrXWjioVlN1ijljUMM9OU0uxRT8YFFATV2qIuysXp6UXbVmOKI4+YSkMNYgGSiFJIXiMZzbpANLOoK9IyCoxRaTZlsarVacBmcXJaLn9qzaoqzxBWbX9TNyd1fWLNQqtZK59EgxgUq0BpFEGreZTg4iDD3VA+Uc8fr9tDe5lup/0LOEOcEohR42zCTYF328XZySKUtVosC4OH9SqFQPME86RiKNu9PegiEW5Xi7PNCoUoRmFRShujtBXBGcRlNL+wzLO/enNlrTs5oXzBDDGKH4+uBgSb84Xvbq7fvN7vdikFo9Wu60kZSD7MQypZIZLou9sDCRpXLk+21aJpFqWzoFViGtv2ptBrWxeMTMDCERUjJqNi5dwc4jSPiUNKIYTZ9L1SNpLs913bD8Soc5KDLRQqY7RzxQ9+8PHp6Rlzev78OQDEFBHAmmKe0uHQGe2ABAWRGVmcNlqp3FqE6BMlRmFgRtZOwyiJIoIcB72Z0ozATA/I+4eGB49KUSGWvI48lt9K5aI8ETmtjNVMfESivL3ZCxEJM1uNyMYAKrJWWavqugxRl2VZlpXRBgQRNIjkT/Li8WG9hAoRNQvGxNMchnF2zsk9E/DBnqc1KqWVciKYEoTAMXCKQiREiTkMw9zqzllTVmUOJFwul2VRrFbLDz744OmzpyebzTz7jMBhEeAcA5A3Npl4ndUfwpmnmbHnedGX9Z33FTwxZ8UsPyRNIx7lu6BYhCkfXgU5G0RQAWh1jF521h6pfkqs1s7a0rmYUgpxnEY/hdxyT7P38xxiHPo+xvjJJx+v1+uHdHUiOhz23s/WWQRWStdVGVM0Gq3RGVcv38GVv33x3gm4ytJHwIc69WFhkqEvBIAgSehYjMG3R+cClAi1VoBAfHt9PY5TVZVFWWqtY0w5T3KeZtSsNOD9ETn2eYJHUCsiAmZAQiJGAAG+73WSgIjwPE/XN9dNcbKst30/IoNCg0oLKACNaABIjhsOBFRKm8gSE2mrUIkoYogEPsFMGDU4JVpEiLOuOh8iIcoB2kfppwgw8X3up+Zss7Q53pPxPk0iy33v/VOCCOpogxJhUVplVN40dsPQphROTk+Xm3WU4/qXUDGwAKHBY3wXKgHMeSkMwCDa6LKwhbNKiVLwtsZHYWBQyAiBUqQs/yRt9Hqz/ujjj4TS/u42A34EMAscUOmqrh89eiQiX/7+SxGxNu+HUZhSTIWzZVG4ooj3HwJ4FLIptd2ertaboqxYoKmbRbNoy46IirJgkbZtV6v106dPf/TjH1++/PrN5eX+bi/EGtBqMwMzx2bV/OAHH67Wy8mPMUVG0daIwrbtvnzxYrM6eXTx5NnzDy5fvn7z+nq3u/vRRx/84MkjF6KevTbGlCWUZRTlPQkUyGJy9LgiVhCtSoVTZQEkwpBEQZKCYaMtYGBMaPnHP//R+x9+NE3+r//qr4ZvvkYRgJRDFUhgsV7/2S/+U+FMobXTqEUwkQGNYhAKpZfWgnPWGJN7YAImeFhQHy8L385yPI4F7nfseJ85ifIdLOfbbeC3OiuTRCUxSbSwgFEAmDii0qgADGZHHue3slKA+hjkc6+uFs5XBRS+XxZptMZkE3x+0IzAkhfiCO9ErssffAJ/JA3j35G3fszkygYGpXJjnYccD5OYvNC/v3sdtQryDnc5j/3e5cl+K3j0W8J1dRxdvMWmZsGHUlqh0kDm/hW6397eOyxZ5MFbDPezASISEFfY/KuUVlVd5WiHd3Wh79oF/y18znzMLYihpECb0i7PNk/QXvg0teP++vb27tDt21kEtVbWisSJ/Cw+XJyebMr1aXl+/equH72qXlxs1UlDhkeSVuFcFYo1KluCWm8Wa54szTIdQuHwZO1ID4oC+xiJxwm7TncdU69dFFCoNZtqDnA3eN7143r5rB/o66+Hy9dTUcQnz9R+ejlcvnpzW334/MfLxQVR0d51rsDNtop+Hlvf7dNqA86YZbnug2VfJFn1N+3tS7j8ej5dN6WF2V9tNr2nu9u9Q5QQwzTqOFsEZ62tGhQ0cVygCEKVDSlEKbGqalc5a5wR9EVRrLfLx8/P+za+fP1muTwNnl+/2ZVF1bcgqY5+GFq6M76qtJQju7So8WS10tZ4P3HiqZeqckw8DdN+N3kfjbF+quq6WiwWik9BmOLcd3cTHlI4zKmK8s2uWwiEw+03cbpSYi3UpiiJ9DBx288+UooIwsr7pmk2m6UqGlZmDjMamaPTvjZFiQqDMGHtUxjHoFVtC6fUPI0DyKxEnLMSoN+Ni+XSgdUKXFH7IF3X3by5ee/8F3/2J7/40z//yZxuvvj93yAulg3akqfxTglXhSo1MhYFruaoZ08pJiaMFJLMVVkIGT9BSspJUVbVyaaYhmF3e9e1l1VlntSP6mpZVmzEN+4iznC3u7m7S+OZUbKkqIIPIQ5T6BjImOLmqrX1dDZLaWutFRAqBUoipH4avonz1dCHaXghKTq1rKuNdQ4Yw0w+pDmEfm67uXt1/aooqkdPnn3w5NSUaX+4vb79CmF0KmD0MEclgmB8S1NkJanv4scfn/3kp39y6K4P++t+HBaLtfdwczNz2SwKWzrSSaHSzjUXZ1vjgCRaC65Q2qZxGkIMRLEqlSMnoplYM1i0CGCldIAKhTUHZDaojIBKqHxI09wN46ittlo5SboqmsqthSxHEwOiLMYh9F3cntU2gBl9vd5YNwvd9MPc7rWfrTZLRmDDQzo0lS2X5XSXaJ4jTdrEyrAoQHNAJdYtNufnYO3dNAxt0rGo4spqASGmQGkQDEpRUTCYOaqWbEoJUlAx2EJSUEuV6rOTHy6XH3Jalu4UsZnmN8uNOlmvjFo4Y6qSkcSZQqMFZbQCBGNx6WBR6WbTLD5+/t7Pf/LBl7//7eWX05W6rXBdii6pXACdN35dt++d7perSVtf17JcjE+fzcFD36l2r4fOHXbV3WJxt5/OT5anm2bo9kPfU6IYE3MSiCFFFEFWABBjaA/t11+/dM6FGIgJFcQUQ/APV9c849/tby+v3uxud03TAEA3R1XsSoyY5mlOZVWxwFeXt5GoWS4/2my1Nc5pxIjig5c3r18U9tlyeSGaGQG1WKtK1labk/Vi140hBZHgfZrnKSUANCGkl5dXt7d3xEhEq/WJsTZRBoea09Oz09PTojAXFxcslMlSRhcxqNmHaZ4liSTWWlWu0FoTM1MiSokTAaFFVkxA2mlRTJyESaMYBcKUNUd8jERTD/KkBzbcUTWqRSk8FrpaKa0yWN+hVVqxsDwg3+AIs4QjFjshMiomCgLJGGOdBjxCaLQ2RlsETcS5CxJBQBAQRJVveIJaQCltURlErbW9H6AeCXgppby4vVexKhEjYkCM0TbntIcQQkgppmmeQ/DMVNe1CK9WSwE42W6329Nx6p1z2Wn/YEo8AttZ8J7xfn9TfhDR5BoNjTZKKQEhBlSYOS6CChAZkLOPSpm8tkKlIUczCyAx3CMGEMBqnZOmtdagdWFdU1a5ksngFmFJTCHEaZqHYbi7u1suF2enWwHIXq/cEvsw3+13MQSFcHZ21jSNMCkFRqPKtcn3TOLxu/rObHFEBKVz2KO8wydXSrHKW19CfJh3v83+FURKXBinlaaYrl69vrm+Wp+sN5tNWRQhxqJwWqlpnlBHNAIATBkkB1pZBJUi3QvSkJlTTPMctDGCMs+TDz6kmDVv4zhcXr569t6nVi1iPFRlDaCYUUQBaqUdcRTRiBqUFq1Qax/TMM0VmshzZJ/ABxrnaFOKRhqNVliQCYQz6Z6FKOUdoNLKMGoRCSGqXDVrTDEqFFPYFEKOvEoIBIggud/LljqForJViImJUWullUIzzwMgbU9PtmenZdP0w2iMVVor5yAG1KJB5UGEsopZKVSgNGgFCq0zVVWUhUEgq8FZZTTGJIAMCoyzljOKFPJXrLMnm3X98z/nFC5f2aaqz87O6qYhhsvXb4ZhrKr653/xFyKwv9sLyHa7+fTjjwtnESTGWDhXVWVV1TkzMMTInGPAtFJKG1vVjbUuJTrZbOqqNkpzorqqmfnudney3vzsJz/9z//5f/2v//X//FuSfpgAwGjtnOvaFrR+8vj85//zX3744fvj1McYAMU5l1L68suv7m53T99778c//ulf/uX/8je//JW1v7Vl8eMf/vDZ6eb26rWiqCUpDbqshO3gPQoYRsPAMrNEMRIsSmFV5RSJBNaRgdgxrLXreU4opiyef/L0Rz/7yaGbfv35P6ZL1swKGDQoo4nQ1c2zDz+qnYEU/OFOMyORVYZYM1vBCiC8xT49RD8iiELI7fjRtwrv9k33AyaQeyrKuyLkt3OZ73wiIpDpzwoQOKYgkjKSyygwChAgn7lwlHkofewe6Zh/CcfQhpxTmfew1pm8ls9sX2MsMeA9cfR/XMa6UvlhAKDWVhk43ju0+sMswv9/fpgi2SIqM03hcHUz2s97ZcFVdb1cPrp4dnoKs4+JPIsnHl5+/eaLz//xnz/7zfuP3n9v++Ts/HzRlInPtXt/u60B0jC0Q7zTLgLUAAVL8nPr7FWC1hRtEpwmbdqiXm4re46SbvdtnGYgtia5ipzifkzdMC2nAwN3A3f9FLzd3U5ffflyHMNqg8HLollUVVHaypgmeDjs2m9evdyeLs8uTq2ZFXAK8OqbG2WnopaUNCegFABSVcP2VAOElKCw1pgKwQbPIQxd37Vdu91uTjbn280jo5u2n2/a/fXuVdeNJKBNEqBE3LYpREVs7wcB0jTlPMZx3Pdt52cexwAkRLzeOtN7ljBNgQiDT2VBjy7Ol8ul1uqr3ZeHw16AH108WiyW69WWSY9TIMKmWVpjmIyfWWssimp7ooTBoiLmtm0n3zH7fmgRlcKc42z8HKZxCj4gOGM0iHa2uLh49MEHz1OKbXs4HHbMC13WRQohBo1aaTg5WZXOds7eXl917cFPI1NiCndAT589qapis1klEmNU3dTEpu26ceg/+vjTX/zZ//QXP/sLwfnV715dXb/69E8+ee/JRhva7/ZC+812awpbo96eb8bZ7w/9YT8prFMyBhsFhauq5apQSp8+Xr334XbRVGPfXV1ef/3l64vTxQ8+evTs2dPD4c2LF58BkrOuqZdEZVUsAWxVLK1x09TG6I2B09NVVbmzR+nRaRyHcZp6AFmaMqbp7nC7u0vzFIchKIPb84XTTeGKqmlsaQ6H11PsffKLRVUUlXXV6uR0s35q4OLvf/Xlze3X+/YVYK+0N5qsqYAwBtFoQClgWK2q1aaqGnPoOB31YtZYDTq2wxVQo7h582ZflursvDZOAXJIk7VQLYpmWRltjFEkijgA6sLV2pQAum27ul4aY7QhQFESM3phmjyRrwrjbGOKmomncfJTv1pszk62ZydPxiEc7rphaFerZrOprFXKUt8fXl3uUPH5haoqbaxJMnXDAZFdXa5SaVw+0+T2Zj+OiUWbshCOiRJYTCkRtW23m4MH1ACGk/EzEnFTNXWxDfONssnomrQbAAAgAElEQVRq4DT5ufVpBAFtjNFWkvXJSGJIM82tn7qz7WlTN2W5KYtSW6gL58wSIKUUYoqA3haJ5hkQlIaiTmgGMNOnnz756Z999P4njz//3V9P/ibRTmCjjS0b3ipabi+UW1S1RYQQ6PXvXgnOZW22pxdnpyfb9dpP6+JHj2Io/rf/47+t101ZmX/+/Pc3Ny2CubravXl9t1iutCGmmaPObM+ua3e7nXWWhb2ftdF8HPypfO/IOsa6at5778np9rSu6yxVWiwWNHU+ptl33TilRG3bRmIforHf7PZ3bdsXrjTGxZTuDu1m3W43a0TjnAWK0U9EoLStmmXDpp9kDj43M9qo9WZrbDUF3t21Q9dN05xoF2JMRLnfGKahbfdaw89+9rOLR+dNU3s/L5arTz6ttTVX11fjPA/DUNSlK5xT5ey9Dz7L2Jgoa4ry9sgYY60hpkRkjSmKIgkHSg/6ySPFBCDvTh4USu9ude6NbZh/TOu337pHJj7Q7VFrkwEGeSt135UdWX/GGEQgopRIHoqR78TJPnzcc+3y9ZmYMpfg4Y6fjUbZpdm27ewTAJRV4ZwNIVitnTVaq7qucrTjMPQPSL0Hpj+IZJpa7vec1YgSY+y6LoTwgISxtr7PelB5ZEwZpAlH5pMAEOUeEYiOz+6ez36vV4R7uLxS6ph3gCJCGej8DpE7l9HW2lymkUhZ8mKxPD8/f/78eQhhmudhGOZ59seP2ft59vM8TfM0TdOcGRJ9Nwzr4WS9AaVZvp+w8J3aKe/xHswvGTv3Lsc1Jz49bPY4i8JQs4BCKKtKa81EXdvu73ZZYqoAjTEIkgs3u1iSTAwREMUc/UoIWkRpRQDIDLmdAFFFgSl7s/JjABAipRUn2u/266Zf1tPx1BJ80HCKEHPKf/LDnP3Ude3t7gbuuOv2w9jP87zb7ULwAELhDggxW71QmCVET0yg8lweKUkioiRMOehCsUiKQaGUpcsnK3MMDAxKayXCTJRSAGCt0BqDIJQyu19li+04jqfb7V/+p190k+/H6f7c0HmUkJ+GNUZrYwsXQkohppRyqmZOOzTGpBChOi5glEJnXVM3h7aLiZu6rqqqqqqmrpVWztr148effPLJerV0xn7yySePHj9GZX75t7969eqyaRar1SqEuN1uq7p8/uzZX/z853VVIEgIgTmpe3V9tkPei5nR+zAMw+HQej95P2fiyzRN4zgulsv7N36WLvsQ/DENMsOKUsqu1PwKWmtLKdfrpTZHmWVR5D0kTPN0dXXVdh0JN03DVTVWxbAqzMpQlSjuGp8sVrUBnzgZIaUSe5aECg2BzEFSDwpBaSxKKFUyZogYjYAG1PCbv//N1VU3TOHq8goSgCAoQECtjKBq2/a//Jf/XXFaN+X7jy/OztbGKMy2XUghTj72PqKI1GWVZfNaK/5/s0syWsF7j84//sH78zyHGIMP3gdmEUnCCoByzggeY0JQoeQ14r0w8DinQ2NCDJIIFTwEsz6kUQqLCOP3JK8fOUtvVZH/QdEL7/jZ3roVhf/19dc7Bso/+oP30035FzrGh79+j4yR71uzvSsH/WODtH/pK//elpUBE8vI0AOORQWuSspMMVLimJIIFIJagNF4VLMz/uJ8MXVn3c0pc7jbXyZ/t2jK5dKv1kvrUkyzhG6ee03JWgUMwzAddoGIUOmnH5z6MMYU7m79NBZl09iqVlwq3oN0RkewBCmPyFgwEM8CaAy4whRFUbiy71KKKGyZHKcigW0PQaP1XrznECQmANQs5OMUAhlQNtkUMCVkUt7TOKW2Y3jdj8GcnurlqkEsrDXWIkOKaV6uqqq2gmGYQj/2Pt6WVQLUMWFKaNnYooyRtM4huSQw7nY3n3329+OQfOznIQZPKYlGZawuKrTOeM9hJmvKsmzKsjoc/H7vQTgEQSgohcNhoIRlVQtrBAcCGiprSuds9CAWrCnKoqRIyXvvfUriSBHPIrhoVs5ZEBj6CdGcnJyebl17mOYppSRaa62MVnYMY9f1d3d7Y2yTEghrjRqAJKWYQMg6XRQ6FJoiTsFP45girdattrqq7DgFVKKVEKUYwjgFonToX//u678Z5zbR+PGnz/78T3+6WlW3+yvESmQEcNc3NzGmae5RszZaKRejYrIANiXtCl01xWaz3D5qttvq4mKrYPPsycn5+dpiXS9IqXGx1E+fn8/B7fcIqB5dnD59+twot29bwRKQY5oEfVlLWZfrNRaWJ2CNonQimiRGpZO1ypRcCFnnAACBhIYEpMDqgpt1WSw2TdO4oja6RFU4t14u3/v666/v7vrbu522c1Pr1bKoy1XwFKa5KKyuNIIiCiRj29366FkkkRy61sepasxybbeLbWNWl2/udodxTukweGPFGGoWJVirHSCSscaYhbEigtpWm/XW+9R1Yzgc8nDfOFdoiMg+eCJWYBEKBA0sTJFJUIxWC6UqQSsQQ/Tj3KOOq/XiZLtkCa7gQ0vWKUo8T2SsWq0La7U22Cw0iAIohj5O89h1XsQUZam1DWkYpxgpsIggX9+8mjz1fU+kBYo4u64b6sfrzfopxfU07dvbQ4iTts4Ua4GkxCKWVtWFfVzYJ9HXUjWF2TizMKZwzljbAGilrMaSAg99Pwxj4q0tyMeZJFFg5h5xMiZo67v+8tWr347TzWKpHj9dKzO50p+en5RF009wd5jevHlVlnWzrEt3ijoaA2G2uipdsYjepBRios22rGutTSxrvT09cXZVuiUlO42CioRJ7sOHXFE+evy4KIrValk3lbrH0mfv1gMh40jMYzHWCEumEXIY09T74BNziMmWjY8JBIxxzpUnJ6cfffzpyclpiPPJZqWNm33supFToVFSoNknoXR9c0igrCt9IgWolAXUdbO0rkJUfM9PI+bM2szd1zRN19c3Mfrz8wsBKctinucU1TDEl69e9UMPShFzjFEogVIhBWLOVDGF6L3f7++mob+7ueWYloslKgUIJJyyOk0eVC9vi/gjNf8hMvjbt8x8rLJxJQ/I3u2aRICI8v8zH01GefX07kD2XbuUVsAPXMN8VwXGo4ZUvtf1lHVxxmprjTZG5wUUQPaqMehpGodhcIV1zhElq7U1xliVyQrOORGuqtIYAyApxSwkZIYMsLnP5VPC4n148+bq9ubWOVdWZV3Xi8XCOeesc4Wzxmqjj9JMRKPyog+sOVr+iQQVPnjhjt4zhMywBAAmYqGHUPt3E96+YxI7YktQGfO26y7Lsm6a5XLpvc+tdUoxLzRnP/dd572nFDMLoGs7rVRR1Ma473Dev5OE8U6gNj+wBx+4OMcRwDFXXDELMeW86ax5zXV8WZYKMSP0mqbRWj1+/Hi5XBqj53nKswClFDGxpKy7BkClbQbXiwgIMkM6ridUVVU5AANxAZiRGWSMvb29ffnia4VIlPLKWuNRNanUtyCaCIKAWisf5t3uth/aYWgP7d3N9bWfp8PBTeNglLXaqswWAyGmmKKIKK0AkVm8P1oSmcU5pxQyEaWIKNYapUCEiVNIwJANsSJClCIc+/y8OwVm4UwTFVDKlHX97Pnzr1+9HqbZWpv5uiyiELXSkeOxX9ImIeXXxihtjX2raGNBQJ3RqPcwRaWUs7aqqvzCKaVijF3fdQdqu05EFotF5tsLqOVy6dxt13Wff/75OI63t7eP7KOiKJbLpbMahLXWiIKQd7w5TuNtpgtiQZQOB24Ph7br53ma53GeJ+99TDF7pwFgv99/9tmvv/rqq7u7u5QSH7uNo7Yui+BQKecKzGdFZrQCZHvwYX/46quvbm5uxnFkho5ZA3cGjGVlyUqCdFA81WBBwSQyArMSBaIFSgItBCmKQTQGITLEpFTUBUK0AojFiy++fvnNbSAYh9Gg0SBWoUGDoBCxH/rPv/ico396cfr88SkgM8RIkcGCIm1lngMGjDGyK460FaVRvtVlyL8lv+B7f/LdHsFYBc+ePPrRDz8ex7Hruq7ru67POB2jFAsyUUwEwMgMKAg657Fn5SUeeR8qx4MQE0TIV/UHxL+69zTnId93XXzwH9jofavf01ojZiUnMGfhpHyv8fjde4SIEjgimB+cl4j/vtCI76e83L8G8i+/Wpm39m9lmf73PE4EAgjMM/OsMBZlUZbKGArRhynNg/hgQClToHaTtrOzabte6fd/AKO+u74b27u7/WVZrcvKnmwapRPzlGiiNAsm7y0IDoPf3bUsar3anJxudrc0TnHoU9fG1UZtzzcGxGAA6YxmERbNuhDjQFkRRcbaZlFvVtuq0BTdOH6JEDXWTAUlF8m0FIxxCpw1JaAeJy9IkbyPo9KoTCVsY1AxgIghMiHqrscpTImlrCzxqVbKOmudVYaVTk1TAVDb3XXt3I99iMPmpEnJdX0cRwQ0y0UTYkgUiBIRj+MU/HT1+kpra3Qd00zCqNEVhTWMSowDQR1mMLqoq1VTL168eLm/21MKT5++t6irEKfgp0PqvWelnIhBUQhl4VZNU6ZILOQKrRQwEhHPs7cWtHEiYIyztlIKp2map7BenazXp8vF9ot//vLurvU+MUtK1LZd2x66rvOzV5m3i6wVInOKvmu7GAKnpA2UlUMovO8ABRC9H0tdFKVOCYlTjFOKyJSY5dDufvv5r7765veA/MM/+fjPfvGfPv7Bh/M8v3j5TQgqBOz7sG8PRCGlJKDKqqiboj0AiwUpQBAUukItN66qAWCqa9isVvh4fXLSTH0k7/vxcrVqPn38/vXNS5ZIDJ988qNH5z+wzl2+uZx82TRyaK/HecfY11VlXSnkjKo0AppAaY86FJVan5Qg6KfYdRxCoITBA9MoyRW1LZYLwKYql3W9MmZxc32XSDtTam0FJCbPGAG0dc65kmIAiHVTW2sQ2AcKqd/dvQkJiCnE2O57RGqW5cnpettcWG6qRdGN09Vuboe5bnC5NK6qSRyxI4qA1jmnFBEzoFusTpyPc6C73YEYnHWVtQZRE0+HUaGpywaloJS1OtpqZyswepGSnqYQYkqcSKJgcKUs1pYZUC1cgVVVEE3eB1RmfVKcnNZF4YgjkUexfRdub/s5UFmVWpcgJng/DGL8jIaUkbvD9TjROCSta8BaYBlm1nixaT6ZDsv+7tX+Nk3zuNy4jbMCE7JGqpzarKoPyuLpzRU5dXqyeOJMg6KYk9YobDgatjhPvmvvuv4wTafMY+IhhZBimKaeedImTPPtixf/aO0YwuHRo/VqhfPYNgt7fr48OVlf3c77Lu12N8vVxWrz+PT0ubYcaTp0LaWidLUID0PrAz15epIzvj78wROEVVmcL5vtenVmdC0QUDNqQUTnnDL67Py0LIuqqpTOAOO8PDlSXDKhPTc6COqh7I4xKklIcfbex+BjHMfJ++hDjClVzbKuF6dn5+M4BD8LJxE2GqcpgihrkBPMQeZp7vqpbJa2rFkQUSMapQ2gion6YUiJjLH3ma6IiMvlUmnd9gciGoZpmqa7u71CjCkNQ7i5ab/44gtl1Pb0TGlFImH2jMCZ9E2Qn800z5QiinT7Q2ndEaaHSMKSYnbiZauevBMK/NDvERGllDMYvqOyyWuN3PtprVEd8XQiQsTHS9I9KiP3e+90EdmCkTu0PGe5l5JKniCr3PjBMdzomIH0wAsBAG10UTillHOFVjoRIYKx9vT0lFG13ejDHELwfg7Ba1SFc1VdMFNuYNbrVeYAAUBM4aElyG3YA5eSSSjx7c3ud7/7vdbauSIr2YrClWVZVXVVVWVZKKMRtdamrGpjrDFGaW2dUagQQOsjCujd/PpjIUgZbkkPbZW6r56/lQTIGasjAJgb54evC4BSqqqqqqpzSZM5cIiQKPZ937XtPI258Y4xDeOotTPGyTuAwXeDKB4e23dSoB68ndbavG/xMeaIy2ziyo4jpjw5jTkGsHAupdQ0zbNnTwHg6dOnWqsYA4C0bTsMQ0rJmKQUA6KwACprOYQYQp5IKGaJkYx1dd00TZMXxU3TWGeM0YjKWfv69evff/55WRaAkptnQFAoWkFOcEAUVIAKRBhBOWdjDPv97nZ33XaHrtv3XUcUFMLNzfV61SzqRqmj5pKY8ttEKSQRIvYhUWJKwszOOaUUU2RKAqwQjdGohJlCQpZ8bcnNKTHl6jmJZAGkIaIQ4jjHplmcO7der69udvk5ImpUKh9zc0+UVSonpUkmrChEq41RGgXyxCjjRrXWChITp5QUKGuMc06rjDuSFFPbtrfX15evXmrE89OzIx1QWGtFTFdXV/04dF13uNtXdRViYKYQUs4IsUYBSkpRqcw4wSSS4xmMsSLETOPQd91hnqfZz8xc12VROOtsPnna9vDrX//6yy+/3O12OVXDWquVSiGKQIgpUWIArY0PszBpo/LJnhLFENu2S+mbu91uHCelTJeSBZCiIBSA1BjRY28iOFUw6JiPobYaAGMqREpOKJOwEBmK0SCVi2b16JHhQiAE1rs3uzndgrZlWVRFWVmzXFRa2xBT7/3s52me4jwtKq00KsUCMaYRdaWM2BJ8/FYmttYaHngn92F8b3md/5ZS/499y1CaC6uaygkFlKqpi6dPHh13QMTTNLdte3N7G2OiFFPyYq21zliLb4P5EhHEmON3kIgQgSiJ5AzQpDUY8xb3+b1rrv/Yfu/dK+BxhYgqzwysdQ9jpz/6F4+BLdkX/v9ZzWfhirpaVeVm7Lpuf/nNixfWueXibHuyWm+3RVkpy910OU192w3dVdi9ma6/kffOf3j6QbVa0Wqd6qYr3d7WI7pEGmwBaMAYAgFtNPzf5L1ZjyRXdiZ4zrmbbb7HkpnMZCbJWlSUWg1pMPM6wPT/nqeGuiFgGoNpdS0sFplkbrF6uJvbdtczD9c9mGSVpIJUDQwwjnyIDCbDw83czc53vg1UCOr6avzqd3eHtpVKzRcrQQYBOI4IFmCKYSwqEEIhgi69KY+3U6XMcrH85OkLozeffuKnwffDttSrWVVqLZGpLJacxDQ5VaiE4aG9QRq7qZtCX5VLgGYapR1r7wSC2KxnSs2qSuwP27pJ83k5n5fKkLX9w+4AkIqyFCS9C23bHfbj6IckrS5M6FPftSFEIsq1XSGEmILRFAJOY9QahGQpgjKsDAohmV1MkQNPExwO3B3YTncxgiCjVFnXHGNczDdlJX0YQ7Te+5CgqhpBJbPSuq6r+Xze7Np7723ksH24it5roYkQQAKw0howOueGYSAS6/X6l7/868vLT5Qo7Biqak+k+m6Ypun66goxVWWxmD979epl0VQ+hKFvOaah6++218OhC9amFJQgLcV6Va9XtRBCGyKiFCGluN/3u31LqE0hLi7LcWxdHIr6tq6rfqrvd2+u94vtXfub337VHuz2YbjftqtNWZRCGpk4KSOqWtoJQsAEMJvP50ulStju33UTN72W0g+reWGUc242n8+qxd3tfTPH84vm/iEknqSEi4vNxflaoLy//3B90yXef7j66ptvf71t3+nighMGWwksrPfejtqY1Wr59PmiamAY2rv7PvaDS8hQ1Mu1NqWUBRJO1jqfdFk9ffZqtXrWtv/39c2Vd1Pbf6hq+MSshZyAp2G8t3bPSZBSzXxpx6k9tIvloqwMEDAEG8bD0G63fdOYxbJJILZtG4eDqc36YuZDIAKlhDJaFXOpGm1mTVOP07jd7YbeJuCylAnk+nyzWJ9/+8239/fbbuj7aUwQxuDa/V6rRmEdXQJgQbRarJUUKftzrFfKA2HVlExz7w8B+rvt4JzjBAg0DH0MNoQgldOaTCGYQkwpRAYoOXhrVd/H4FNKPqZwGIMdIRpoCtXMa0TpfKazlCxX6/lny5m6WL+AcHZ/dd+3cy1UvXpaVs4Iz9AjMARNYglxHabZ7n53uSmr8ixxHMfJup7BcSqA62mS293Ndn9zOOyvrpv5vLLWAwPHdGgf+sMhBRvCMAy7cZjP5/Vm2QA/G/t+tVqVet23AcE8/eTJbHbZ1E82q+emqFEkn0atbspyvpifn280gFKFXq6bmMI4eu90U7+YNy8EFkopIQkoEDLhMcGLZM4BF4AQY4SPKKs8XZ1Whz+QVLk/DVEgAiGV0hhOkXm1zmlnHEJy3jtvrXXOTs5an1GhnVJ00bnorbUT2hSS7bqDnFjpaZomJCGVVtqMNvbD9Pr168n5ul4AAhJIFIi0XK3qur67v8kaSK2N0YWU8mLWOM+m3H773esETFJUTc0IOCEISsw+hnEcBKGUCgGIhEAwhaEj45keK8KIUNIPGd2PgCSE4Jyz1k7TNI6jD0Ep9SiYzMiBTo9HSPBxCmIOZFfqmPaZ0V1GicyQg/If+6ZBcj7gH3VWPQJLlFJoI02hTWnKouRTOUEWfZ2Qp3hUFBqjfvbLX603lw8PD9fXV+/fv3v9+jVyWq9XX375q77vr66u3r79vq6fvnjx/Px8YwpzcuXhj4lKjpERwJgihLjftxkcpSzNCyGlXN8XUgKlldZFWZXNbL5er9frdZNrIGazsiyrqspSNK1ltveHmI5KIgBENNo81h5k7VRWwD7KjD8SdorH3qZjDUGmV3I+IkCM/JhcmgWos2aWYpSSpmny3muthFAnJepRKvuonHqMBP8YlGbk/xjZmlLquu7169ffv327a/dlWXprvfcAlFNkx3HMjNBms3n18uXZ2dl83jj3CQDUdRWCH4YBAO7vb9+++f67714/ebI+P1sQylN3pL26ubu9vdvvDylCTCmE9NnnX7x69VmM0RhTV9X52Zk22mhdFKUgxMRn6zMWlVYaECSh+GEEzYYjRgQSwBATgxRgp3HUpJS0dgzePXly4Z3t+4N3FsAIGYjIBx+CiykIJYUUAEiJUaIpTAjJu5BC0loKQQDErFKKwXsiyCpQqVQCcYwDTRGApcyMLoaQOOUPhZRKyhillpm2fVTSSnnU8cbgMzjgXD+KnELkxBzj6ZUd++vzu4X5WC8OiZ31BIhCphCPgRSIxhjg5Kwdx0Eg5c87J67q6ihsPkX1IqKzdhqnlBKdFg0xhmMgBkdOjETHlQTnj4b33s7nMynFMA5SyvPzzZdffjlfLvf79ubmRhtVVqU2KhvbmrJ8+fLl+dmZUurbP3zTdx0AhJBCCCxO+mApQ2QhpNJaaSOljLkbTUhmMEpdrNab6tLevxH7h5mMMlrwISQA0I2erVcXLHTwbvD7EoIJE4U+DSGCTDI8n8/K//jls+evhqvv33//+te//7ZEpY2SprJ2KuvyV7/44m//9j8oo3/31Ve/+fpru33QQqRgAThBEBK0EZFlEihsZHDGaK2k1lpIAacPUb48CSHgf0ItuRSYzjaLT1887fv+cDhM1saQGBiBhKAYZ+vVfLWaOeutc875LIrknBocgg8+pRQTxSQN5QuQV1JKIZQ8GplzftcRqv4R0MOf9E/iXwbvPUZoftyh+djBwAw/qQb6537Ox+qFf63QHP9M7hHgzz2VP/nd/nJ+Q2LWzongJUIlIE7T1PX7FIMQu7rczefn681mczYHiqUsKqXdQPvErof34/3uNi1X8cu/vmgumuVcJnqYUmtDAGCkyORinKyP3eC7vu12fH/XGyOffbJ+9uxTFwYQdvJXJH1ZpySKGB1EICkbU5pKFoUWsgSuOdbWeuJodLVcrAiZoOgPvljXT58+s5bHyYJwTNHF6TB2IbaTm2QVZdFQFNGXRtcCZApJqbhaQVH5dhBIoy7Y2qGs1Hy2yJ1U08DI0Vnfd9MwDhEsyRiiRaSy1DGkyUJ3GBgYCQQp5iAlNY2SMtV12TTzabDehRACoJgmN/SWBBQFpFpwSv1wiNcILHPTr5Aym6chhsSBE1xcnguqDu2033eAWBR6mgYfD0x2397Z0WKUVaWW6/lMLoXAEJP3LgRflqqZNcaYsixK00iVo8bndVXv233b7uq6QGLAVBZaKYox9od99vorhYUREWVKiBCBPVIkBKWQCJijDyElh5SURiWV0qUQ+mF3sNG6MOE0fLhG+h/29u6q2/vvX1/HmLQqnbfB8wATgFPKSIPCRVWgcBBTIhmUFspAiHaY+sPgx+nh/Hx1tl7a0T69fPH0yQXATBBvd9d399fWDbqodvt7QmN0k9j3w3b78N3d9vvJ7kwZizoJnUJ0h8MwjFNKvDlfKjFXsiGaSI6qEM1coWDvkjQsNRLhOFnrA5Jers83F89m9QWI6vbuzd32a6WSkE5riUQ5+CCyJxJKcTMn69K+G4qqkYoZY+TIHBhDhOhiHEY/uJgcskOh5PJsBUjDMDhru9Hzrm97W9x3zz55CgDekw+IJFIS99sWSddNXTYz2O3a/hBCCBx8DCE4AjVNo1aiMNV8tvjs1cuY/HZ7F2NrCl3Py3E4+NS7cFA6AHprfWLgSCmSm2KMEZENJl2yKkRZCxONHanrYgimKi/stHc2+OjLsjFKAhVMTpuiKMrEsqoFJwq+iN70ndysnj7cpz/89ps332211qvVJaSROFByw3gfokMQVVmLaJDJjao78MO2RwosHOCUeAwBEqu6NpO/LUovhCLhD4d9itKoWiullXv65HlR8PPnS04jYtCqOFufL2drb7mp5k09jzE6WjvcBFcZeVGac0TDGAKPm9VzXZRVNSMqDl0/THsUTkmWRhV6XZebulwJLDhh5IgiCEIE4pQSMCJIqQAhpciMeDKop6Ow6pjElWLMXb7MeLrBPWaZEXLuLMptSqhiMgUzcEq5USwG72IMKXgfnJ+st+Nkp2kYhmEYxy43NAzD4HyIMQHgMNmHXRtSMkVRN3VMEYJHJCGxrIrVarlYLJTSJ4KHhJBEkiGklFCQwLyA45wrlo6JgKyUzOmAkoTSqipMXVV+suL0bxiPXdh5YZ+FPDmyJd/LjDGr1erTTz8dpyl/vz3su+6QMUmW4eVJ8whOCDOiy36VLFtU6kgV5rtz5o4eEVpuiM32tj/pHwgqFB0AACAASURBVDvlpqAQQiqplFJaZRYit3jh0ViYpZRZPsoMfHZ29qsvf4XI19c3X331Vdcdxr6fzWZffPHFNI3G6K5rLy/Pnz57ulwutVYfDwOPRyClJIgARUrx7m779dff9H3/6CN8BLfZ44KExhRlWZZ1fXFxsVmf6bIsy6qu68ViMZs1dV1qrauqLEuT2T8pZVVVRxYx8WkdnWf39HGl8scTyw+0HudZDuEHlSycoFrOWqfMIJHJHCNJqbI86pHO/alJ8vT4uOzrxxraY66Ptfbq6ur29s4Fv1gsC1Nkqlxr7Z2bpqmqqvV6vdlsyrIUgnJ7OAAQMpFCKDnFpq6JcL/fbVa1RJJC5gw8IjENw8N227Z9XTdVMyvL6myzqetGCImIhEJro4QSJI3UzllnHeVoFiI42Tr5GH7Buc4PIf8BgBS800oWhfGHEYGFoMLo7rAbh76uSiUJIAAQYhSSkYHoFMx6LKxGKYA0gc6xfyEGr5QkgSmmxBEgESFDROYEnNCn3H+OOauFCTlhTsDJea8pq0+z3DdzvDkBRWvjrT2WOzCkxAgp/6eQIwnzOxCQcu08A//QRkiEJEhEZue8iYkItdZI6Cbf972zzmj9GHfU931ucYgx5vdnmHtTFNm6CUcVZ2L2hCyFTDm+MWKMGX/JPAILIbJJbxh6Iej580/+03/6P3RRfvPNt7/97W9zZc6R4EIgIX7+85//4he/lFJaa9989/2xI/QUnE9ESumUoK7rJ0+eGFOREKeYxiiVXih5qfQTXd0ewnD1MIQWYAzJjTGRXlQLqKsLVSiXknc+hIOfWt9u4+Q5SVHMqifPX56fv/zskw+/o3Rof+O/kqAwt7n7YKR68cnzn3/xOUl5d3cvxHcpcd5kCSkyHEUCBgbMayv/KBtMiTklPpY6HlsAPhYY/rTH8adKwD8XNUkpYLNePP/k0ln3sNu1bdv3Q4wRgLTWSqrEfOE21tppsuM4ehe899a5aRqnaRqG6H1kZhQil0d45wSiVlIqmbNo8/UlpZQt2o+hvvhnNbv8G/Wcj4eAThfIY8HLEe/xHyE9PpUrfHxH4T8ujf0TreUfySp+UqvycSfnnwkF/4Xzh/iXIUKZBYNyk3BWABst04idHfyh3Q3DdfRv62p9eXn56cunzZJmCz2flULLpjRVqa7evXs/bct6+uT537989WQxX9ro3Ci9i4kYOPnkYkQX2cU4dEO3p6GXdb1aLp9cPnnSDu/6qZ3Cg1ZSS0RZtPsQIjDoeVlXTVGUmqRJQU+jur6+hTgpalIiQYWd0tDvjazKz2ZdvxunybpptB3xADaO9p4h6EILFRgQwBTmLJJ01jK0pjDz9dk64WgfxvHQHvZ1Xa+enacoU9gdDgcEtDaNgwvBkkpGS2cdsFnMZwJj3I7tvldS6EJrrZ1jbaiuyxh9M6vP1ivb+O7Qt20nBHqfQrSFBtGgFOQsTMN4OAyzZjWfLeu6sMEmx9okhhDYxwTNvCIo2n1/v71tD22I7jBugXqhJucP/TBOfVrEopoJknMGDtF5b5ljWZr5fN717d3dTVO7YewZUlkaoyWDj3FarRcxur5vJzuATETQHlpgKIzWikSpWRNwtHacxjFEi5AYhEYdU3TOA8aq1lVdERVal0TKR4fW++R96G5up/3+5tvX33Io/CTLYlGY0jrrw97ZIXC/KgSllDBJo4Tm5GIERQrrWYGk9213f7c7HK6mcR395dANpSmYX80X9W67ffP2+zfv3iQWy0X54ept103z+dlyUQ12d3f/bpgehPSzudJlAmHtENpDdzjYFKFpGj8t3Fgm4ATGlHUESuhhSDE55x0R9cOUmKqmmC82ppyFJGKSbbcfh9cX5+tSqMTEAfLEABgEQaFRFQACnIdhDEJERpm7aKRCXQpA6EcfAnBEATSfz6vZTEplQ5r6cRzG3oa8j/cRZ7MZIsUklZCA8ubmzvm4PlsngMjcj4NzzseQOFSlVoJTCoRQVfX52cWrV6/2h2172BKxKahq1DhZ6/f9dD/XEiFy8sZUwaOzcRpDTCwEkkqREUWSGgkNor692RMW82ZjJ7Xb76zzq/VKaemTG9y+0NqY2gcsy0JSaQft2qJrYT2vrq7uf/s/XvuJnz5ZFuoiYieIlYjIyGFiIIFnyEtIzayukM1+15sCUE5MvY/dZIcQfYSalD27UFLUhS4QkyRZmlldNUqo87OZkJ+48LP3777+8P57I8W8mT+5eEFQG9kYVSulvZpZUSc/p7TGtEognR8Sj/OnhS6NVEYI8+bt69vt213X6kI280VZzJE8gBNSpwjMkaRHlMiCAbNFhigl5mOmORP+0O78QxJJjAlAyFNIeh6nIhITAYocdgLAxIx4CjMjIY7UEKQYhMi9RhB8CD5nEsQUQoh+HIe+P/R93/XDMAzO+V2bVanPhVRVVZPI3QcopdBamdI0TVNVtVI6Rk6JY4RhmA7d2LZ7QBBSIKH3XigFiDEEHz0zZxFdiBGYlVJ109RFedjtZY4SSSnl8ut0lN4RCSE4r/PzoyzLs7Ozzz//PMSYK4n37e5waDNHdIpOoRwM89iR8APbxikrJ3PDe0rjxygi6zPph9jJTDYSY/pjD/zjhCQECUkMCQMQIdCxMC+enIQn8i0WRXFxcbbZLC4vL4QQv/nNr+84lWV5cXGeVY23tzeXlxdnZ5uqroQQzCknkjza1fIXUhKhCDHd32+/+ebb7XabjqGmj9thlFIhYkwpZ7korYdhavdd9o1KqZbLZdNUdV1WVbVYLGbzmTG6ruvVavns2bPjM/kkxGPJ+48yBj5unvgx2EMiQZnYPH0/e72ylJcZ87YiDxcxpkzYPAax/rFkNH70eNT0/uhJT8mlKaW+7wFgsVi+fPmqqiohcmKIPLSttfbJ5ZPnz5+v12tCPPFFhAjeOSFIa5XlLrNZI4QotK6LSimNREQShSTEFCIhrlarT158enH5ZLXalEXlfcguL0KRIgcOQYZ21+62u2C9oMSc8LGX6kdLBM5ZibnhzzlbFKaqyuvrd4igtQreDX3nnXtyeSFl4pRr5UAqgUgx5mqSPOKm4N1JyCy9D9575yakQhIyxMQeUgIhEAAYkYEgMMS8mMgWQsqN14AxpRhTOumZsyJUnMhzIcSxNR5AoACG3PpARFLIIESuoWZmQUKShJT7KR7zk4RSSggXvPc+ZALQGJPzjYZhyGGbR7wHfDj0ACCl8t6bspBSQeKyLIUUj3iPmSEGJBBKpVNrX4yRhNBax5gAWCsFCM65tm2NMc+fv/j7v/+7EHmabF3XRVFkeJnPTwI+v7z8/PMvEPGf/um/X19dPb56PEJfFEIShaIonj59aq13gVNMzlkffFFVc6J1TLPeda2b7rr+cO2xt+B6TvUMNC2xtpoLSkk5Z+04HA6Hu104OEzCVME0s+VZs9osppo0QZgGlCUwOO+jD4SslYrBW2fHKQtUHZDgxInBx5TPXqY3MxhBhphzJWVeH2bFfA7iPWrm8U85v/4Us/WvwwoAkAAhBssxKCnP1uvzzZqEAGbn/ThO1tqu66dpiMGn6Al5Pq+Loqzqipmnado97Pb7/aFz44CH7hCsRQDmaF0cxiznACI4iQ3+hV/9L9nBl2/MOc0ZkUI8rj3zm9gYk52E/yq/92dyd3/Srf7/5QczpAhSVoWpy9IM/SGE3trOGJJU+olScFdv395efUe6L+s0X4jN5mKzOPtf/7eNd6V1hxQPX/x8vV6XWgkWhfQGQMZE3oODIIWo5+blZzNOm+RmyReAXJRws30b+SHiKGRqDw/WxZRkDMisiAQIo82sqssQwQUMIbx+/ebq3aHbR04oibQC5/rdQ/fu7VUE8NH7NArjFhuhGhMgd/hyVANFy55jCilAjH4Ku0IMhWIFGFl6L7vD0PeBY6kllkYHVy3n9b69dv6d1LBYNcvN8v272xShLmvvgpZJ0gRAhEJLXVdaaRICJhuctW27r8omZ0xNU7TWAYALAImBgpCgDAKSkDGk8dAHH6ayFItVgZjGaby9PSj1T1IUXet2+/v93v3Tr78lHc6fiOfPNZJTJiFgMzdSwTC2zMl7a92ESMvV/OWr5//9//n17377VQgw9NNisQYM43g4tPdtey+kn8Zuu70bx91ys6nni/7QxhAGQfv9g7cWOTV1CRxCmAAiEiChkCBRKq2kMkVRa1O3+6Ft+7bd2mkg5LIsSTBzRMGrVSOw9pO+OHshZWHtdHXzXdeDTwDoR2u7wWq1EDKE1IcY6nn92c8ulIntvrq9on37ICj0/XYa3XZ7+/bNd1U5f/f23a9//Zvb+zsk03fpk2fVrEkhjF//4fvbu+/ut6+VnpTyUnLbbpFbTGXRNIcObm4OdmqJlovVisdQL87n89n9w+/awziNyU6OyEk5A1RFURZl3fX2zZv3zpK1rjBNKZ8+u3gBGLv+wQeUpqpKJuGUIq1Vux8h0sX5BYICMEQFgJfSaVOs15qjJCqMniEScNJaReah69vDMNoQGAVIqRQi3Nzv227UuQpJqpCg64ZDP97c3Qghuq7L03ABk5C8Xi2NWglcEFSzWVXXMsRhGLf9eGvDoe0tbYfJHoCsVMG6ASFKEsYsjCoEoGQYrXVh7HtroxtG6rq+KpcEKyGMpJmSMyWj0aSJX774OVO83924aKUsjZn74GKQmXmrVxeaP3EeynL+s5/9qirmy8V8MSulTroIpohS/YI5AtOs2VTFRsklghLSaCNNwahsxK5tb7vBBx7PzpCESUkbVRdqo2njhpJgZnS1mtdALeOetJzP4mat728egh/u727q8nxvh+hxsz7zet/zA0fAICEJqYqH/c0w3r/64umZOjOFjjExQ4x8c3ujChym/uZD++QCnz9dEBaADOhIWE4mJfGjnd0pFSMjjUxJPeZSCiGOWSOIp4mEpZSAgokYMEHKChJAYoAIjAwcj3UFzOBD8P7U2gwIpKWR0kAe1GbzwClHZxw5Iuuctc5Orh+Hfhi89+M4jeMUUgLEtj0QyYuLSwQqTJkijMO0d25/OGy3W+ecYuWt89ZJpYxWKXnvYkwJpFRSChIp+hgCx2SMsVofVWEMMTIRKykzHcecXeWc2wgeKSznXFlV6/VaCHFKhaCUknPu/v6+6w7D0HddJ+TeuvgY7Nk0lRQil2jDUZ0YpZRlWSKKHOLyWJl94kxQCMHAkT+eHHLR748yRU7/Ppc8pcdbtRRCKoWIQsqM27PbOcsai8JoLfPzEpEpdE4uZWbm+Jh2xqcCrDxvSiERxcc+kZxM/mhyg9zJBqCNyQEuSuss4GQE5wMzWGunabi9PcpZcwRIxtJVVc7qRhDGGEJgRFRK5aSNkzCPP4ZeGVmfyg+Oss9ML2PuCFQ6wxL6cV4AInrvpTymIP7x6vn4ek/v+cdDnXFmBg8ZmebG9rIs67ompRbr9fMXL6SUnJlwgI6G0brEcDxuJ/5QkHykL2KM1lpCqMtyvVw2VV0oLaQiIZXSpiybui6rUii9XK82Z5uzs7PN2YVS6v52m1ICQkAEhhjZOd/u2v1Dm0LiEDAEyjGBPy6kxqPAkVMMmeSThM5Of/j6D4tFY7R6//69d76u6vl8keIUwui9Q3FE1Ck5ZpRKCyGyH4oIhcCUAjBIIVGXkDikKEAqJVKK0zQpiUQihCAQ8pU/xpSjXI/ZEYCImOsa8GhJNUTEiSFC4JBP1uMaJabcXMInzuNI78r8ewKE4IUQUqoYOIbEJ4VnSglIVGVZ1/WjFTYr45xz4zhaawGgaZos2D5x/jmiPzHDUQzPKcZIKAVmcBOBj2RjfvZhmIbh2K8ACNM4Prm8vLi4uLm5vbq5/frrr0+y4TSMY37eqqrevntnTInM2+02hACn1otcE82c+r4/9F0/Dlrr0eaSd/YhJE5KKeWntLt7mHwh4Ox83ZfRcm/BG0RTn8uiPgw9EhGlkkCWJYl1EoWbAwcWAG17535/tXuXfv+7/Xfffj/2W1azIPQYURlzaHf/+I//+N/+2/812unD/fb2Yd9PlhEhTkriw7bte9tUFaIEkMwx+MQpAmcRe4hCYIyQUr60aaGilOrHdui/gJ4z5z5lp+PJh5ClFEoK2dT1fD7fbDZ2sjmzN+cf5TeBklIrNZs1wxCHAYZh8N6mlHxwXdft97tHVup0UTgxr//zIc1HUVEpprxQFFVVNk1dlqUQ8uMgqR9f1/BPRbn8iLz7SWn9H//LH+e1/ItZn/+OV/fvbCiMIYxD37Y3nA4APYlBImglK6OD88EnQGcKZ4wlcj7sUT1snviyKJEkx1k1G1yEcTJROERUSkdQPtqxiyQCgCDDhVFGlQLKYein6bBt98okU4jCLK0TDhwnJBQJiBFDZBeCDd5OnpPWRVHPjDadc4MxlXd+vxuYPeK43XYgSEhUJZcAk+V+QFRCCE0ocnEqSeVHF4JlmIoam7mp6nh/b/f7vjsM4+CQHyB+HTwVplqtnl5eLgFDfB19THjwCXpro0AdAtvRh5BOQiF5CksLzEkpijFsH7bjYGNgIqGlwkIT5j0ZSwI7BRKktQjeTi7GJHMwW0ximgZrR6I4jp3RSRm5OZsD7e3dTmo2RVU3qqgaW3o3xbISukCl0bkQonVuNEUJmEKw49jv99tp8syklGj3GjgZQ7OmiHGabGddH2Nh7RB2fGj3zlpOqTscUgpakdGEkEJ0SgqphVYyRh8TA1JZ1UVZaK13D3trB2sHKZhUoeumaUrrxmHogIWUUpbK+zFG7/3Udff9sEs4SRUTe6FiWaXc6SPM4MK268uahNTTfAVAAoFKo1fLxbyu7TRFL4Y+BC/tJJAQuPji81+9ePESCf/zf/5ut99ZZ50fygqVlszRFLosagELY56sVnLsE9HZNCxBJKB+8tg+yKGjECFEgOhDHEzR5Iap/X7fgp0msG7gKGVaP3/6pZRwv33/8PCexKQoDf19kJC0tFOwE3NAIaUgI6kcxnA4xEOf6rohVSAoIQwAACYhtZumfrQopDYFiSCk1NooJadpag8ddlw3tXWWCCY7pRSIoKwKpeRqtTbGMOxS2lWFLIxWsnATcBq67vb7t91uf9MePljbT47aVhH6xBbQjqMVxKo0RWEwVeBFksk6ZrBKl0JAjK4fJu86SUqpTXDY7tvb271U8vxs/eTJs5CsC/ahfRh6DziFIFKSWlZPL1/Ois8LfIEgCYzAUqtSS6kUaUNEjkQoCpV7pJQstWiUrIkkIAAmoSLTaAP0wzZx9GEapz2CC8l7VcuZaoolJuLAkKKSRxjc9/tp2icekMbdfn97c10W60LPSlNv97sBPnTpttRSQqlEVdYVUBjG/fsPbvL9ev1kuTiv6vlisflw/Z13wbskEO5ub+3w9ctPZd0YIT3DwIzMhk8F3nlsfRRu5P13dlac9G/4aI6Ck7+eiCJDzPa+dOQ4fhDeMPNHiRoAdHIy4GnYFvlOSQIIJEFSR2yRQggAnDtw+6Hvhp6ZvfPWOut8LhwTJGbNrO97rY33fhjGcRyAZAJ0wTNAXdeElGLkyJkSMUpppbQxgigEVxWFVvoYUMPwMbHzSI59HD+W/+qce3h4ePPmDTPP5vO6rovSKCURMW/oi6IwRq/Xq5TSh6vbh92+KPQ4Dre3N9aOZVFopYjAOXfy2ql8tB/D/eE08J4ysdNj4fCPorf5B9T3g1KG8PGLYzP86ajHFGL02eGhtZ4vZsvlYugPuToYEYSkk99fMCeADN4ek7lzYTrGGEMMeOzIfvTIERFm0HiaAQABhRApcQhBGzNZ2x4OuaUQAEOMiEzIOReRmUPwSqkcVRJCiAAx+R8iUlLCk6bOOTdNk1Iqo9Psu/v4fNEpcSf3kj/a/1JKDBmkJRTiY80nc6baPjrGPxaOfszpPdIIjwE2IYTH/QiRUFIrrQWJlBKdLGRCSCElkcjhQUSUCSzB2SSJwIhwZIO1VnVZ5eRYBiQhlVKChBBCozBFoY0RUiJhZPYxCMqureMrjTFa66bJxcjZn4p0nEZ/ICQR06k+UQihCz2fzcZxbLv9oW2NlsBp6EetpBRyHKygxCyAVUqcUjbjESJiEkiSEJSkGFOKqFWROBEkEowIwCmyR07IQisSiAwJAQhIEBGKxDl4Mh8cDDEmRgBUUmltlMy+Vszq8OzzKYxxkz52NgLmDszgow8hAWMWwB47oiHlzY0gQOCPWN8824cYpmka1FAY83h+81mQeT30ka05BJ9/bK5QOJp1c9gUCeR4qlIQJGQ+d5zYWdt13TRNRVFqZT579dlqvRFC/sM//NdvX3/3/sMHa11RlFVV7Q+HxWJRVmVTNx8+fHjY7qL3D9stM1R1I6QCQIZERNa67Xa7fdje3t1dfbgSyhhTlWXtQwbeBMGFqZvsyKl3YhxMUOWs0EqTIlkraYwSRREUBJnSBAq1dmYFScYQyffcvub2WnQHu/MxDutVvbj4RM3WjkU/Tv3Qf/PN7w9d143T6ONsvTm/uJwvl5j8J5eb2XwJTNMUY4jsQ3QsqSAZtZaPIVXZwJn7nYIKJ3ad8V9DAR/DgZ9wfT/5qwTEvJ8TKS9pjsmW+VpmTDGbaaVU8GEcp67v20PbD6NzNu966rquq9rNYRiACJk5RD+O4273cHtbzGaNEJITZ0hJx3zOP8E/4o81i//+8r3T0iukBHAU96OUx9f12EyaVxSn1NP8fWI4Xn2y4iF7A364A/0Yyz0CvEdjel5w/Zsh3j+nGv2T/r2PJaB//vMRAhOPY799uLm6+m6z0VUNZ2daUNRKGKWDjSkikVksG1NZEAcX76t5qBZiNluU5VzLuuv6yU+QCtRdAqcMRVDDKPspIjJRkjLVhk2dlAxD2E/D/X7Yz8XM4FzJRVXWRN77GEPy0fnkrPfjNKJMXT8oUTZVcX6+cFOyY1Si2D8MXTfml5g4JICikgtVxIjOQdeFaq60kpKQWBFIFMTgInjAqapFUUKMfr8f7u8P/aFPEcd+e3/XGdk8f/7q00+/WC03ff8gRdFN43g/7fZjaRRpnEY/9lPwUSttjBYSgGMIloMnkcqyjjHs930LvVFlUTZKFDqyINunCTAqhSmCEIhJtYcxBk9JIqnE5Jxt20OMoa4VYSTBSsmmqUzJshiVSZuzcrFsAAtn7TRYRJCKpQYfOSbv/KSN7rr23bu3w3AIyTGEELjrdsBhsZibUkrVdP0eMCiNSDyOg2/HaRy9dzFEZz1hAoW5YAUApJZlVRotd9vdYXAhoJSl1gUADUNv7cgcisKooinrzcX52WTHh4dtoedaFpiobe+dd8712+1b63tSYBIgYtOouhJFIXSB1k+Tu/9wNc6nojBM0pkySpJ1WTTlutILKQ2yqsvVxcXLEEtmWi+ffvbql5+++nSyo5S6LKu6udxu36YYkbUUsFiuz88vvS2NfGLk5fs3LZGOoUYwXXs73vf7bWmDFTIQceQU0wRYMIQQbN/vOQ7WQYyOIxEvz1evmpmuTJVCdG4P0XbtA0IqDKaknHPeeVPoaJK3aehT16a+x6ZslM7qjsCcSJCUaF0YR1uUldI6T7TaKKnUOI3jNHrvEqdhRE6BAZgDIkQOq+VyPl/M53NmtHbwNgAHISKDs25yYbfv3GRb5x9CHIcxRB+1gqIgKdH7wATJJEECWGIiYAIQSKKuZyRFTG2McYpeoF3Uauj87e1ue7+7uDzfbM5ns1lIatY3Uuh+GL2bZrMzKeqiqJ89ebJZflqpl0qaxWw9n61i4BB8SkFJ4uSYg9JGCAksUwBkiaQgm9oEA7qQYpwEMKQIbkr77T6kLoRRKSOhnJXnQjQxxODsRIHE4EJ7d/++Pbwbxnvnx25oH+57SPLy4tmTJ5eHKe6m7SEM60XTFPPSpGqGxZTStru+u2mHbdf3UlbG1Odnzz5cvRntPkUxm83bh2l7+91y8UQXC2k48gSs4JRocYwZyHPX6cIqBGW5f2ZsmJmQshAREp/mamJOIR1ZlKPDiuEY4HkCIY9Kk4w/EDHl4RrpMX6bU0qAmQzMWXpS0lEGp1XZ1EopRIwxeRf6vh+HES7huA4fxsPh0LaHcRyHaTh03dnZmXUWEIuiCCl6bwWiNIXSSipVFqXWimPQUmml8sAhCOE0gudXGo+5IMcwxse8Te/9fr9/9+7dfr+XSq1WK20UAA/DcHFx8eTJk7Is5/PZbNaUZTm54HzIHWLX19e73a6uyrIopKS+76fJIpL3YRynfAw/vl8/6gNjCog5BOLE5qUfIN/HAqKP1685qSUnTSaOxBRjiDHk3BGt9Xw+X61Xd7c3mbSUUjz+IcLcvpAdhqe0mOMTZS6LkGOMgMeOiny7zqOweFTdkZBSOucTsxBispN1LvtFpVQMoLUyWj4GYHx8T48xckoxZT8kxBiD95zYGDNN0+Fw2G63Wuu6ro0xZdkYXdAJembMnKeXxJCO6eWESD4e3WEAkBgw5Sb6xx0H/qRi4XHe+Imz6BENZryXGxQyDR5zyVziFPmonUTMaYRa6xx4e5w58Ye8UyEot8MJIimOJ8IYU5UVEoWUcplbHhelUlIrISUDWO8AyMeoTaGNSYmJkBATc4wphhQjQ8qvmPJgd/yQnmoJmCFx0lo3TbNaraZpOnR7o03mn4lEVdVlWXjnEwEJqXWRIMbEAElIBACOyQUAQiUrgsQJOIoUIqJQSsYQQnAxkhRKSyKJwU4hWC2MkhKRQgjBJ2YwpiyKkkhO1oYIiaEGmi1WTTOTwiillFLWBkbMfXRSKSBKwIAoSEitne19CHDk3U5rFEFAmE2KmHuxOYUMC4UQUlhrD4eDlirMZkRUlkVd13VVKqXyKZucBwSlVNM0lPNpkMqyyBmkP5pIGUIIx7ZJzgszkX24MSZrnRCqrpu/+ev/0Mzm379581/+y3999+79ONmqKpu62WzOhmmazWe5bzXBzgAAIABJREFUC+DDh6uH7bdjP1RleX5+fvn0SVlVR/SA6Jy7ub19eHi4urr69vXrV6++uLxcnp1fzuaL3W6/27Wc07Fw6uJu4i6acLZZV/UKqHA2CIC6TLUYVXTaW4EFi8bNFyCN8xP0NzQE07dreFCJyopevnz2xd/87erJpx7V19+8/t3vvnr93Tfbh1032gDi4vmLn//8F7/68ktIcVaqy8uNIONsjDElCNFzoSpdQFGqoigEEUJ2nMUUQv769Jn6N2eX/Gl+jw7dcHNz/8P6B1gpDYApnhpUEJAEIAEACdk0M8R5vrs45+00WTu1rV0uF0pLdunzzz9rmr9VSv4vf/93Z5t1CEFKSfToEv5nEjqPu078SzFgj3dWIQUiWhvev//w+vW37969G4Y+o9xHyJcB4f+f6tZ5395fXb99//7NJ8//6tWnP5svPqsqV5apLnno26Hv7DSuVkut0KehH2ampM35bJosgK3qtdaVs3aa2pR2Dh4CDUhJKpASiGqimRAzpedSG8CwPdzsDvcMCcQ8JjmOWJYX87kGgEO32+3vh24MMYXEIcXR9n0Yp9GFYKSKdUPeBsAgFcQAmaUJEYBAT8ySRSF0rZwF71x0kxGT4A7jVolZoQSS7Pr9h6vbh901QIpRJJbWRqVDXYnnT9cXm1kI493tNgTx/Nkvru/e7Nqdtf5sOSeUfWelFEUhgk8h2MRJQJI6CZGYY9t2znNi4JgEHesdQ+LJhq6fQvBCgCQUUkoJzcwgEIC4vh527dg0OQlakpDWB+tbgIMUAiWcXczrRi8WZVWVzk8IqKXs+m4c+5QcAMYUQgx9f/jDH/7wzR9eO+cQpZImMY+2d36MyZZFqZSQEmezmghubvfWbaXUF+dn52dnUtDhsPduQuK6rgg4pWKxnNV1JQjvt7ubG3tzw9N47ZxbLFfOWxJQ14WUuqhmTXNRmeXFZvarn9WzZnY4HD68f+ed37dX17dvpbamzBZ40NqUZUNoUhJG68A6prHvtwmE1qAkpIiek+35bbd99eJX//Fvvrw8f+UtbrddiDQM0zDa7998+O7NW+fHppn//Of/+7Nny3/4h//z6vp18IMUarF88vLzXw59sqP2U7h4fkZQCyxSCg8t3t8d+sMaBAkxxtQCBSlRSgcwxSCNMigxd4mWUBW8msahKGNdS2PQTsFOIwRJUggstCGEwbvDdntzc3NNolgszgu9lmIjRcMhuWDHcSRJujD9OB26fhin1WqFCOM4+ODGqR8fBu9dCPmuF6TUUhYxBoC8ZpN2svv9HhGFGL2ddg8dgSvNIEQhtTKGihLLSjazhtk466ZpsuMoKErCpgZn4XAIu+0h2KnbgaQ5AmijlBaRXWRZVqWWtYQmxRCjV4ouLjcXF+uqkm17JzTWjTlbb7SahCj+6q/+1jre7Q4P2xtI8zSvC1PWSQKqiM6zdc623ZQ3uDjKwlSFbpglAmDkbB0UiMzOBuu8N0U5ry+IzTDdMrCWUislhZJI2pgAZrDx5uq6G947/14WhxBG7zrvh6pmqdTtzZ1L3sNQNQVy66y1Ybupz9YXIPQ+0V2SWxK+7bu2PQx9+vTlL843T/7qF3/31de/vrr5sJrVi3ldaj30k53qpjExAqQjMiMEJIjxKELhXLJ3HFCPd6YUQ2ZrZK4g4ki5Ay4GoEd9DCESx5hSAGYpBNDRyiXlDxK7xJyDJfLYGhMkBikIQHDibDwDwKw/DDFZPz7WcOcHEs7ns8V8gYDAmFJyzh8n7BAHN452DN6P0zQMQ3s47A77ruuc9wzMiX0IAgBikEgAELzPMp66qmSWeiKFEIQ48khZL/PI7QghlFJlWc5ms4wnLy8vQ/T7/e76+noYhq7rlFJlWRSFUUq9v7rpuuGLL75Yr9cxpt1ut72/A06ImCuVlVLjOALAzc1NVVUfAyql6KNlKP9ze146zvCU7ZePEOXjRM3HFO7cHJVSZEhEWFUVEQXvpCQh6eP9aR4Scp1gTl44RU2g9yClIJLOO8gx5HScrpkpj8hKKSEVCYFIfT9IpZ49e9YP4/Zhu91uSUitTf6BUhAz5/9FazVfzE/qUMkpSaBcs5455IxarLUPDw/fffddDlQ0xlRlU1VNWZZFUWhjSGR/1zFZPWs+s6UlpZS32o9tVQgiR4YopWKM+XT/cQToo5jz4ynzkRh/jG3M4ajhJIX9Ab6mlCXBcAqPiTFiVhVyyj84hJC3DFIec84AwIeQIQdJqctCKklSCqWNKUxZyMJEYI5BF2a+XMxnCxQSTiGUJKQQIjELQCJJKAglAHCClCA9ksNwrE+o67qu6xCDKcxqtXZusm6a1c1qtazrClK6u92GEC/OL6TKGtSEiOM0XV9dPWy3IaX1av3k4lmM/Jvf/FZJOZ/N5vXi6+9/f3d/2zTlX/3iF5uzddcd7tr3IfDF+cVsPksp3d7etm4EhNXF2SfPn88XCx8CkgIUMTEKpU1Z1rOnz57FhPfbh0PfA4D3LoQcvByJpNKqrMppnMBmFjNfj5mkUFpLrUKKLvicaYlCRE5CyvyOyksNY0xVVf8vc2/yLNlxpfkdPz7eMYY35ssEkJiIKhZlbJW1aaGVFi3pD9VK+i+k0oLVbWUki0USIIghE5n5xhjv5LNr4REPD0CxVGpVW3cYFomXGXYj4sV193PO9/2+qlDzpr69vdbjaIx55K8CwGIxv7i4UEVhrbu9vg6HkHpgjKVIrLXeB4iREMqYcNbd3d1HAkrJ2Wwxny/remaMIUg5F0oVb95dv3t3o7X56ONPQgjffPNt07SfffZXf/OLXw5Tv91trq+vu77v9l2++nw2++Uvf3l+dsZ57p5Pk9be+6ZpxklHgIvLy88+++z84pm17vb2/g9/+CMI6SgmmqwZqfAXF+eL5ZUQM+dx93AP/da7wSfLQqAOZPkMq3NxcrVH6PrVMBhwnQzTacUE81VbvX/53t/+j//+9MVHvQWb4vX9DZNMVcoB2Mm37fxnn336v/yv/5OdnJ+mZAcaHECSXEwuACTO6HxWlrWglAbvvXUuxscANjymy6QY/m31nPTLL7/+1d//p/ikIqQ0Oz6/XyVJHnbhwSOMR2RZ8ME5Z2zUGmazRkmJiGWh2qZdzOecsRDCNGkh2ON87BH09Jh+To7L+iH/7snSnH/4tNeV0veoz/i9yORHsXvkyRO/j9d79erVr3/96z/96c8ffvhR3lqGYdBa53iClCgA5B0af1xWP3F2PKm8n/qYDzGdT2Q8B6rYk13nXzOCexoS+EM1EDzVsPz/knSSvOY656wxweg0TY6yMcJGlrZe0nrRG9ON3UBJB0nxwCQXBa9Kcb5sm7Kcl+UieKrNaj9N+951fbfttyiDNsQ5QbEp1EVTPmubM4J+391qm0IELliE5IJP4Kj3lPHcK7IeKNYAzFrwO+1dGgZ9N4ylrF1IyHzQPhHDJaQEFAAp+ilml3lM6FwaB+dCisl5E9rKCBwwCSooEhljGAe7ehhvb/uqlkIgUt7OaVlB01LC+0QHIUhTzxhT0xDHAbyjPK4oRZIQSYrRQQJGKVJMEFLyOTs1n6wggVKoRI3IM+wOkRRF4ZyfpuScDZ7wFKgKdVMwxkOAYbR6MtMUzEQIIaoIyyVnDENwIVoGhLKcowPeJ8aU4CJFM07DYU0P0TmXAJwPzjprI0kghKJ4kEJRSq2z1pqUIkBMEJ33XW+N8YVKiDQfQspS5e6esyYGn1NYJ20gpRhBSmybGILV2pTWV2VRVxVjgjFWlVfz2Yfz2UlVzaqyPTk5cW46XZz//vP/2I9vBx3qhiMm78M0JUIweUwEvYvWOqYIIPgQEdBbNH0KPkEMEO3U+2FuvIveeSCyrGqlmr4fV+tNgDBN2trpk08++fijF2cnrZ70538sX337FcSIpOZqTv007Har1W3Bz0pFOW/cxCCeFjylSprwxrt3TFhAT9DG0EdMgEigSMEG5ynBupWtUNrcbzYhpN77HWVWFsCGxBgpClGWynkuBEy6N0bHFMsyzWYLpZpJa62HybhxtLLkskAAULKABjhnhEBMnNgQE8ZIs7idUTqblYgkxtg0bfbkjOPofRwHLbmm1HjnIRIf3BSGqqIpBGciF4xxz2kOTQqUJASgSKXgAElyjJ5ZY6fO9n0SDFnJhGTO25A8AEHC8kHH2JEgWSzVfHnSzuq6Id7tCOWCkVIJJELKtqlqJTNB2zDumjmWgiayW3f7BMk5O03jfrsVQlZlY00UvKrLRV0vGUUClPicRBwJAmVURCGEWsyfzZtnXT/rh2vr1oWQHAtn465bJVc4jauH+wSDUIRidG4YxhWAQ0qQ+wBr7cfR2Eh5N/Wbbtx1W+sHGzeUkZu71+vdm6qqyvqMEbXerOtq21ani9nVybKbRijUolSnlLSMCk4lJEZAACCQdIzqBUQ4TJAgIcl5PofllxKSSQfksDgnJOlQCh71oJAeR3xwwJFDzEm1MWS92MFYk/urj56zTGbLrqpsIYQnjrG8bcIB6XbA7SEelHUECElHpFs6SEWrUOVDmHdeGz2M4zAdDm0+BOuc1pO1xgcPMeXNYHSeISUAd7e3JMambpWSiVAgj9rOg1vsaah6LidylfJUVJmZ65wzSktEdNaO4xhCqOvq2bNLALBGO2sBwDmTo9i8913XjeMopSKEPu7jOYjscdZEyPcGyyxSzK/KOWet5Vw8DQyA46nlsJMS8v1vlGQ8IzDGFou5kMLo8Ziihj/Y03+y7WZa5lF3mghJlBIhWFWVKcaUAvEgBC9KhYiUcoI0pcgYcs7KUl08u/yYfLTb7W7v79frzTiOUtaz2Ww2m61Wq2EYhJzN5/Ozs7NjmsWBKv4YiEeOn8wwDK9fv87MgnwtSjlnPCes5VeYIfV1XTdtu1gsiqKQUuQ6SnLOOc3nGs7Qe0gpIaGJPD0V/vjt/7Tke9RVPZ0zIB5lkuQR0x+ezrp/+CxMP5lOPE53c7oi5Zxgfn+CcoEsxzMgoZRyhpQSRhdVvVguS1U644w2wTqIMBmb/a6EIACJCVI8CMqOAR+EECSAMaT9fs8EL1SxWM7LqggZORKcd64qSkpxGoeh99q4F88/LOuKUhqiR8Sh71Pkr17d3N3fJU9/9vEvkNDrt38npeSsPPn42X9a/+bPf/r22eX53/5y/t7zD+8f7rvNDiLM29Orq6sQQ7fXkHYAUFWz51fvn59fjFojY0BYSpAI9TGNk+GMV1UFBKu6JsgKpYaRUUYZZwDIhVgslzmHrO97yhihGGJkgrez2bNnzw4Uw5QIkqqu33///V3fD5PWk1aqyGzMoijm8xk/WUrJN+v1sO8OB/eUCJCqrJ49uyrrSmtDUrq9uwn+KGA+/K4RCCAS7+PN7d2v/v7vrXVSqbOz87KsFsvl8+fPkXLGGOfi7u7++t0NITibzUOIlL5RqlzMl+1stu931pn9fj8MvfdOCMEYF0I0TZMnillNK6U6Pz+PMU7aABClVNs2i+VMT67vB0oRqAwEorUKXMHTRcVKiYQRnWB0o9vfmv5tIM7HZAyyi0LUF0giICBxwfaSQiOl4IIJzYkQlSpn9WwxF4EWdYmMuhjyihBTZEJUTb08XdrBTftu2jtIgYQQY0DIpu2QJ7Q5j54Q/6P16tgE+YtH/f+MKoClhF/+6eu///t/iPC9+/bYQcOnIsFsf04/JJQc0ZScUZX7AW3TKCk54xTx+uY6xNC2bV2XRVHkZs9BJZC+zxl8xFhlUcYj7vJx2/heyv9Df/DRf4xPpeSPgoejVCCFEPOedHNz84c//OF3v/v91dXzpmmzA1VrTUge7vGUUq73KGL+TQDkmg2yYT1f90cAsSez18PClJ5gY34URfpf18j3fW0MEREoUgJyGuLN9Tq8fV3Nb23yy/OirEbBBxdGPXCnq2BmzlaSnnJ4djZ/0bQLyqX3YbQ+FWT03u1NN2rqqLFUT4phW/DzQr4s5Zl2u6Fbp1hz7qSECGCDiQnRMkDgSXb9ME6eYh0DGfvJupFyGHp3d7tva0cJiyS4YBJxXIL3kJXoxsUcM0MpS5D0ZI33IcRgoRCOKUPJBCgjiSmkEKK1ZBoJ55RRlDIulnG2oGXF9NS70DOOpyeXRpOxY12BCVKgOgQIPiJBZ23wREpOKPch+mgpUkpJiI5iBADOcD6rQ8T9brLBcK7ats4ngK7zWseUAhdOqIYLFkI8OZP9DvY7NwzRuaCmuJhTzhlj4PyUUgzBGxMRASk2TSM4xJg4F85557yeDBDCmUoJIg1IciwSeB+lzMgBqbXuh2EcekKIlJxxHiKJEYKPKZGUkBCcL2dloQjEh4c7aw0CjNOQ8bwJ6HxetG0gBKVUgou6qrO1hjLa1mdni/cuLz7gtEqJny0upUwny9nb6z82DY3Im5alGMfRQUx6ItMUKI3T5MZxmC1LJhlnglNuNR22oCdDgHCKKUozhdVqZS1wViGqkKJxLkEoC5nAInGXlxfnp5ezuvqbv/5bO7r76502vbVi1HQ/mPvN/bvbm7YaTxeUsqYfSPBFKV/UZdtrvh0nzlxEE5L2foQUKcEUVfTEWcsYrerZ2YImsu2GbjJbHzrOIxdEyCAFn83lrG2cl5T627sceC0RqZJFXc26bppGp61zFoRCigyR0BILKShFgMAYhpgUYZwXhLgYg5RisWy8s9OoT5ZzpYrsxZq8iQGc9R5CCkSJMgaWEkWSnDE6aEK5lIAYxnH0LkQfUwQERlEgIYozSDjsrTbRByAwMlIywSY9pWQZT4TQGJNzZhgmArxqmsvLUpUUUPtgYxAEBafASimlNOOeCTlvVdfvubCqspLSfnjYdlvGmXdu6Lu7u7u2mZ3jZXDofB/BFqVijBPCkB70XXhoG2a+/LyU7W7Pr2+00XuSeIpotV8/rDDVlEij+6J0ZUktGGN33XDPWSQI3jkXttqJbnSjTZtu2HT7vkv78XbTf0MZ7rvVpDvkz0/PL5ft6euvzDSaoXfLk9nZ8j0Ioq3PZu1lVZxa44UgECOFIhF+LMEiJKCZmg0xT4COLbYICShBggdlWi6qkACBeAjAJinbYTKSAhlDEuFIUc/rFR4hLogUCIVD/zD7qo77C8QsvTvwJ2MWoKWjme3gZMvKqcM+CEBSrvQIHIOIOGOSMCAEFLRNEw9dyZSjw411Rk/DOEzT5K0bx3Ho+07ujTYkwfphxQgyZIVS5Ik7K+fvPZI5vh+gHe18xpjM6sh1hHOuqsqTkxPO+e3d/XbXIZK6rq+untV1bY2xxuT5njHaObfdbp1zh6MCpY+cuqewt0d09mMc3FM9YW745sdjvzXCYYR7jNZ4KgEFAOCcn56elGWx327y639Mfj9KNI/x4pDFpPnSh7IwxkBIYoxKKVIqnbXWGiCRCSqliIfucD7MAKVIKX7yyUcfvHwZY/z1b377m9/89tWrV03TfPDBBy9fvvzd7373+vXrjJV/9uwZIs1RAT/Saz0COYdhePXqlTEmF8whRO9DDCnE4EM8tr8J5Xy5XF5eXr58+bJt26ZplstlWZZ1VTV1meVdUbKc2wmMIMF8XzxtWP9UMPYjMefjXx0ghE8KvyeQj0N9TpBwzhAxeP+k0suoI0wUwZNHSBLjnAnBOCdIkXGkjDFOGSOIR3UiIUilKubtrG1bRnkISZt9v++CDfu+N94DwUQQEkmH3sqBgJkSyfckEpoi7Pe9kPL0/PT9999fniyHcRSCM4reeUqItebh4Z7z6xD5xeWL+XyeF0OCpO/34+SN+dXN9aoqF2XZciZXq52U8vz02cnyfBrtu7d3kispyrPTZyGQG/k2uVSq9vzsKkH6+uvvEERKSYpyMT87O33Wj0OOgSdICdJ+Ml137V3Itr2qqjkXnPPJjKMpnfchxrKuTs5OlVRCyESgrEohRXbpqLI4v7iw1qqiSJASIapUVy9eiPWa7/YDH8u6rOuacy6lKMuykMI7660d9l3WDuQbIes5q6bOf7i7Ixka9Dh3iSEgQcZ533U3N7e//e0/Gus4E207k0p9+NFHZ2fPVEESEO/D9bubm5tbKQpGWQwekRKCkPJNHvq+f/PmzWq1MsYorrKU93B35zE10qqqy7LQWq83G3YIlo8pBeestTalGFHElKJ2dYxzEhbBUDtER7xFMe1D9xAfvovUhwjasKq6YrrDaU8FohusG0ohCtI44oiAGLGbps2+K/ouEKmd1d65EHyKARJBjBAnY1brjR+9n6ZgjUgJUnTOIy8oQvBe6wnQxxgF40+HW8eECQghUCT/GR63f9baRwhhwSfrvLH+UHFBOsbWEYD4E3Ul+d4BdrSZZ/oURDfQwWiNhAzDcHd/u9muvvrqS6lkUcizs7Ozs7OTk5PZbLaYzeeLuZIqV1CPSwZjLKYYjjXu403+VFPxGHr7z2o5ni5GWbSQk5FS9CklxigXIge8ZJtilkl8X0kfTH0OUszzPc45InHOfc9ke3I5dqSWhUM2EXm6/P23LeaMCVwKHhJSVISo3f7h7fVXn/51oqwoGgZksqabvG1m3HJ/36+n3lfqqlDL63e7h4epnTUuTL19vTNfT3pirFjMXqx3Zhox2BLIchqq3YZQ4l0APapCXChZUG5ics66yZuirJhCSOADDH1yk1cF+uQnMzEeQnKMkZubkSNtG+qjBxKZADRgbXLeMwlAonZuIYqiQKDJeJ9CokiEYE3DSyUhWEhAgCNTk6n2+6IoFBeeoLXOApSz2WLWlhjnu60h71ezen55Xow9VaUnRbi/3277vttbPRjGCykKHyxJgUS2345FwYqqit52vdvsA6QhJdIP2rvQzuZN23BH6UhTpDFGH5MPvhvWzDBEZELNl7O6wqq0m/Ww34/r9TpEVdc8gCMQSKLaZKwzIhGxYILTqpoRwsdhIsCllFXVQgKt7TjmlJTofCIYlGJK1Vp778HYKIQoq9nJyQnA3f39buw9Up77dwSYD4AIZdVSrp0xXMSUMEQrOOEscc4vLi7aps3c9v1+t9lsGOMUhkUNzy9eMlpvNiMjtTd9vxu63droPaNWSeZc1sOxoJkeIUS33037flJFqWTBudTDNHW8X5eb7bos1dnZaTsvvaeff/55oVTdLMtqPo1OFs18fhIBE/hJD7/59W/6rv+bv/pryZpSLTlr9RCGHq5vu1evvl6tb62dmCi6aR1D+XAb7YicqpcvT9oFLizcriefBiG9d9rbabCBUy5YoQTG6FQRlhdMqXK3hfuHkbPZNHZdv2MszZfq2dV81s5vbu7X691uOxVFe/HsfSkabYb71cN+1yUAIXlRnBQl54yEEFIMCULW3zqv9TTE6BGTUoxSrqQqlIiCCsGXy3mKpNvvIUJVVGVZQgKIBSHzomiqsuFU3t/dbTfdpMcQi1krhcBu7QCSFJwh8zru9aQKhcR7F7q9ToGpolSKcQUADsADeEKgaWo9+vVut12PANCPwvnbel40rarrRhvuHGWUGzOt++7d26+vrp5fPX8+9ON6/c2g9zEQa61znnM+DsN2s1qvVycnp4CffvbJ3yBh1ozGb0OIJFWMVpwLRLLf77thbd2+rARRPsV+mta73d3d/fV2i9FhcTl78fyc0yYGIHTT9Xe361cJ3nXDm8ncrvd9yGF0iXgf9x34YIcwJDYBC/vJmus76xzBoKTUvh6mbVvqTz79WLKLbCmsqwVFWVWzQjUCWQpIAUiMFIvDZO0JJjoBAHmMbwUACHnAkgAhIQWClBDI0Qckj+YoHrdDCpBZECQECCkeAhkgjyIybOOgH8t15WG8h5hNa8lD9AdSbt518TENOsUfSUXIX/ZIRB8jORzECUUkBA9jyEQZE4xVSp4sFgTAO59J+975oe/7LqMUVFEUdV0DAeftwbp23IKzmS3/kDHGhQCA1WplrNZ6yvt17qUyxpRSR3ggyUCU/MR8asyazxCalNJisVwuT5UqM/DjcX6YUaDHIwGNMWSoyeNHIaW8urr69NPPlCqttX3f7/f71WYTH419KeUAiZ/Gx+X4hOVyuZgvtuu11iaz4J8iN/8FZHeM4TANRmCMMsZC8HAMQksQAUiMOWwtC6N8iL5uqg8+eH8+m1GK0zTd3FzP57Orq6urq6v1eu2Dv7y8ODk5qeuaMUYgpaNaMtdvx/jHNE3Ter3+9ttvd7tdZrfkt0UpJcdAyMObRbrf77uu67ouf+wZodnU9XKxyPrPolBNXc9n89PTU8aO57sf6jYP3yhCACCfjv6lo8aR2/lIgDyOKx9BpiwHCRyonpwJyQghzpoQQAie/40QEgjmEhuQAsEACZAwxgjnSDHEqLUVEiWAUgUylm+vSev1ZtvtOz1Nw6R9Ag6QB19PfZL5+/nIg23b9vLy8vzyXMrC+5hv4oSIlDOk3gWjvTbe+0gIA6AEKGMYovM+xZiEUFXVFKoCYDGC4EpwyZiklAmhpFQA1Bg/TTZFApEFh3oMKTBCCQSGIAkCRKYnP2kHwLyPCSI91DFACJ3G6f72vhv6xfJkuTyp6/r0/EzWZd3uEySlitlsJoVQVbE8Xc6apmlbH8N2t31Yr7phODs7vXh2KSTvJ9313bvrd9Z5IcXy9JRSyhhmO5kPIcY4TVMWWj/9GjjvdrudC15rvd1uEwDjLKdTHE7sMQnK6mb28LDxHj744KOyqkKMd3cP1ze3iZBf/nJdVpWQSqpitV7vdt35+XnXDdvdfhimh/v1mzfv1uvibn3z5z9/ef3u3dAPIQSrDUAyRu92u6ooOPuelqzdAVVaKDUOw7t37yZtplFvNjtCSPAQPRGRVR6rybD1GvsYYR8tsGHXIFTzObcDTbCs2gAehrUcmuQQzM7RiEpZ8LdTNyTWTe5m+y4Wv2u+ezCJ/unLr9e7jqui1wYINrN21+1/97t/mrSOxjaSvThfXJ0uKiVpAkDvXRin/v7LN4QeYLnOAAAgAElEQVTGtm1PlstCqkzWPbCdjgZXiPHfMKyOEWQANB02lKfAlNxWIT/QER6RRt8vdofUFoIU842dNScpJWPMOA5pmxDJdru9vr4uC1UUZVPXs/lsMV/MZvP5fF7X9WOuYh7ZH30C6XFw99jGe1xB8tr9WPg9VlyPHaZj8y//GR/jNbPg7ZGa+VPPcd72ci8w+7attbmy5ZzTI547L4TkLzzg/y3o4T/DiPmvz6L4F0Z/j2nvlJDz8/OPPvro/m5FaXDBL08XH364PD9nzmhrxTShmQI4jZBmC1EUwHh3e//n9bovqgLEBaFm8jf7cat13G7N3f2wWvsQGylm2oDVTokEcy55XZcnVSUC7H3oRr2l1HGOjJUAIiZWlEtc9ev7cdQ744YI04v3m9m8rsvY7TY+ekKxqhkiickvTgWlklHlQwAkVLKTs0pWmIgddOeMJSFyRgBMiDuKyLkSoqQ8LWw0RpZlISRSVsTYlXK+nH3McWGnQg8FiXPOFm3Nri79ph9204033dCH/dYWalHVs7Jottu1GbX1SSiehIIgvA3OeD2lBz+lBC54JGkYxvVmFTKzgjMeglCkbhjncMiRCgliIJFzkZpGIAWCPgQbUgJwBBPSzHJIiDQGCB4iohRVDNQZgiQWUpVFyygvi1iVZhqncTSTNimmEAgkVhYtZappl9YazssEQogCcbLeaeMnbSJE65wQTAjKOQPCjBtjosiUQuHRxRgF5/P5SVPXBGAYe2PNfr+TUhR8dManSLiUjPrXr16P091++Na5CTEmH6bRBI/B0uilmeJ+a30Iw2CsjSnQ6Lnx8WG11z1zE0u+xlQgFISwbtjr1e7y8vzs2en7719aS6pq2bTL7XbvvK/qGQVidNjt9KJtq/JkOb8IJlbFrJ0t54sz690w7BkXIXpr+7JqCiEZqqJU88UFcgzpQTskdLff31MWOJOUJIbAOA8hcoZIgRDKWFmqk7qqxnEvxB0hpmmVVNx6u9vt1+s9EF5V87aZa2216bQZiopTyggyQqgPznXGe5cd/JwjEqBIEOEQwZwiIgUSKSWcCyklZ8waH0MSQtZ1u1wsCcFhv+p2KQXVVKenp6cUBSFsu9uQCMnxRJjTJKVEEzLOQ/LW2HGw3qcQI2JQksuCKoWJeh8dQU8pcEG99ykmiui9R/QELVBLUKWkhn6gWCM2nFLgKQY3DftuT+6Z3u72iVVC7xgT3oGzIcY4jWPf763bd4O+vY8nJ7IqTlIo7+4NgyUlC6tpXc+qsthu99oNiF4I5f1m0+133Xfb/bfrzauqUi7MCBsI3Vk/GG1CutmP36x3XxRVN9mb0Tz0g3YmxgilUokIICQEEmIE4ssaAVwMftRGKoqMGjus1/cc7n/+6X9Xl3OGLeeCUlRFwVAyypGgFATyaTwxQvKemo41XUrpgDBKR4Bm3hpsCDH4dNjjYgwhepdSIgiM8cQoHIH1uVbJwesJEgEC+FhW5kU4pgNHD3OLGmJIQEiKJF//KPI80kEy7iIdh35Hu/txmnd8qeQJ0S1BiilBhIQQH9WYKQVCSNaw5LEZE/jIcqyrajFfaK0RUQqBhBBKgPCjjxHzVpvfYF3XV1dXv/jFL6Zpss5tNhtjdW6oP9o3ENFa65wzxjxNb/sh5jEd/Y28qqr5fN51XTzATuOjceOpk+KxjDkiBIlSxdnZWe7DhhCmadru9/mO2+/3uQ0bQigKmyewBFEIrpQkAJHR2Ww2n8/KssyX45z91Ety4I3AD2SNT9rWMSafIGQvRi7XQwwpphyCRylFejgrxxgpo2VdnZyenJ2dSikyYDPX2G3bztpZWZb5ZeQrEzgiSvNE9/iqnHPjOA7DkD/YPBvJn8lBvkiAkJwbQVJK4zg+IgGFEIVSd3d3h7qK0fls/vz5Fee8bkrGfsxlebSo/ujg9Jc0R4ejDoEYQ4wheIc0M0s8IURPer/f5bKTUep9sNY6ZzlnxmhnbYxhHA9Efue99QGsIzQm4sGRSRvrA2c8xsO94X2wLncvDhmDMSXnvQveee9iCAAhQSZbGudISj73EkLw3jtnrTUxxrIsF4tFXdcxxmEY8xeYIiWEMELGcez7wVobAozjRDBX1xCC3+33u93OWhNjMNbsdlsC1BgrhAjBb7c7YzRATnDATF1KkUDCFAkARaAAjFJBGRWiBGDBp5zelvIMBiElUEplAVrXdUJIKSQhpDfjfuz7flBKIaWb7Wa/2+c6TTDqvSMUU4qTnu4f7qWSWmvvPSEQY9ztt9o4IZVQKtnEGWVVPY7jzY2b+u7u7sZqPWvaR6JHCGG32+22ey6FMeb2+kYVSsoT8sQLikiNC9c3t5//6cuvv/5GG0d5BszSoiwJoTe3d1VVJ4B+GDebbWbkGOMYZU3dfPHFF7e3t0KIweyHqZNCNJcN55wSQoA4a/7w+98rIQopU4xAc7OMSSlmbfPi+Yvg3du3b+/vH8Zx8j4yLqSSZSUEXapppD647YjE2YDahAiBCcXnH7BoMUQSmTExdg9UsLvdZjNsBzNcXp5V87kz07MS12837/7w5W//6QuPr0YXkfKz88vPPvv50A8hJqmqV2+vX7/57tXr18Sb9y7Oqv/h3z0/n1e1DJ4mwjwYIH4YughBKZWbIEIIYIeFn7H/IjQRRilHyhHZPzcDSk9EEPA0SfzJzXyg/TLKckOOMcY545xl8Yj3zhi7Wa8365X3Lnd0lFIny9Pz84tnz55dXFycLJftbHagCQv+6CF8yvx9vPSjeD1vq09TPvNPntr88ovPDcLspn2q//zhOvV9fRZDiCEcNxKaO1iI1DmX7bDOOUKQUvYoa/lx7YffP/5rhfL9VDv6/ZtNwCh9fnX187/RxkzffP2PHNjLZ59++ul5VQ7vvvsaUpFS6b3tra7qeHnOk09Dd//d9Wq7161r67NN2YCD9ainaYTVanz97Xa/p1LOTk7q1d3G1sP5KSlUrQrkLCFbGLfth5WeomSprlslqwjcuURIG5zfPOzuH/bGa1nS5y/qUlVcQVmMzgfKiGoFUmddWCzUvJ011UIbj4yKQiJLQCPQUBhhzZiMZRximIwdBaeClaL0BGEWDSJTinMhEethz+vy+bL9OYOTMbGkCYUzjnVZ4NlZdHBzvxHBCjOxacDL82fzdgmAa9dPA2gTBasYaShRKaboU/Spm2KKCTBxQfphMlYXpYDEhOQJXFlhO1eUJufs2JtpGoMzFCQhsqx5UXFjR0QfkgH0SAljyftEKeGcxhS19s7Guq4Fw0IhABFCcKakVEhYKGPPB0oHxFFrnRLGSKp6thACKK4eVt77aYoJJBDuQ+qHiQkqNEMEJUVdlbP5LAToR4sJOOdcqBh0CNa55Gyw1gMkrfU0jsPYhyhd5SDhNE2CW8T05rtvHtbfmvAuRMM5d4GZKcbASKxIFN6ZcRhCCNaEmCA6dIZ6T9b30Yxe0ChlLYRIMRk7jNN6mNZnpK5a/vzFmZQns+ZSqvb3v//Ce1KqtlRFXVbTEGYlb6rF88v3zDA2TXN6ehqjRUpX93dl0VJS0AjLi4qTCoHXDZvPVVWX43TTj9zHB28AiFWSEaCCcSlUCAkSHUY7TcRbIvjy7PTK2kHJKpEBiNXG7rbbt9f3u10vVVuUNaVsMlvrRsZDO28goTbeWu2Mdn7y3lFGlBKCI2OAhDCGPoB3PoQAKVJKffAFLxjl3nujjbWec1kWVV23ShXB+tXtLvrkPZeymbUnzvoYk54Gb7hARVPpvHUaOQqSaPBptRonEwnCyQlliquaC0V8CM46IB4p5GECeMa5kJIznuomNbNQ15axOHSd4LFUytkBCS1ViA14t769WU+TZWUTqS1U7TzoyXkXfHCMOlWEELerjX71Ni3b54qfDXslmZE0rR/crDWnp0s96QAORYjRbLubzeqbyWxG/daF+5BKHx+Mv3FmP/Sm2+8ns1nvvtjsv0JFXNhZ37kALkCMJMQAiIxLAGaDYUkrJZFQa+I42VxUe+f3+47DygfDJRZCQgRKGSMsuhSjy3VW8N65ABCAeCAhcwrTwSoHMaWcjJvLK5IgxqCN8c7G4FMMh3g87zLtQzBOBCeMMs6lEJwLyigCPdqPKCDiIZz94BQkBwpiAgAPmcQBAIE8xR8eqs6sw0zHAd338LMMvQMgcKBiPJoC8+qfw5lTiJClVllHh4iYIKd+ZW3L48YlhSxUMZvNDr1P78lxq0WkiPSxtUoImc/nH3/8cV3X0zT1w3B7e2us9t7l6s4YY61VSnrvc5hT3qAzv9F7T47d21yVPe7dx7i/BAAxxMdZ3zHoHAAOEp5c4aQIMcQcFS2lPD09lUohIS4E51wWg+VderffMy6ss+T71nDKMdZFUTRt2zTNY8rcTzbQx9Y3efxwn6ZWHFveIaaYIP7AZnIo9g4N5xBjNjf6EKRS7awtiuIxC4QxJoUsiiLbk3JG82Pxn69CkebMhfyLyE88RvDlyR45vjwKSJAywXkW2T6eWzKyzjm33e1ysrP3vm3bSU8vP3gpJMuRXT9SUT092Dzy+n96OHx8hOCnaVitH7IJjlLuvd/tdtbazWZNEYqiuLy8lE0TAllvtkZPZVnmQ1wIYRjHvu/7fjDukKcGISRCEhDrnA8RQ3Q+OOdTij54l0kvIaTgdvv9Zr/b950xZtB6mCbtbDJTIhQzxz/BMI6M4Wazub27s8Y8PDxM0xi89971fW+dNdYe7hFAJARinKbx/v6+23chwfX1O1nIXLzFGHa73bt377quM0b3fXd7e5MSjuMgBNt3+29efZtbD4+2wRhDSkCAHv4jDAnLUFLOJGMCgDprIVu+QorBxxhzX0AIEUMw2gx9751/2K/X3W4ax3Y2LytD6f7hfjX0PRcCIV2cnzGKjNEYw3azKZQ6Ozv13jNKKaXWmmGYJm2Q0ZRSoYqmqqdpXD0Mr775erdZ11V5eX6RJW+QSExxv9/f3d4nAtbabrf/5NNPyqIkhKSQji0h1nX7r7766te//cfbm5u2bbkVQsjFcjlfLISUq9XaOj9O05/+9GfnfFYvG2PLqhKCf/nln3/9619TSqlIJ2eLzz77q2eXz9qmZUjXq9Xq4eGLP37+8v0PLs7OUkqJJEQiOGcUl8vlxx9/fHt3/3B/F0Lq+kGq4uXLl2VbVrOSGy86l/bedBMNg7XWaJuaFtuz+OxZpAS8h36Yrq/DuGUsvvvmm3e7nRdy+cHL5dVzmsJLU+/w7X/87Z/fXr9b92aw4dNPPv2rz37+P/+H/xC8JwSlKv+3//3/+Or//L+++foblnz42Uf//pc/E5LWTeGci0BtDJRDgniUIlJ6GHPjsd7L6aAHGNi/Zf7eTyLxjva6FI+bBv6o3ntiA0sRIMZkrSUIlBGpOKWYNRsMkXJBkcbgEwDnPC9AWpvb27vVav3VV19VZdk0zWw2q+u6ruuqbS4vL8/Ozk5PT3MLKte+ea/Kdx1jzFqbZ3pHLzL9Ubfp6ZiLMpLDDIXgWc/5/6kGy3Vj1q5gSsZaa23eYo8agFxwImP0v3kl5/ePpqmurs6H4f1Rv0ZGPv5s0Q/3f/z89R9+/09//bOri4szpQrv773Xxm+Gvut7MloCjA329qvvvn7+wcJ56DrtLaOMLU8WQlLGmrJUu/WWRFGqZjk7r2rR9ZxyP+kyOroLljI2r6/KajaMbnN398Ufv33z9d12Pc2bWT07bxeikKTrtO9HrkAQThkCglDQzGhRsrJSzaxsgDEuueTfvXtjrJalKMqmlCraLoJDEpAl6zptBkJ7zkU1Q64SSWPwxhnKWNFUz5fNX+/XDBxrVDmrX9aNAIq7buM0gp/NKjk2pe5WTXEpWD1O2jvltTDa6Imdny3fu/pAiXsS76x+qArhg5/MqLVBF6MCQMMZMC4iAJPAOKiCyUg4J0BM9IxjSbGMAax2XIqUYgRNWaIMALx1kaCWdvRuGno99vq9F1enpycX58+llNa5aRxTpMgZ58wHSIQxoaTWiEgYY0IxIYGgUs04Ts45SgvGJJDYDz3BIKRAAq4qGBczwnyArp+ssUoWdVluNrv9bmf0dP+wOlnOZrMmRTdNI0DwVheFuLo6D8lMepcgLpeyH8Pq9j5EXahClVfeREJqjAsSzFj2Tc1CCECGfhy7bqBMKtWW0pPkkE51UzE+TX4btAMcVRX23d3nX/xTt3PPn/3iw5f1s8tzyZZNWUjJX77/AUlx6vvgYD5bfPrppzc3r0KY9LRxVjPgs+r8xYuXDKXTngFlGATnJwtVFgwgnczfE5xqXcuLRpvVpLcAQIBTFEjoOPhX0030hFLZVPPnwJioCC3u726N66wbP//jN+v1LsXUzBWQsNtvvDeqkIxXLtqu67quJ5hFexCTTz5N2nk3IWbbSCYeqxiDs67v9E51qcWyoOvNru/HoddKqrReD8NUFMVm1d2vNUm+67745ttvvTfBGq3Nftudn55Uz09O5i+GYTdOvbeQAAGY93m3IEIVqiyKWsmCpwRM483NPmnjFZMckgvewumyKStfNb5dJM5jSj6VFIIfuu3bNyvG2WLRzOZVSkRrR2JE7gkM3W7YbcdhsIvZsmlrIdVmO1hnYtCb9bdDt5P0fF5/UrXv1aqO1lOKwbvTk8WuH+9X7+4e9rvNN133Zj6Xszlr5+f73eZh9aXWq5P5s6HX93f32/2dtSsqRsZKqVhRKaTBKwgBIbEEFChrqoYTqpJApAxZ8GEYjJ5ct7PVRdmUM6XE27ffOMsWMwuBUWQE0WhzMBAB894HH/K5NyUPCWJuEmYQVDbSHb3ZMYQYvPOOHHkfBFJKkaRESDwQPHO5ieQQNkUwJ4zlhGiklFHBeBawHVPJaUJklCJDGmnMzdMQwYf0JGT8x7rN9ASIT44DvfREyZmJobmC+zG25Mmoynv/uLc+DSv/QR+T0gQpPhnHxSeei7puPvhAvXjxIsSYKyttJmtNFoBlROc0ZW9gH2KazfrlcomI4zhyzhmlmXWZt/VcNTnnsv9HSimEeAQGZlNfhrKEEHIoBSKjlDPGvPNv3rz5h3/4hzdv3jRNU5alLAqlVF23ZVk2zUwqKaR8j+DD6mGz2VBKd7v9119/M5/PcpO6KIqiKE5OTquqZIxZaxgTOar3n5VxHnIUIYYQM1Inz9ACBgD3qBfNmlXEnDTtQ4jZxco5p5TFGJVS89liNpunlLquy1OXnzTmGWACEp9GRD7NlHpkn6SUfPAJgFGeyz/GmI/ROm+MJoi5rs4HJ+99jklERCVl1k7mlPNjHn142il+LPN+xDv9l61Etze3/dffPNzdxwOWE7NNZr/d7zbr1cP9crlsm6ZtGq31559/cXtzfX5+/v77L05PT1JKjPOQUj8MCUCoghCSuSyAtG1ndb2JEcykd9sdJGxn80KqUhXB+zdv3vzd3/3f795c993AObPaam2MMRQ3jElGadPUlJD9ZnV9Tb777tuvv/lz8K4fu9XqwUX7+u0rICTkZkBKiDRFiMF763LP7m714ILfd9uqKvNn6Lztuu7m5vb+4d4YPQz969ffxkSM0+ttsM7c3t2s1yshmLVmvV6t1yukQBmllFHK8vg9f5mNtdOkCRDOBUwTZ4JyFmLU1nrnfPCMskKpHGdyvPtTCl6PEwAJIdZNc5iv8IOQOv9vIVVZKIAUQ1BKhZQEY3XdJEDrfNd1jLFCKXpMWs9fSEpp0zQA4KxLWQ1L2TiOmTxMKV0s5ovFIh+VYwyccwBYbza/+tWv/vzV10VR/PxvfvHy5QfL5QkidsOw2+/XD+umbYEQY/SHH778+ONPPv30U0Rcb9aff/FF3/fGmKIogPrLy4v//t/98pOPPz1ZLgkhr7559acvvtiuN3CIYCExeUiEM4ZI2rb9+OOPtTHTNFFKkBAlxfn5eXVasqYgZgk8ASHeRxZ7xnuG0c9m6eTKXvxsikC8UeV2XG/i2Jd+KqSatdSqhlXLUM0CiUWxKKsJQBFqhaDIsSjqqmyW86V1NoQABAslFWfBW8lRKlbVShWccbTOJ0hAI2UglUjpUNqlGJFzRhmnlADB/zJnfpYS/CjY7ZgOegBSf/8T8s+bAvFJPXjE/jKKaGMMWTqIBAk9MCFDyGuTjzaG4J2zxgx9v16tpJRSKVGopmnm8/lyuZzP503T5DZGrtOyizrvDY/9v7+UNnjsupGMbAGAuq6Xy8V8Ps99wR898VEc8pdC7R6lI957QtA5l3emvOByzhCJz2knKT2qUn/k5ntUVP7riZ3/9qM/SCklKXneE5Hibt//6U+71eq7m3evb96NpzMyb2fL+YxQy3lIYF3wCWnRCBGpj2Ew/dtrm0A6K0P0lMfZSWqXEiIGP1w+m52fvPfs/OX54sOi4JwU2/2N6ftg1MnsQ8aVpDNB2sjCrKquzggx81ZslstGFiTRyYYdIWwxP9GGxqgpTUgI5wwpN8atNhtj/MX5FSHYd9PNu+2+67kUFxeLpo1Caqc146iECIE45+zOZiMGQ2RcEcK8Z0XRtvVs1pyPW4dAkVaQCkickgqhqstnzy8SEnp52r/3bHt+djmM0+vXr6Y+jmMMgZoxpSDb+qxUJxTbaSTOW+c1JEqAxAQ+gAQEklLyiDHFNGlNkFEGjKOQGClSAim4EGNIlrIEiEBYAg+QYorWJiQxBE+ppBQhpeBjDEAIppR73pHSHDzLiqJgnEspfHDeB+edsWbSZtKm7wZCsCiq+bxWqqgaVVWKC4ZItB5jAhdiiCQk9AG6Tu+24wNu+26cxik4qyfvrIvBMwa5F0ggjtP++vbbzfbB2TiMA4CPqVucVAFOElQRvDfEOeWMapugJzFNwbqJyrKZS6UkIegdIArKDeEdVQ4xxqQDhLKidd0IXsaYttvh6kIEJ81ES3VWqFAWfNGeMQq2bDjz02gAjLW79e22h1trkuTt2fLidH7CGXfWWDNB1IzaCAlIXajy+dV71s4nfTlOd+vt6/uH77a71dj1nNu6nhOKHnwMwKgBDH9+/TmjZJqGN9c3m+26H4bVasM5Lk+b+UmBmJwbgRJCWQCy3XX7bqvNWJRSoCTACaYUg/fR6AN6i3FglJADalkyhloHxhwBb63t+2noJ+9j300xJs650WTSyVrdTwPfgdGOU1CC1vVCiTYGVipFkVKKPlqtp0m7+WKWCCZIw2TSboyYalqQlPQ0Oe8JgLcQbQg2QILZ+XyxwLrxXE5AXIqpaFqI9TRQCi46EyzhRFDOGCIlLFAgNLXzOjk37Hfb9Q2jJ6WaSR6QxAQ+hl676AlZ1C8KRZaLqpCSAOecqSJutv1m/TaR3rtBSdY2NaAehm7oN977cdxQalNALqeqBqpZCGwcU0x1KSmJxpEYAkkRAaT3SFBIMUMqvXdIEiGhrluKjqSikE1ZVEKyUW/uH15Pg6ZQIgokPIaD6YAA+hBCjl+NHnLqdDyEqx29AI/p2hBjSCnEGCkiISk4672LMTBEpJntCY9xxoRQQIwRMCdKU56AACJn4jg7EpQxigQpFZznczYeg14JFYDscXPI8IpjPBhkP39mEfywBMnIRiCQ/h/m3vRHkiTJ8hMRPc3Mb48rIzPrnO65Z3qXu+QuseBH7p+9IAEOSHDJIcjp6a7uruq68ojTLzvU9BJ+UA/PqOraGXLRBDdRSAQqIz09zMxVVUTe+72n3foI+TzhEH/g+mPOKUGRgTwbzjyf2BSHReYEP6wGT+gyIixejJLqNp1O03FwFUpV5r1v20PXtd77x8320HZCiLquU0rb7bagsE+TtPIvhhD2+31KqWkaRCyd7w8xdE+SwtPG+ny85r3vui74MLhRmz6lXDLfldbT6aQkwt/c3Nzf3xeb3G9+85viHqzrejJpNo8b7/12s23btu/7cRxz5sLRedYWxx/Wfsdz0DHOAEqI8ZM2+BiYfGK48jFTkT8ElGltJ5NJ0zTl4fwQ5HtksX6QlKZj2CP+IcBcPHE4U0pEKFUJ5lZCSCGEDwEpxEjr9erFi+uSoHM4HMp8r21bROzaVklhjJnP51prqeSJUPqH0s3nFeAJsPeTmcAnrKYQpJVERCmVVpoEXV9eAYDWerFYKKVK96EEfQFC+RGYeTqdnZ9ffPzJJyXAGhikUkJJInFxfuFG70PUxiohOefgffBeCtEOw93t7a9/9esQUlM3y9UqhuR9SClWdqqVzSlX1hDypDFSkDVmNp2E6JtptVhOr65fLJaLmBJ/+EFkDGG33QUfCNEaK7Tsx+Gjj1/PF4vKWoYcUzwcDsro0buu6169+uizzz+NMf3mi3Ol1Hw2m8/nSuBut5GCtFFCYAg5HxVlGRGUUnVdZ87OuULYfvpUJo6FFYxCCkao62o6mdS2YoacklaSU0oxlCmy1Xq9XBJj17aEKImwZMnkLIkmTdNUldFaEHrnEeH8bG2ran/otvvddDKp6/r41CJKIYrG4DSAYWRZMqaeHmkhRDmil2Ki3PdDP9zc3v7uq69u7+6ur6+n89nF1dXlxSUi3tzeDm7InJGOIsy6rufz2Xq9IsKUgtFKECJkQRA5SSnO1qvlcrFcLgjF/c0dMO92265rQ/BVZQsSSUp51LXVIAiLdyKmmFNCgKTTaDIlyXIS5IJplwkysQOGaobVIshFRoXCjQCd0D5lbAchqrPZGc7PJ9WaRJXQQ1ZCGmNqQY6QBQoplBRKK6WlTDmHlErTVxISITCHMKYUEUEqFTIwQkaQShHSSVl9MpSV4NZjcib8MQdI8olFy/8E8hF/6GX/YXI3HQHWUpTORMntKTj5zBkQhKCTiuNpeQJZOp9SlR5VSXgExIwln1HWdf3ixYuLi4v1el3X9VHRPp9XVVUaZqXkO2n6fySuOMHECrcwZxCCmmayXC6Xy+UxSOeZAv5Uyx3f5JE3dQphfyoCn76zKB+KGKYkKaeUEKHUe/hkUz5pSkwasB4AACAASURBVP9T1d0/feX/KF6+E/70hxVfGY1CzhwCv3v3+PirbzbbGz+0BGq7xaG3xsyE3pIaARgpm8pWehqzHVzYDfn9TY+QK11l8tIE04CtquDdYcuvXs9fnF1frq4Xk2trNCf5cLv1nZI8f3F5KVU9jiCxFgbF+UVlXrxYv9vev53Pahfau8fv0jBMGv361dnNHYx+TyJzzkQ5ZbHd7lzfPtJ+0ix1xLv7ze27zf2mA8Aw8tULXJ61ox8RLZFFlq73XT8iQV3hdCqVyoCSWWnLxpIQkHNImZFyjCklg7nR8mw5k+vFC2108KnvBmur777/9u2392GE6BGF9iOHkYn1i6sLBn3zfnv/eB+DK/NmRsjH7GZOKRAhM49jIJENlFZ+0TyEEKL3KaZIUikllRKD65hTzpgz5gQ558m0kqQwoRTkvS/tt9I2KctB5iy1JEmAnDmFFAAh9rnv3W538D7MpovV6mKxWi/X87PLebGUhOALwMrH5ENMmUjYlNvDoRvdGDxzYgIx9OFw6I1GYwVhEoSIuNvd/eo3/ytn2u8P28327GL58tX59asVCZ1z9D6GURz2aeyTVKDNoI0gLedG60q5PnifnXcoSIsEqs00ImWERBrmy/X1iyvCOowTCc1y+aKpV5ztfFYrRVVFWmtraD7RPuz2+8P9/XeHw/v3++/ixms5e/3yZ/PrjyqNxgi2um0PMQzI6dBtBZ1NptdNNRM0S3m93U1SytttO/SPh7YDbi8uta4zakIBWYQ+uMdvvhckEcR3b9/e3j32nasnuF42Z1ezyUSOYxq8Z7Q5s/dp3w6dGxkjKiGVJJaZOXIqi5sfY4wgJWhNSkmp5BNG1TO7GDGl1A/eOR9D9iF6PyKgknNB0zFxyN772PfRamFNfXl51ZiGkKQsHYTcu0M/9jGly7MFCt0O49ub921wLo8LDsg59o4zK2mlqCBJxiwENE01m6imiSHFnDIBVroSVCvExcyOzmEOkL1ElJokSpcwE6znEw6p3e7u7u46y4spGZmMFkgIkL0bU+6j75DHynJd1YiacxrHh6697Q7vmylNGmO1mTZ2f3C77b49HFL2zGPXGaubulaTZtG28nDQQxeUmlT6PIceciBIKFEIyqxSVoRGCZtDmzgwiPnirKkBkq3sVClFlH1s/fbN9nGnaI5ggI0UEnLOHAEyAiGKlMpqz0/2hBLG+ONttpzfBYKgzJyG/tC1Bz86qaSUx6giKaiA44gEkEgZUEghFAoZE2dmpXThRUpZ5nuIiEoIrVRljNJSCkFE0tTSVM9sAYKExJI8XtKjy65X5mxP1dqpIjuVIjkX1SgWA2F6Zvo6/YUUIwDQM+1iyjmnBMcRECAhZjztYic33dMY8HjFCmhNKaVJMZvnUQ3D0I+jQ8TBjW3Xd11XqqlhGGII/ATwKK9cXElt2xYeTN/3la2M1ifyx+mylGbrh7QGotIXrmxVqMJK6/v7++12y8wkxWKxWC1Xs/nsyy+/enh4WK1Wh/1hdKP3vhwt6toOXR9j3O32IfryDnPOiARwTE0E/pAU/EzlKEqxXfhwIYRUCB9czJjA5VlDRBTFI5M/dBZAK900zWQyGfrheA21llL8YICGwPlYaT9hQj+cc4oX5tR9FkIW1o6SugQ8khBApBS/ePHiL/7iz1+9fPX+/c3Nzc0wDDc3N5vNBhHats0pTafT8/PzUoAREUD+T4ue+A9hgM9PYqUyF0IsFrPFavH69evyiGtltDblZpWzU13XSsqUohBqOp0uV8v5fFFVtVSamafT6dXVVc75xYsXs9mCOcsSLAt0tj7PGVI+HteE0sAQQ0DEru0eHx53291isbq6unr16lXOPI4+xrhcntV24oZBCkLIYXR1ZZu6qq31wccUAPnl65eL1SrGWGRcpUsz9P33330fY1JSzSZTFtAO7b/61/96fbY2RofoAeBwOJydfzV69/i4+fxP/uRv/vZvvA//8A+/NNpcnJ+/fv36919N3775ru+7ybSx1hSnX0oh5YAClBJSiZRiCCOXwCnOiBhT5JzKrdRSi5zLkbhpmq7vc0pGq5LSUhljtG7q+uLsTCBJIj+OSohS8EHOgrCu6+lk2tQ1IcYQkPNquVBaA2DftUVqd/JVaWOKO/HZtAAKTcRaG3NiBhBCSkXiw8NJRP0wbPf73eGQOEujbF3ZqtLWPJ1AAiADspRyOp0oLUuEGSeMMcQQpKSqMnVtXUxKCms0AqeUSGAu+u8Y+753zk0nTcwFp/zE++BcelXAUaljfKUH71BghsxKwDSJRRKYgJwQupqxqJMnlAo4B9Re105Xh8C1Xcybi3r5QstZiiIiY8xa6IuzC5ekskNiWswXVpuxH4SgDJxiqq05W61ev36lCJaLZTFqxpQBKQNnICBZ1Y0kMsYIQYCYc44cEwBkFkiotUYE/mPXewQg8JkuHU8pfKW7SM/hZU8L3InRdOSgCMSUMwFCPm6VUkqG/KPBoBBF8lLaQuJHuvCSwlkKuXEcv/vuu3fv3pW1rOiVjTGz2ezy8nK5XK5Wq+Vy2TRN2Rh+0in3IV2COaVcrIMFvRVCPGkhfnKa97zm/ieueVlhy3eEcNyE6AgUTfBf7q/snHMuxEgAdYp1u5dxrABQStjt3f1je2jrejKXMjGrymbESsl5zjVAGGPVw733uQ/O1tFU2TTs4y1gZevF7ZvdTq1Ht4vjCMJanKyn1xM7U1qcn1+iMP2QfMQxRBdGqw7r2UJ+8pok3D2+Dalfnk/na7Na12/efetcrCfaua7vhq4fM0cA6F182GyEaLfbA0AkgL7nh9utFKBMqmuhJLpu3G3c9jFst6ANXFya83UzjkPbDocdyYv59vDtV9/+x+/f9MlPl7PXKD+RaprTfD6pg9+n/BiC5+i1tLPJrKkPUtrZdAGYGP0Y+q5vb27fz1crpaQx5hg08uwcEELITATC2Moa0hqrWgmBMaQwjkM/Jh+Vtk+UMJBSWav6fmRGY8y0ASEUgLTVxGrGjAC8220eH+9tVc3ni+VyqY0JKXX9Xggxet/1XcyjVKS02O0O4xikkVVTL2bLelIfulZK0FaP4zg4N7h+jJGZefSHrgcUs/lSSjOb9a4fgw/BjymMObuY4uPjxlZCK5YC6tp07uHucTf0PqWMKIa3Nwk2Un90dr7WpkYE1/uuGx8et5vHdrffDb5dnU2biQHB2/1jN0QA28wXQpmM8tBGztkYXE2n19fXP/uTnwUvur3mePbpp59dXXwisCZCIZKgyNiH5Jzru/bhu+9/9dvf/W+Pm69deCQJGYLrm/2usdohz7VRkhwIn2I4HHY59oxDDDibLdbLldQmsWpbkGIuZXKh27WtBW+EMlaBIEAAGfbdYb/p398/5hyXZ3Y+t1UjfXSd43HkzkXnBgSDZGzVkOYEJC1LRZplyiH5GOKYc0oZQoRxhNFno6M2GIJvD9F7TzRIedBGMkPM4LxLKQKCtcaaRskZqex9znE8u7RGqUZX1pr5fF4Zs9/fMzttcbZamkbcPRxAirb3m50DYTPQoYt7t1fMhnAxr5fTs8XscjZZGi0E+cx7JccUU98mYBRAh/sHa0ajJ/Np5SQBsADiGHPOklAA+mF8/+YNM16s5oqiUBjDoWnkbLG0ld487g8ZvYu3N2+s/ErjDOEOUcbob2+/fnj8vRJutZgLgaNzX//+27a/d66ztiGqlKYY4mE85ERNPavtqjIXD5u9IC2VTbLnNHgetRFVo42RDDGM3o8pREQSxuizq5VEk4Ia+uzcMPSBwOZYJb/P4RCcCqMUpFLyIQ7AYblcrtdnRBqfIChPW8CHgcxpRyBRWIcAwM75zeP9+/dvd5tHKUlKKgMogVTMMMZU0lgUUpvK2FpokzJkRmMzIAFCjEkQEgJn5pwgZyWFkoXwwpkUC0VHV4dUyihttDbaaG2sUlpIqbUuSMwngSZkyM/M9gAACWKKTIKO+hr+gM4vY5dT0AKcJnsFay9L1igkzt4FQR9an6dC7qnZ+oTORiz6QIDS5BVlzFeGAGVP18ZOZ/My+it/Ws5tp2CkMm4ahqGqqhLE98UXX7y4evHi6qocQIuM85TBeyp+iCQC5QQ5AQAqpV+8uJ4v5gBQfGLamrpurK0JS0da5QRSyqJmvLi4uLg4l1LkmAqy43Hz4L3/QwvfT/JQj2a5I/MHiuCueMiYoZC8yxWgDFJGQYJK4ZchxkQkqqo+Ozt/uH8oc5ISJfUDWVA+4oF+ZMsvxV5VVfP5vEgxtdY+hKN8CY/ElvKui5LTWjudTZtm8vr16xDCl19+eXPzfjKZvHv7ZvO4McZ89NFHn3322U9S0P/zfpWu/eeffw4MMcUy9iQS1tpTkD1CYVkFa6vlcjWZTItT5pjMIKTSVmkrpSq6sRhTil5KtVqtp7MZIgERIvqQlNY5xrvb291u9+rVq6qqSwETYmSE2CUppbVKCFZKEXJwYj6bzaeTurIpRwbWWs6Xy7ppEKGYBomEJBGDd84V1a73frPduDBOptO6rqUUJLAUyfP5PMXcdwMAKG1JaK11GeE9nVcTM6SUM7AQAiWASIARII6he9zcdm4PAmeLRmpKHDJEkhKRYopPmjlsmnq5mC8XS++PjQ9r7bSZxJJskZKSsrbWW5tjlFIaqSpta2utMQKhaarFfNZU1Th6JSUBpBgRYDlfGK2haOiePubWmBOxVpCImUmQtXa1WvkYcs6ccgnbeMpbTzFGEjSbzz7+9GPO/Mmnn7y4fiG19NEXOIg25uz8fDqdOumWq8V02igtY/REQmm5Wi9/9rPPz87Xq9WyG3bzxawsUCH4cRhI4MXFxS9+8Qtj9OFwWC7mBbEbfSjER+/G9XotlfGjj5nrerJaLZWkHEfwQGClneL8BYgpQCtTW9ULC0j7x5QhYwLplmdXuZnpgDbWhhptmjjEwCOoMbFfLeb/3b/7d3sXhwgBoGlqq9Vvv/iiPewyZ101n338ycuXL7uuJ+DZxH50tarr+tC5fugzmQhyvjiXyyQJtdZKSELMOacUcsw5JaO0IHrKMfoj1nucSxosHuFh/AG7edoH/qCMOoWKF9FB2Q6EEForKY+dAH7mGT+2fI44MiQ4hcbySeN+TERlOs3c/NEph0/kTkFExphvvvlmPp9fXl5+9NFHn3766Xw+P+kKTmk8J99dwXMeG6KlfiX6UYbM8/S852/4NPc7fX3a955P7Z6VhZxzzinxD16W/38itvzECPEJvYoAEoEFaSmqGGQMhnCBlDm14zjs9/72tn37xl5ckQ06AwFGIWM2USoiUSFA8v6wOzjXXV4paUB4Lm5NLVDKLoS3u/1v7h/rw27a7ntj9HJ6Np0vm2YOaKzGYQwujDaOdT2LbpqG+91h6x0S1svF2lTQd904sPcgPW+2rmtdzrGxlZbghrQ/bJhxdJ5ErKrSX+CywFVGpZh3W9cd0thDHCFFcB1FLxmFoGQtAw2Pu2/3+77d4bS+tpOJ0i3CIgYtsYHSDEuehSNwCCaFPI6jsaoBk4GFF0Kmwe2/+v2vQ+SmMRe0Ngex2WYX/BhyTNlHFjljBiFZSUGoCA0wQA7MMoYUfJ7PJ4TSuREAIMsYRIoF7lytlrMY89C7zeMBOcexB8TgvQ8BBTBPSHDvDj74lOJkMgEMbjyMvpNKa1KmElVjta0IldEVSYh+zAAY5eh923eHw76qKqW1kDJlJkKlzVQYQQbgQOQIIRITCQSP7LWWUiTEmHNkTKSz4oQROAmSxo3dw+PGVk0DGkEBZGPtfDFjxDG1275/3IbBK2kgpD7mGPOIPmrIREYiaqvrRgkk18N222s1YYDMYbd/aOq7SbMwBnu33e/f7fe3XbsZuj1B6Nu7qvGzBcUue3CCUoxv94eo9TbFpdETyJJIEiJCcOPjw2PrnN+3k3270rLZbPaHQzi/+Kh2k/vH74lizDGPuG97QlTCaG0ZhFA4m69iHKWMY0wwAhBm4JwFCYGCAQiJmXMI0Y3BR86GWEGMIwBrraeTKmV0LnfdEEMIKachpZxTBIAkBCqVKkatlFA65swZEZmKyUvLaTUJIaQQm1ppUhpVZO/jIAW78ZDyQUIApRI4oNAP3XaftvvR54SShQGUgDJbAtfHXfKU+eXlVV1hihs3djlxCjx2hEyCKDgmDoRjZRUxhJApS4DMKfS+Z7lQONludlJJpZUUKYzdIR+MnmpRT+vK99F14+BDTm23f3i03wWvuq5vD/uuvwtxC6K/u9sVY4i2PCGplBXSKEVKCQQKgWOGGJgTx8h9CzknEmEcoRtS70apoGpSXRuG5Nm5dBj9DkWsa0WoBcQwoveQI8aYu8PY7vJhC/sHObQmjpZQx+Ri7IWMf/EXf25tPZ9bKrGrR7QlPqUpnIxwT/iyUuwgCALgGL1zrpMSSzpb5kwZCBAAi2EvISlllalQqsH5MUSptVRGSQkI1pjaWqMVAiNnKUkrqYRgzpFUJllgmESEJIrhS0qltCn1nq0qY+xRLHekdJRdkoQUxzmhlFJRkSMi0lNIO+fMH6SiZVJ3pH4jieNeGUuiOqJQEvkHZcbz4LsiojkpQp/nzZ7YMKXvXmJpi/6zDPGKjoafETtTTCGEwbnLi8vRj6UstNaUkqa0Vp+K8A+4zgIxx6cTAgOmnJer5eeff15V1a9//cXbd+8Ij6HwRXUmpMzMSuvZbAYAy+VyNpthQagyxxilEsWdobX+AZTlSEd9/mxgShkQtbZnZ+cff/zJcrlyzg3DsNlslFLM4H0odzOlFHxMgnNmBBJCIBCRMMauVuu+G07apZPAVYgPXh5BhPTDOcvTdT5e4eMXiAhPM5n8pEgsmuTjz1LXVd3UnPnu7nZw/eXFJRFaWwmi6+vr8/Pzp6L6/90x40e5fGUkS0AlEePUHE8x5czj6EqtIqWcPGvcK6VKmMTTo4sFF89HhtLxnFpyleuqXs4XiFRQ9r0bU867zeaw20HOr1+9Hv3o/Xh3d5c5+xD9GHa7jfdjCF4JgcB+6IGTJI5xDNGnlITE7X4rtZZS9MPoYxJCail3292vv/hCSlnburbV48MmcPz2m+8eHx6QMKYAAF3XvXnz5v7hsW27u7v7L7/8KsW82+1z4srW3oeUSmyjKD4jIiEECAGIuet3ow/fff/7GMfFajVfTKRChlRiAY8BnkSEQkk1n82YeRhc5ty2bU55MZ8bawrLVCtJzFpKo1TLmQAKKmg+n69X6/dv30gkTolTslpP6mboxy3vMbNRuqBDpJRNXTdVpQhHNzR1NZlMihOKGayx5+fnVVXnI/E3LxZzBIwxERbOTpJKvfro9X//7/99gSH5EH71619777VSWpuqri4uzokoTIKxf5Vz3u/3f/d3/1NKWUqq6/qv/+YvyxQxccicQvT/8A//p3MjAS1mi/Pz8/OztdGqrmtBBEDMOYSQRueDd86t1+vz84sYU2YAEoJE2u+H1OeOlV1J1ajFOdFCszOprcBjv3e734cQyah6tZRmkuw6J6moJhbB+/vHdy51uiGaWGtnH310HUAl0qAUp/Tt11//j//Df3jz/beM+OrjT/6b//bfffrzPwMkzkFArhXnMA6d6wYvjBKmamZNJZKkXGDMpe2VY8wx5XRM5HvCAeMfcb5X8mGeKRSeNfyOuGf8sVy9ZAASwumLAhtWqtR7eBQrIJyiEU72Anw2eSsqmg/MTEJRxpoxnhCdT2V9KHGi+/3+7du3UsrLy8tyU2ez2Sll9bQPPQtGJ0JCouI8fnI5p+L/Pv2tZ849/FGS3vMZH34oLH9sFCyV4I8S4X9Ua/3R89b/cytAAhZSglZWShMCxaiUWoiQg+cwhq7N9/fD118/ajObJhUzZBh1lVBqUg2Dzcl0rd4+Yu/camVzlMHFZlIpZXJS8zlK3PfjF3cPCWJ92KXPPv7LSX21mF4AWAaNUmV2AAOSrFTtJR2G4bC97Q9ZidmkXmTsN7tHQbXRASAPAzuXjZZVXStCY0LfDTHGnFlIrmpQGppaz6b1tKkQaBy7dt8NPaRIUmDOEEbo2lw12hrUOgkZ2/6m3b8VOKknLKtLpMecFynOIQtkSzxRInJWkDD65EcfolcaDWBIkSRJlfph8+bdt9rU6/XlWbPQljI46sbYRTdmkYAzQAI/spaYlIpeESFnFFRxzs5FKStBNLqIKFKkMKYYFCLkZNarV25w++33d7dbwqBEkEoV+BsJBow+9A+bTYxBW73QE5FyiL1zrczG1Lqe6KqaVPUkBEaQiCwN5pQG58ZxPHTdZretm8bWtZSKgVJmQFJaGQujizkVDS0YjchjTmStJPQ5p5iiMNDUYBONQ/ZDMkYC5cOh2x8GpMoozUhVY5U1ppGd24R3bnvYKg31RBAhyBSGMbveh1rTTAplddOYyrvd/e2AePfqZSOk4JzevP1y9G65XDUT2Oy+f/PmV+/ff9cddhzH9Wq+mJrzq2p7qNKDOrhB6RHFJmY3jC3nhRJLq9ZGz6UwUqAPh35oh7G/36K4aSb11ft3u8PB/eVf/3XMC5Rj7x7GlLo+PzwcOFFt6cXVpVaaJk5Q0w+7ftju260aRUhkNEshEKWQmQEBUxiHYRzabiSCaDJXIcdMJI2tVoszEmpw4e7uoWuHcYw+pHHMMTBR1oZIYErIioSQSjMj5BxLMJvU8uz8nFmPjjiPGpUGE6LbHTZ9L/ruMfOB4hhA+ZBDTl0fu567IfVjVBXV2miRlfFGxuyxGzPFiLnOMQz9GNKYogvO7bdMIKyRhJgiBz9abRKJmCF7JAE5p9F1pp5Xtt6ER0CQVmiRRzd478cpRD/lNJUgJBMyC+QU+ra979pwd3N3d39D0isdhPKHzgk1NhPx6tUrm0TfCQSqK2usHZ1HSJBy8GnT7nb7uNv0KRGiTIBd37bdIaZorG4aW09MFm7M+354ZBxtJbzPxDoFksIQiZTyZrO5u+nffT98+9vhsDHRTRB05jHnQVdpMpn+6c//XJAUmFOIz/Y4/sNpTimVCIGUkJKUFFqRUqLw6oA5x8SJc+KYcuYhMbuYSWihdMjwsNlt9/sMaG1ljQWA+Wy2Wi5Wy7mSQhBLISqrjVLAkKVmWbQ8BKUdm0sL9sh1QCGsMdrYJyB2UQAeydhSSa2LYcIIqY86QiGkkKXXyk9pDoRHRwYzl6O1lJKBY0opJkAkIZTWOYYUQklN+FHQeZHRPdG8jxXl8wv43FMQU2QEKVT5BnoKR3oK9JMIkFIOIRYmxjAM+/2+rqrpdNo0TYzRe59SLL7EsmmfThdSyslkslwut7tdymk+n19dXdV1/fDweHN7RyQIhZRSa10SumNO2pj5fE5ETdNobQBymdACgJCECAUq8+xhwB9kvmM5+0CMGRCU0uvV2ccff1L4Fn3Xv3n7tng6vB8LsiVlXwx+nEtMlCwFuzFmtVo/PjxyTiejypMrTxRiPpbswScuaE6pOHGKtO1UMhezSdHSHu8UJwZ+6rAfgy9QoCBRrptSajKdxHQmleKYTjkEOcPzhOSfxDc8z8n4w0z28t5cN6QUqsqmlGOIgBiPOWlYep11Xb98+XI2nR5PYkUqjCiEZM4Mx/iEFFOZcBIgEgKDIEFIVmsGzJkB0YfoR7/re+9GrfR8PnncPG62u+12R4JISATMOcvDPngvBSHzOHQCGSEJQc4NPvjCmAQkqWQ/uDFEJbVR+rA//PZ3v1VSTZvpfDrrB5ch//7rb6zViBBz9D50XXtzc7Pb732I2+3um2++jSEN/VhqM+d8iLkwdUsCS7m/QAkw7g/b3X53c/tOG3txcTabT4XAnKOQAvD46QNgQhBCGGulUqWifnh4ZOZZM2Piru26rpNKG6WpRk5p6LtKGyOVIJrP5pfnF3frc6UVp5xjNFpNJ5NxDNvtftQeSWhjlJREVNf1pGmuzs9SDAhstSn2Kwa01hpjLy+vsHg8GIahzzmF4AUdKbJKqRfX13/ys58x83a7/fLLL//+7//+5uZ9XVV/+zd/+2d/9qdXLy6dc8zw8tX1m+/f/OP3//h3f/d3w9Cdn5//23/7b//qr/5qvV4Pw2BrvT/sfvnLX/793//v33/3prL1v/mv/83f/NVff/zx6+hDjAGAOeQYU4zRjeUqh9V6vVgsACBlGEa/3x3CdojtxvtozqSeV7paKRAqJxlbNbxx7bf9d/9HyqOdLqr6z/Ls49GedWCDrRLH0G5uvt357f3ZrNZiLqvZrG5YWlS1rKzrh9/+uvtf/ue/++0Xv0Ih//oX/+IX/9W/Xi6W2tjgxxwHjGM7ODem0bMUaK3WdmalF+BLPFKxPEcfOCV4siUXFcMfEdBZ9JzHfJaf4p2c3AE/+L9HW/lTkSNISKFK+6UsPUWG/gSczU+SE8bnIstnxdIH2Qz9gCf2g2x4KYu1USnV931R7paO3RHKzFxIQafYn+cFFyIWlgwilhzY6XR6OBwKMzqlWJbCYw7s0052Ws6Ob/VDqvuPfXenCWT+Cb/cf2FSzgycQQkEzuXzBiBTkjlqgY20EqDbbYev8/1nn15YW8fcHfqDkLxcy5S8T5AZv/1241z30cd2OV/PmgkJtFKHOLr+8Mmn17WdaNW24y81rS6uPjo7101jIAoAHaMYfEwAo4+H/qAqVEjz6YVW9/NZPqsuhU1DeNBy+ud//gsQfT9uUsyHdlfG3gQ4VbJp9OjGvh28DwBgK1yumqaZRKf7oXUDI9g4DjmC1dZaLWR8eNi9MHNb2ZSjlJIzKxO83+zar7+/kVdXn1yuzuzk0h0IMiDrOMbgSyPSSykv1isXbtreufFgG9EP24fN+2EMVT3PkJrpTEhany0it2PqE4KQoKTW2EiJCCpG4foklZTSVlZuAR4eHrW+bSothK4qO45+t21L6yNIOltfBx922+H+/j7jaDRIiUopRD2d1iRgv9+8efMGK3526QAAIABJREFUkM/PlykvUg4+um7oTI5NrKzVznWb7ZZQTSaL5fpiuV4d9oebm3cpp8GNj5v9Yrm2dS1IJuCUYo4AOQoU88XSaJ2Cz9lzHNxQxuyjFIkoCQmAGQT4EWIGEMAQi0LHudg00FQKYMwQUw7OHTp3cN6RYBTAkJTVLCByFgIo2TQuu8H1h9Q1Pka/XMJiLj75+PPF4qLt8s3bu3f/+K0PjkTrxtvd/u393c3lxfov/+znH19fKQGH3b2UsWlUNVlG3p9dyBfXk5w95p64Ag7OOU4JEGJy3XC36+6di36U0X/X7hG4JmEvzid2kr5588ubu0N7gO6gIRvJy0p/arTo8jYEH1MPZGOSfT/utkGpoLVRSgExUAIMo+8yBG0hRvAx9i5JQVooIaWyRpBOWUhplGLEHEPWElPitmsJlTE1AI9jjDFWtSWB4zh0XYc0WV/Yf/mv/oVS/e373375u380Ui6b+fa2f3i47fcHKUdlkgGuCZUhG2XvSBllLW0Pm2paL5crJmfErjL+/MVnRlxrXneHuNs89O6O5G4cdtvHw7vv/LSuLy+bqgbLETlDyn0b230ILmtD2vJ6tVBmnrG+OD+vGzOdWTdOHzbvN7t7hNge9jHCfusFTC+W65QmtZVSJEnBWphOpfMtgCdMADGmzaE/3D70fkxDO2pd8/JcSOm977ux68Yw4m9/d/Ob39z0bTZGVrUlIYfRdX0/uBQCaW3+9C9e1nMGFQGEH2FwQ0q3jZ1a3aTEQqDW+vOffXxxnptqf/vdV9uYnYsEUggplZUUja6srUp8nZD0dKDHH/jTj0s90xF5wIRAAEQgpbTGWCOQIOccA2FkTBBjKiBFlYCkZpKhd4f9/s33bw5tXyJgmXm1XF5enl9dnhslCEAKrKyutEZEMhXZWkoplVFKCyEBiRFLknupr/bHJIbT2fqYa8Cc4WnXziAZpUC01s5ms/VqvVjMp5NZCexSSimtgFAKaSpLRJlzCCGmnAGk1mXjc84JwgJC+MltrRzr81PRxTHHFE+ZDc9ZaE9Hih8zCJg5+Bgg5sxP6huytqrrejqdAjPCUSkqpZCSEAUzhhBORj4iqqz9+c9/Pp1O/+Iv/3J/2Nuqenh4YMbZfH59fR1jtNYCQN/3w+BKnFpV2fV6XeZLMUYpqRwAypNQ9ITPE5sAfhqfIKXIzOM4lgM9oby4OGvq5rPPPpdKCRLODY+Pj7vdPqR4d3fvRmeMYYYQYkxJaVVZs1quq+rN0Lenw9Lp34oxcs7ILCQVWuQxCwvxFAp/KsyICFJ5V8QMKXF6Fi5fLC11XZejlCBRYEEppTJLCexLkVZVlThmOvCPSvf/h/lPcJRoxrdv3/Zd9/XXX+eUM7OgEtYFQsgSTPfi+no2m02nU1tVSCLG5GMo/XU3+iJQJCmKWrrcr3JQFEgMEENMzAAolSo+y8Iddd5vtzsCtNrc3t7ZqqrrWmlTIiKQwFpdMvCklgDgnBu9yzkbq5HxVHaeQuGlVHVdEwpbVeuL8zHHkNJ0NjdGE0HmpJTqurZt2+VynabpbH1xff0KkXa7ffB+PptbWwGDcz76kTMIIXNmH0bnuhjHwbVjcPWk+uTTT3/2s59Ppw0Ah+BRSEAgAqUUY8kgcTIlJFoul/gZnZ9fxBiVVSTJ+zCOIxJNp3NEHIbh/OysMvbi7ExJpUicr9e/+Nu/HcexhPjFzFqq8/UaUCy7Dpgdc0g5hJCZlZK1Mc71YRydc8W64mMqak9BMqQIgNboQ3vwoyMEo5WSQinlM5QFpDxgzrnb29uvvvqKIX/yyScAUBLaECHG0LaHx8eHh4e77XZ7enLGcez7HiiXgfnhcNjtdqPzbXdw3pU2EzMgQgzBBy8ExRhjDDEGP7oivgWkHGPOuYkyR/ngex/7np0gwKhVRBuRArp+O2x+YwzYymv/AhgSVg6abUoskp3JPJHYInRjdI5ikARjDCF22Q1FPi8JpJRIlFPMMUYfMmPwLseg4Kj3lxKZKYTsXBRylOiZWZKgI5Kq5KX+f4VylAiUGTIXIUoxaVP+ML2iJ1BL6WWVaucphuWoOCn/ZSh6TM6li4aIBX8mRBkBZzquls/7f/y0NyEwFtIFAgjE/KQGPYbSPss4fWYe4FPA+Qle/QS0EmWZOOrgGRBJSVXZajadpDhyZi3p8mK1Xs3LS3vvu7bb7ffD4GJIyACcpUQEQoSjkIARgZCP0vii9EwpF7FKZs5cfs+EggFi0aw8+5GfVs+f2Dn+2Rv8fOf5w1d5emWGf7YhQB4pZKSMLYoe0AMwsCSoGBkRQtw2U768nl1cL9bnVJjaGDWML7qDP+xCvw3TSqwXk08/bqYzqU0iAimAkKmqri4vtK78GLvkkFqyhz69i4cc/Q2zdWPunV+sV9bY5VySIoFGWP3qY45ptLWMOAxxcza88Hnz7u7Lt9//PrOwtVWKpQICzjkSkqy1tBjRjWNGICBse9cPbfCu4JgUaa2VlpWSAjFAgG7j+0POnOZLUFpWtUgptl33zbdvNf3yk5eL6/O5xCUokVNIYszKMblEPWqvG1JWoITkEqLgHEPoCXFSyfP1Yr2+Gn24f+DPXn7eud3j7tb5w+hkdHrkrBpr7aIE2pJAxkFLX1WHFKM2zXq99qMf3BjioJRmpuDHm3fviZQS9uLsZUqHFLeYqWmaxXJRNyUE9oAsgFNOOfqAnCotFtNqOp1dXpwHl/atGzYDcKIxVByDGNt+GPej0ooCJpdCH2IdDeWcExJJiW7ofUoInPKIgpXiRF6mIFMS6kieI6AEMiYKOWTIICAkBwGFyMMggq8QpgDcd+12tw3J2SZfXNvMIeaUAWwtLaqqJkLpD2ocBooxOL/d9YT+cra+Xnx+Nfvs4uzluCAK3+73//jdm18Gvol5G0IX4ti38vbNfcNVbbJ3tzJvrho1nZxtD1KEGB69slqWETIPXRjbNoaYdvvHh8eH3X5LJJSsdo/vxiErVX/5xX/8/GevVutmp5eb5FK3r5GElIbz4e7uMfrd9rHrN1JlW1dzvQKbiHgMjsEhD1oKEgzElTaZTUzZ+yzJ1yYarQiVQEEJUshpzAKEIJEwoWCkhCLLxKhzpiSVtJVuKjObVd53+/3YHhLHwe93m3fvjI5u60Wo2CsXpcQ5gR/GbfLBIDcVQc91M7XzGblBM8wVZLSTGc1sRMFndfVyNl0tGiUojd12925/eOjdA0rvhn63c7s2Rxh0n7MRgMQCfRqDAKiwS0NIBthoNJxlglHaStdT0nV/iGOcx8zD3u0PToggSM8nE6P5sL/nEHLqc2Rr/ZLGthtC6hgcYogh9Ae8fXeLYKxu1uv5Zpu2+/eA0Tk/9DGMckyBNJJNZLOe0XxZbbZDB246FzknwNTmmxRIUsw5+Mwp0b6LICKZCOiRc2LTyGaynn8iluM4+7/+/u3vvriPrvMxEwNVOqFKqDOqTAGPqeWIXOZexcJ3NKgD4skEAJgZEwottTHaGCOJgDkFAlAJMoMHQJGZ2EdUBIIsSxI4+uRGyMyAKWUvzL52Yp4oMuQYIZEEI6ACliAFCwLMSmupJUBOzAkykYwpx5Q5Y0qQMgAQcDnWR845c0op5ByBMyBnlhkUEVa2mi/mL65fLpfL6WSqjTHGGmvrqjJF4GhM3dRVZYuaTmv1lCfGRKc4v6dUdzxhS4tkh6FIhBiYE0D+QI/h/KPcV8xHFE7R+OXEZcc5iWdzPg6jyulCSVkMCDll5gRYNI1FvsXPwGyglLx+cTWfz4ZhcKMbx9H7wMyVNa9fvhyGIaccYxqG4cX5RaX01NbEEIPnXIAqLMkWuHwBE5xONwjEhUpw6ol/OHhAyklAaQXk7fbx22++Hr1/9fLVi+trrU3bduPopZQ+JBJyOZ0BU9u1SuqHh4ff/e53s9m0aSpg9n5UUiSlRjek6AlBSQE5peiVkkx4EnB+wKgetZpUwj8AsAyOBElJglMZIZImChzjE8eCgaUSQoicMkPKOSGANTr6URKyKMCGTMAFucfHj8aPzyf4gQELROI4OWQ+FWOFFHp+fpZj7LquqqqMDAhCSkkkSSghc2Kp1HS+sHUdASLhCBCQpKkBZErICRgkoIxAEWVElTExCAEEpJE8MCNJCYUVT5BRkTxbnUnSIeT720db11Uz01WDJEo4itZSCgLg2WSilRj6bto0lTXArLUqoPVjNEiMDMSIOWerTdt2PmY/+qaZXL161YfBx/D6o5eVtYVlKqU8tIe+cynC6P3Zxdmrj14Koe4e74aurWylrEwQYw4oUAgSJIFjiBwSKjtpJsuqWfz8T4cX1y+Wq3MAAhQk5EltR4RPclDCnBFQIi2m09ra4EP52OacYwzMLKQSQuSmXjUVARpjIHpgNlpdXJw75wAgxcTMklBbw/PZvK6EEI99u+u6vvPIETmJguKCDzAM4ExIxCwQADEz5xjKh0g8S8wWJBiwzOIRWCBM6noxm+WcamuVFGWpPaWeEqHWejqdTqfTk023AG2JUaFcTOf9qldSVsYIgpxT5sSQESnENPpAhIhS6wpJIQrOICQxAwEqQalqAjJqBbpBAoIewGXgIAJrGmcX+eoXyUg3W+8mH6OajYW8TAgoQpY4O8eshsS6WZK0HohJEBIwZc7z+fIX//JfLc8uEOmzz/9kOZ9DToIZCbMUmIGEUoqFKPlyWfKAyEgCmAEJSShjBAnOmQCEkk9MLeY/OM/jT1UE/4yHCxEAJAMm5sSMUMTfovCXn/SWSCcdJhKSKAJOQcdbJQiJChgwCBKFt0PimEqXUkZEKUXOjvk55/NDNYkfEoQIGThnUcTNBWHFRwnlqU14KvlKx6WM//HomYbMGQoBmShlYABBlJkFsxCittVqsXh5fbXdbkY3CsLFYm1NZY3Nmdu2f3zYKKE2cHAwFnwaERNJTkcYJ5FAJs5lI4MTvLu4CGLKOefEXOCwGSEVhhrCfxZWFX+icsMfIFPhGcDnGS/rn3tdjCj6nDFTT9KR8IgJmATozIEZY/RVIz/9k8urV8umzn03gbTyrdndLh4eNodD37vuxXm9PrevXk8zjxk8QgQQStqJnc2aBZHm1AuZUnbteJu2hPB+HHVMYnBhHP1r9dnF2ct5cyWlBdQQJ+dXL5mTUNnnbsKTeZx/8+ZX97fud799vzhTujJMzjQSKTjnYyRQpBpVh0wuJ08uxK7vgu8EghSoSCoxMVQbVSMhUmSQ+4fHyKPQqE1Wuq7qehzJOTxs+18PX0Z3MaleLReC0KbRs/EgXPL7kPcjb7PopM6kIGNGYiVoMrHMNJ82q/nscn3RHka3/7+Je7MnO7Ijzc/dzxrL3XIFEijURhZZJHu6TVJrTBppZKaX/pf7H5D6QaYR1exmkxzWgioACSDXu0WcOIu7Hs7NLBQ502rJeqT7BKRdJOLGjYhz3P37fl/56U8/iXn73avfX918/+7ddLWmacqGjTteOeO0JoacABvfnBw1WuNs0Z+dry4vXxceGCKgiFAI5euvvuqaedvMz87Omcf1/espTK1fnRw911qP4zBCmTULwaTRTsMkEhtj/VIfn5yen55dvrrGaaKouGhGlRCnkvdhCuNILVICwxoiSyxiJabJWm0bO+E0xW2cBpBiDDlLoLL2qVFkDZUsU8xAwGBysQwilFCkcCKGXEoYTRiXKR5xyvvd/urqvWux7eF5OysctsO022fXKqNbkhbFDzzut1vtaEg57JL19qQ7/ezJl3P9pMWTvnHw3NzeX/7h2+1m+D6VLSHOu55E374dYPNq3kRnb03enq2ePDs5v+R8u73dboblWaOXWhkZ82YXpuvtfreDu9v9zfV+2ObZzK+W7TjcxTCWtH75dZ41cdX+TE2Od5LWG+8aZ1hTuL/6drPZr+83pZRZ3zY0W7Yn/Vz7Fm43b8ewzjx5r7VWpI0xngvGVHIq1uquTcZ0OeoUMIeQi85T0URawZQLGRYoyKV1WilFSoynxVF3drKa93a7Yc7AGSXH4f76D7/5jTXCOUrRpZgCMF8snYmobkOaRMSgSYGo6efdibL3HlPXcdd6Z7lrglbydOaeL3zbJsR1wHL17s243w5jLAwhpiEIWiy67MtgQWvlQJmSsvLWen1/t8tMyC1Ej4UZdko1KmMc8Poet1u338/2A4/jBiQ/OT/uGskl3N9fDuomp7vGe6NJmwwQtvv1OG2NRSlu2Pavv79pmubi6YnC8832+m5z6VtBwpIpZqO9Oj7r+zQZL7OlO7uY6fcxWjo69tpAzHk/rCeSLJgzMKOgLlFMZkcZVSolTjGY0B0vjp5+cjFffTaxe3+33m9yGASYXNeTaQtYNB5IuNT1CKtaqi5NBAorhIkUPAxdhBiUKNMY2xg7GKO1EpBiUApklsJKIRgRlWFCjaShVdY6U311wMTwsP0xmfzEnGKcStQ8JZ6yJJckJZlyDqgRFeQSQp4SJyI1pTzFzEwlq8IIoJBrTBYjMKLkErlEkUIoDA7AAqFzbjafP3v+bjafN22jtdHGWufatm2apml80zTL1fJotZx13Xw+7/vOPWTVWq245FxynQh9kCRU/8BVrakQREQ4gzwyBqoW7zD5qa1bAZDCSilSiguU6mM7dIJFkaqKRK21COckpRSjjVYqpcSFAYWQpByQMI/gFgBRilar5WIxr8txCKECYD79GEvhYRg2m8393ebu7m7Rz3a7HQA01sYQRERlJaWoh4GkUiqllFOp7V1C4vLQSn4ocx/NJlIVhoSIvN2uv3/18v5+U0pRxvT97NWrVzfXN3XS4pybz5fGWK0MAt7d3iF+03Wt965+FgQxWq3vb4f9Drg4Y0C45OisrunwVTn1GIbBh/qtbn5IoHYtiFARkBRBBdXWKUWqNbFwKZwrMr1g5dUVEfbWTlopFNCkCQgEpKbGH6LnHpVYHzSsf9iQEilmEClyIGUSMzMXY/TFxdOj+TKnbLwTBaBAKXLaONIWSZEGUgkQrCtEIecIUJTWpmGmGGrlQgwqCUTBSRQLUwHFgqAKKBAWQUIFIiVxSUWRPj06RdDrzQ6ErG0WR8dPnr0IMcWUgKhtrbcaBJaLuXdmHAcU0ZqcdSdHR13bphjr1Z5SIlJFZBiHvu/3++F+O6w3W+f80enp5dVrnaenT8+6tlNKiwghdptue7/bbne7/X6+mB+fHhtr50dz0mKN0V4xFJbsrK0+WxRhpiJGmW6+PGvbVunGN843TWGsxt1Sva4sB+ouotUKq2u8FG+NtzaZ5LRWB20tM5fMRSmllDnqmpQzC3OaAICUco03WuVSKqNFKa0VzrxF75xzTJxyyJMoKMC55Jqt9sEdBwLMIIBECgSEc0qqZgAbUykWAHCQa4OgsCHq2/aTFx/1bSMipycn1lhhOcyrRZy1q9XqxYsXAHB6elqzWCphSIpoUIt+/umLj5ezOQCcnZ5451KqujxBQAGoOSjWOucaZtbKCkPJh5261Xo/m02tV3FmrLJaGRlAQsIMyOIpH39s7QloO7mutDMhwwiC0ZEWUSkZMzvDZplAtOuK9SOTHGzPxCCro+P/4X/6n39+fY1I50+enByflBQ5RREhAm2U1jWEUwAZERROXHAqgoCiCUj5phVTG0+oiGpXrN6Kj5DeH231H2WG8i/xcImIaJBHBx2WwqXkByl+7WwyAKkP028IagV/aIDWhz1AzjnGBEA553EYnHWPVC5EMLZnzilOh+Sgx0GU0AeFqgDgDxEf9UHyYZVCSICPeXc/qlx/HATPUkpOckAJIwgDKK3V6enqiy8+PzqaxTit13dv372dppBzzhystqtVP+ubo6PZbjuOY0SEXHKYxqvr6/VmHcbgsyMFiFg4lVJ0QUWOlEb0McaSsyIEEK0VkakjzcdDfAzZ+PP6+3FW+f+hotMjW2ABDsKaqCr5pyxDLqNwVMpp6iAvS1iuh+HlV2HY6ZzC6+9fpjyyjGji04vj4+Pj1h+JxJRDTAMXAN0avdyumVQm0uMQNtt9jO9m/abrTpvmaAylMGiv3l794fr2VeOXF08/9fY0jf5mfbkfb0Le7MM9KDbGvPz+u/fvNl6fem0I9illAgcAeYLL1/swFqNAoQYkBA5hjFPhCI0DFsyiAMA1uml6723hcbubdjtwrTo+tn3vjbEA4L3VqoPZskyibexm4puQM+aBvTdpn9ebd/e7V9fX3653L7NcMawz70jDfN55d7TfpXGcfvP3f7g8jk/OPv7FF//tX/3Vv9nt7xFmwLP1zXchXL1/vwOwT59nDgWRGZKxajZvSS+9t86b9eZ+u9uFGIsAC+fE05gy34lg23Te69ns7MnZ4vLyEhDDmIzBFIEzzWcn2qC2cHdzl9JIxP2sB7DDPk6xeN+0T441tW2znPcni/nRy9d/fPubb7bbXYhT3/dt0xvtRWC73VqrlV60vmFO07iPMaTIKaKzaK3uOoeS4yRFotIABKABweQoJeW27Vs3b3SXJtqus9W7GEucsgBst1vbSr/sfbNo93t9fc9FOGeijJD7zvdPfAx5GlJOebVcffHFs4tnx2PYfvdmEKBnH599/pOLq90nv/6Hl2HaKqP6ZvXTj37x4uTzf/gP/9ubu8uu2x8d+bb3toV+4QdxYTspbXKm3Xp6835zv03DJMMgKUvXz7q267qm9Wa9tiDJGXtx8YKo+eqPb15+8+qb79+9ubpr291ymRaLpbZ+ddzPF10NqlpvNu3szPmZ92aBZEwzhDVAJKWdN1y4SAbgrndtM2+dF5GxjCMM++E9KWNbrxqEPRQCbVsBFMDZYqYUcMklT6ulv7g46pxK430OsbWqGCwwvV2/gRK5ZKv8rFkt+1Y7QF0AU+ehaXTvG60bCHk9XOnMXpPVMBWYdf5o0YFkjpvXlzdtu9WmQWW73qOxTYj7/YATkIMjp41DY0FrKAVyZgHy1lvlr682YdynBMxkvROi7e0dv3+vdOvcLITw7t31VJUzUJYLzrnkMk15yzz6hNYvcpSYIkveD+N6u33+4hRUF6I6PYd5f3R2tmpmbp9gCjmlaXm0WB4vd7u02VyHdD9fLJreOk/DsDE2X1z03awhTYVlkcp+3G/3Qy4CQAgQQraj7qLrZ3435f0wzRqEubd6jk335OzZTz8f4gjCpJWZz+cvXjzv+6b29TNkBKSDJ/0w0QIoRIyEAKXOT0phrY1S3llvanS61gQZAY13hU0pYBAFNItSygEKo2RirRAhKxQGQkANSqPT2GrouATJrNEx6gxQOAJmhAzAU0ipTDFP+3EYwlQY5DDd0sJKhESI8DDbURoVgFKEqAFIawJ0CI60MsbUSIO67udcUh53+/319XUpBUCsNcYaZ623tm3brutmffuzn/3sZz/7YjmfIVT7VHn0lf2JheHD3Nr61z9Jsn0w+6kfL+h0mKQQcimFc93e1W3D4+rPwoV/MAoKQ+EscEjtU0qJlA8pAFUJVgMJSimqCtCZY4wp5mmK+/0+hFBKmWKY4lQNHSGE7XZbq80qGhyG4TH9XB7Ek4j4GHtQj/PgW5EqUFTOOe/9anW0Wq3GMez3+7u7u7u79XK5XCwWV1dXL1++XK/Xn3zyycWzi8VirrUKIUzTVDjnGLnkr7/++vLy8vFUPG6y6+uxIn0spHPOjxHtqsIJYyyEy+USEHPJMSYWUFp57wkreoC00lpp58B7r7VKOVecONUw+MO51dWPI/Ijpt2f7ydyzkSHDMB6nBUQWqGOy9mCAFHrDIWRsSqiWSgLIQEqARSlGA5p44rUdrulwpMxKcUsJYQx5zSFEMJOWBBRIaLwfr8rKXFJcIjJFC5iva+ov4qI1FoDyG632w1jytm3rVFAwrWc0wo5l5Si0mSNSSmGQCVHEUEkY+x+2G+229u7u/Pzpynlm5ubu/t11/UhhJxyTmm/31dGUtXExjix5CmEcb+vTYfCPI7jMIzsGACU1qR0zsyFAcBY65yrIFkA6Lq277u6szfGHIYYzDkzCDxgmZRSSh4w+EQE8mdOy4fmRc4ZQApXi6mpX1/JGUQ0KaUMc5EqMahzpofhSv3liLjb7Sr8qW6oBURrXXL5wb2FoB98VURU5+5EWJhLzqWUpmm898+fPz87O6t3U9/3Wuvtdvt43c7n87/4i7/44osvHu+jqr4upeQ4GaU+/fTT8/Pzg3i7abTW4zg+9iC899Ye0k3rD0spu91uu93WvpXWumkaR42k2Gr0xCAx5gwxFATnnG8asp5Bg3Zg21AkZ55yrNHyxpi+76tKUSvLDCml16/erNdbRDo9O50vlr/4xS+0JgEqIinGq6ur//j7PzDz6mj5059+3jWt1oqZRXJlsn373cthHOez2dHRUd91zjnQtROIIKz+S+g5HzI9Dymr9UH9UDnRQTMg6qGtxYRQiDLlR+6H1poUCUKMKcaUc4lTattOKdW2nffeWuO8tdYYo34QIcoH06oHZwBzpUn9wMb+UcYLwp8EJzwax+UBy/lgGhYEJmQABChVaJmzIBbvabFoRZrFwh+f9NUEmFIEwZxLCJNS2Wjxng4Vpl4eny6GYT8MA7PknMM45daUorQi5piSxBjrfWutzkMspYii2uyxxmCdfqb0GD/64z4ZfGh0/s+hNf8Z0fz/KwMfiRgQ4WxyUqUIcxZMqAqqmmVj91v4+o9rq94pzJdvZL9NIexS3gPGfsEnTxTipBRomiEVrSZFTS4grMJIUxy1Vm3vRCrJbioyxrwrA8fIqLRRbjfcpUiaro+PV42fAfGUr95e/9N3l7+d4s44N5udWrP48qd/2fzqv89q8+7mDy9fbUEUgTHah2FY32UUsEasJeeEVHFWIXpCKZHDxAZTnvbTWBaLmdKFmfvOL4702VlPVqpIJ5ckkoxlwgS02Y3fD+MN4RHBUYjD9e23X738P3bjq/3wdkhXQvumn5aojBNjdT9b9G2+y1YLAAAgAElEQVSTk8+TB+kb9+TJ6ZdHi58qvG7s22Hz/f0trzf7YYwhpjAFTKXwlPPoGs2Qcgm7MeyDAAgDt12DqKcQRcQ4Snkawm4X1vuwcZ681syUc9luQ8k1Gmo4Pz9bHS19q7ebGMZJpMRpnAINHW83Y+NmR6vj5eI0RRiH4Wn3zHuXSw5TAISu67quM8aUklEgpzzshn7mvXWpaUFyziHnrBUpMk3rSwrCurBGBIbCPBEprSyxVzQ/XX36/Olnt9e7YV9ubyalSSk7ny9CFKYxx4KtbZxfzPoYJGfkEmOIqhinvW9zN0PnmsXMr86U68psoUPMm/366naz2X2v1aCVOO28aUiarllcXDwdNp9ev+MYLrXRDCrwFp0Yb3RyIYMMHBLutjIOlIpCwcW8Wy4Xq+UsDNur92+0Ieuts6227e3dePX2/v2725Dk+GTZdc43jrRkHoxxjfex6AJZob64+OT4ZAXA8Qq0hraxifekWIBDDlwSKjSNG0O+vxm8N8qQcTqkDZqkPEMG1wIYi2imiVMuWkHTWCK6v1tz2ZW42Yw87vZSUKEWDVmPKQcpmUVSLFrbjrsijiWITAoZMvKYu5Ufh7S5v2+dN05p5JKHmbZn87akVFLikkHxbtiNoRjrjWtntptylAgCuFh23cxrQzGNLGmaGASsBqu0c50iVmRSyptd2IdJICttlQ7b7bhZT2HIm/WUcmlb27dHpEyIe1CBQUJiHPI4pN12JIUs3M/mxjrS3eqom89XbdM77+7XVzc3V7vd0PVGKeu808YMoYll7zySyimXGAdU7DwCBkRrjTVKC+RcUgxTyYyIjXdd23XNbN53Umzc7+5uIqRNWmyPZicfXXxu5ARYEWmjtdX66dMnjbfCCRG1bh7qPQRghAJYEBmpHCKHQIsQAyhNIHgIxdPGGU2AIGgNxVgiC2glokRQk2IoDJwUO01WQzYAIpkFiZxyTrVUPDAqEEJFRFg/kySExBJBCoiUwiUJJymMQnggNFadFIsg114wFGAERBbmB2KagBR5SEfY73csPI4BsCYuqGoBJMIwlTGMiNhYe393VzuoTeM/en4x7zsQKbkg8ofF3oO8M5ZSUkqVGfP4hgPN5GGBfwS0ADzUA8yPsyAFqnox5INE3EefXymFS6lcmUcN4QcLojzWkx/yKh9XWyJEPNBKpQEEjHFZs+CnOIYpxBhryZdLTjGlnEopKSbmMpv1MU7v37+r9v4K03+0TNbJ2If7kIf6U3a7XU11v76+nuKklLbOzmY1Y6BMMSBCP+vPzk6ts+M4hjEAipSS4nQwKU3TA9D8MC470HRERCSlVGeMj3CXh8M4yKKYJcZI1feldE1yeKgZRfiArEOEnEsupeaVKWUecDgPsE38U7PJn4T6foA6x8d99oN7E2sRiAzAUOgQcEkKFQChkAghCRCKsDALcCnCHMZhd3t3p7RRSriIwsR5GPZ3t9chjMJFGBAERfbbXYrRW5tzqtLEk5PT8ydP5YFMQ4pIESDEHEMYcmHX+IdmxGHHy5UkBD/qU5RSEMVamELYbjabzeb45BQRq/OTuShFSikuD9165pIzcOU2MRwEjT98NXX6JFXNJiKFAbGq1Jh5mqZpmkREG+O8q4VTre5+mJAfftVhA1nr8IcozgML92Hy8QC0eRwnQAH8QAxcCrMQkuCh7MQPyqTHSy5O8S7dXV1dLZfLxXzRuOYwYVZKRIb9eH19s91uldFPnjw5kG+VOtwIWt1e31xdXb1///78/Pzk5GQ+n1fjaD3JFWC7Xq8R8fj4eDabtW374WV2c3NzdXX19u3bed89PT//7LPPKte3npMQwu3tbX3sVKTtI+CjHv/Nzc3r169fvnx5enr65MmTp0+fktZMAAiaBDjGlMMQOI4GAUg5b4zVGTSTAaIc0xim/Thqa5yzTeOV1od2IKhpCre3t3/3d3/33Xev2q7/9//+f1yujurxM3MqJRO9e/fub//2bwHkiy9++vz5RXf47IxIIJBSurq6Wm82+fS0aZrGe2s0qno/gDAICLMQCv6n0Cr/9+LAP8uWAwBdF496iz4OzaRCgkHVx3LBTEgHGuzDA/1QZXGxdfE1OuecUlivN+/evtfaWGv7vu+6rm3brm9ns36xmD3o8gGhIl8UkaqZrrUOrGjjR3AnfTj4qj7uB+jwDwwoLlL4Q8wmkpDiR6lJFV2mnHMOnAPzpDU1TXN2Np9imEKY4hRjHMew3e6MytayH7Bw0dr6rr9QZ8wcQrivr7uNazSzIFKKcRgCc1SkFAEpLCWnFBXrKv+3xhCSPLS7HielH5I8/4Rq9c/VdXiYuv5LvuB/tt5DzgoQgHXJumQpnAUzKVaKhDWC327zH/9wt76VxuqSZX03xTggjdaza3TbWOYxxoFZtFJae6VMzDyGPOymYRiNs9rqtu2QAHDXdZ4UhjCygCYyBkVSjJJREaExVDIz7Na7779/82vBqeuX2uKnH336yUf/5uL805vtq9/8Ln778jc5FUtgjSNQKUIKMKnSdcUabFow6GGaj8MUwjjsgtU4lHhX7qZp7HrjGlktu9Vx03dt5JA5cykhTFIAvHfWJbl9f/27YVcaf3G0/GLKN5fvf/vdm19P+S3LPeAkuvhWlLFpZGHt7WI1f9E1T4w6vr2OR6vnx6vPrD4lYCyrq7fl7eV+uxsBSUDGKQhMMe9j3JuIpIpIiilWq+fx8VHTdm3Dl29vSdg7PQxTLGE33t+tGy7RkdtuBhaMCW9v1vv9wAwnx88bf7yYdUa9lRJSHnfbcb8ruzbHkNRx51xzdHR0c7O+vnlzfHwSU0AF1ltFynsvACln5qxIxRQ269h1rrEN9AUlh4lzDnXB0FoxI2nSrOVgRharG0UOyXFs+ubZpy/+q0bfXl3d3t+ttQLSWjm0SfZTCWHjo1VKd22nMYUxhThxLshGgEFPvjfLVde3kfwmlOuVmylMcfP++vXb+91lyjfzzjq1MtRJMikUQPnks4+di6+/3yGpWHBIuyiCRmnfDkFSKVPSObcgSEJGq+Xy6KOPLs7PVq9ff/P69ddKo3GGlFlvw/3t+P2370uixXFz8sw5Z0E45ZjjlKWgMFBSRnnbrlbnx8dPmPnufpwiCpjEmMuQpjHECJCMItBlux/efZ8WK79c2bYnNKwca59yyE75pm9jVKmEEqeUhsazViAyTIE39zTty7gLFhsuSnRkM2lbJEmepIwxlzHlfcqaeSDIKMJTyZT9sQkpTNtNAxmVUlgsTp3huaMoCLYBo3Iu22F9e78xrlmuqO1mqCEzx8zW+fli6Zy9W9+M4z7FCIBTKATJucZZJFApldu77fXterE0Xd8J4O3Ner+jccTdlkGo9U3XrpSKw3hDOnJJY8qCsN3F+3Wwxh0dL1fHc6SMqpnbpbFkjM0533z37ur6ahiGpj1iRhFuO3Ny2gmEEEtMKaUYeTQESCqmYqD1VqNyjXOFYwwSJyDUy+VyuVws+vmiX0Bpx419/3Z39/b9Ztn7Lz49Xj5dzT5RVCcbCJybpvFWF85Kaa0bOtCmAaAgZsCEGJEYSA6gagZAMkaDVOqLdsY2TtU4cqcJCgoKkhJGBjCELFIEFGDjVOs1ASDkaSpK2841ne2JHQoaZJQixEqx6Micc8kgUSlCUjlro2zRSIIsxIIV5o+ILPKwQlb3BGijDqspEQiycCmP8IPAIiFMpRTjrXWOiLz3StsKPKvxIClOdWB7f3cbp6mSISsb8NEy97gohxDqHKymPz+OpD7sbNbK62FAR481Wf0f65tZalH9kHwhQkR1RnGAwRCqh72vUgRIjx7CR0FQpdVX58gH/WtBrLVlza7QFUzCzD21AlyHdTmnUkplXUxTGMdxt9s3rS8p73Zb56z3zjmjtVcKEVUp1QdT3SW6bj+01s55rdV6fR+m8PbtO2ZWShujvXdt11pjnHdaK6Wpaf1iuZjN+lptaq2llDiF+/v7GKf79VqkMP9o2/Doi6unrp7kGlbxUExKjewAKVprpQ0SAWIJY8o55SwsCFixNHWEGGPKpQhAbWD8KG9DoG43aurGh73pWuB9qN5E/NGu5jGhGxErTSiVkqQIiiF1uNfwoUYtRRCLQAhht93e3Vxvbu8hs6pOTqtQYUEedwMpVTjXmgoBwjDmlLRSU5jiFJn5l7/61cnZWTUWAQJppWqsZc00L1J5t3U3+xCu8SPmKhEJ4+PHrciQME1EqEiLMKKQqsBbYlJGaUWKEEv1Mj6E0VXwqXpIRqmIBwFkARauVzgpxSxhmip8vt4pxlpI+ZGJKADMTKQfjgkev4vKNxI5qCL54fih2rC4RqYpVdMepDx2VZhZGAswQCmlIBx6IjVDTxFVwsp+vx/H8Y9//ONHH31ktOma7rGZopQaw/jNN9+8uby0zhLRxcVF13W1mkBEbez19fVvf/vb3//+919++eWXX365XC4f0Ru1vl2v12/fvj2AQPv+sa9RnwnDMHz33Xe//vWvn1881USff/450sHuJwJTjPfre+9827YHPj8hKTqMf5Xa7XaXl5e/+93vpmlqu/ajjz4qig6pAMKllBxTCDHHaAiMK8qAUppBMRAwpJLDNO2H0eQsIMYagwqJEIVZUkqbzeYf//Ef/+mffn9ydvaXf/WXtVSeYiqlICEzr9frv//N3xOi8y7GWHf5zEwKpY6OQghhrIPoB0kjPLhlHzsW+J/HcfwLUB1/4t8DkFJyShPXqR4hPHBQalpL7cVZY6pen5Sql+EBwYxordVGM4D3HmAahlDPaq2wr6+vicg54xvfdY21xjnXtm3btE3Ttr51zhvjtDGKtKDkEuHH88Y/P+4qWqAPo2HqGFrgoWRlLumwOKGqUdjCRSsGSDmOAAQy5SzCDFCskcb7o1VHdJpSGYZxe79dbzbr9W6zD4gaiZyn+aLRBrrOi4BSxlgnzMMQbu/urq9udvv97c0uxURY7Yul5JRTRGCjNXr/Z8EP/3++CIAUWKO9bx+ExZgz5AICGqkDKDnLm9d7EibgHHPT+OOT2Sc/mT//2B4/KftwuR/vb9YvvTe+sc6ZKYQQcogCBNpa7/Wz58/GKbx6dblcPlFqNk06J/DtbL440ngdW9W15337ouR+vdnc3e5yzkdHM+3as7NnH330BbG/X9+Ne8mwDWNAkP1uE1MxSrcN9i3tMxOC1di1enWstczC/er+9nK3jXFk1bJCASgh7JxrulnnvZ9C/u67t8YTaRLAlJhLAti5+SyEm+9ej3c3m8afn53d7sa3u+G1n23y/p7LFpAhwzTxds2bO8Yz3b948ezJL46WH3t3Ei7UrD0+O3umteesOZvr693t3b4UXCz7tvdTjMyhQKxRsYSiNBplUBBRaeu7bqaVCxNP44SELSlCZMhXN5dX795zUESqa+euVa9fv8+JF4ujd+82Wt/lSDm6xh/PDWx3m5zDuE+bzQ7AzGY3zjWb9X6zvf3f/8PfBR7ny/745CTGdHN1+9t/+o99315cnIZp2m23KU7PLs699wIFJFkDKWukAgghhBinUjIA5FKy1Mk55UzTHvKYr95P79/FMPoXz3/13/zXZ2/fv/zuzR++v7wTBQBKkSHQCIwinFOeRsn5/ORIiY1D3ux32yGxVoW8uU/8bXz97rtxmrb7G9tOqELf8y9+/vm015tbvrpcv/ruDTKfn/Tb3W43JmNtBzqD3KzvMhvSfRryboAxCumlEc2RU845691uurz8+7u7y33YoyZOeb1Zv3v3D8NOctTPLj7vFxzz/WZ3ozU1rVus2t1+uLy6LklZM2NUv/3d1z9J5tNPP3v+4ucvX/7xq2+ut/v7glvtUtdrVDylFKYJtPW924WdbCWCGkO2jW+7FjAqarXpwyiFi8gEMux2G4SkKUKG3freQNP7vsGj7XpKfAewPz7uOKZhE0ChJyYIOSgNed7YlKLRunMeMljSvbc5D8LYeDM/7ftGdrvrcZ/8zHS9I2tMswctd7uQYD0vKeYgwHDIFAandMyQMwJY733MeXd9q8k0rtFWA6D3qm2Ud94ZL6J2u+HqfR62ZHSHAmHEu/uAVEhDkRxjUkhHR601i6ahxfxsvphbq9++f52YSOVhnHyjUYm2AAgh5O02aLMWTKuTVtuyWDlZb4VEWTNzlmFKOeScCTNY8d7zlE3WTy96hY01bdP0RjujrTOLznun4e3rt9M+3c+bzlydrIyzIqUAMhEbhUrhrO+89vVxiKDoh3ovAQIiQzVGgRbRQMZo542DzK33feOpOO9A6lY6skajvBHgknPmDFiYQIFoUPPOnKz6lPTV9bbEfeftaj47WiysBsGsGKcxQIkASVNhAqughqUVIbYOWBPmEEsuVACFC5c/SY1gJDBGz2a91poItdaKXCmw3++RlHNuNps1bYuoNpt1CGG336eUHjR4RZEyWjtnjNZGKWd0ZaWUUmrz/HEr/1hHAUDdVL169apt2+VyWVFtzjnnXO27P7601kSgND104olZDmQ4xNpZfrBIcsnM9CBo1PoQRSAgzCklRCCFKeUaJPhB9C5XI1/FHoowwMFlV4o81ISMQI/gCUDQmrS2AI7oselcUqpZp2ncDzmXtm2qWKkaC6u4tQ5YDlRSAQDo+/78/Nx7H0IcQ6iSPGtddVzf3d10bSfCSqmcUwhjCKNztl49IqWKm+bz+epoxVJ+MLYAPCbXHaI1tK4xaCFErc3Z2dmvfvUXiKi1CSGEcV9SJG1SSvv9/ub2drvbhTDlzMa6qoV7bO5rrbU2iFhb/tbaGsqac9ZGP+yy8Mdd9z+x2lR96Q94hfrFlZLrHFWjJlSIoiprFVR19UgtBIvknMnokvPV1dXXX3/16uV3kAsWIWHgnCSLQuv9wT0JwjkLMyHVkZrRJsaUYmKW3W4bYwAQRFAKlTowd7XW2mjBUjg/zoSp/lxrpZqac6i1dt6EUDQCAjJwzDFMU1VFAkgVKOacY5pCGEucUFhXypExzFI5KJXiW+WOSqs/QWogaaORtJ5ivL+9XW82NZW+cmIBqqT5EOiFPyKr10vu0D0hAiIqhYVBqQpel8dSoGauSCk1TpMrPImASCnStbtCiMIiLCVn0gYJNNWhsWKWIYzr9frq6mo+n5+enH5omq0Q1Ju7m9dvXltrq1bzMPV9MFhdXV199dVXX3311ZMnTwBgNpvV1sZjjf0Yt1gfLzVwpSagPP5kHMdcxaz4p1a1A+Op9inwoCIoFeFRoE6BjbPaGq01aVUAgAtwLlBjSxC11uA0ISiTgUqBgpU3VeG1WmurtapKcmBhyYxiTdM0zXw+//iTTwrLcnXU932t35CUtsZovd3tFovFf/fv/h0wf/bZp4/PT0TkckiDe/r06WK5mM8OY09mJkF5SDzH/wKETs3MdW0oBxc11Rr0oT9XTZBsjRGRFGPtveFjPDqAsa5pG6XV559/3rbddru/fHN5c3O73+8fpfzjOIZp3G7X1ShsjHXOOusb37Rt33Wzvps5743RSpN6SI893CeHh8uhm/fnsyz8wEb4eFPVFqeAYI1vARAuXHLOKaUJSVXoFhIgClJF7yKI0or6zlozb3u7XM32Y66VbSllvx82m+39/TrFDKC809b5+Xw2X8wW89l2uw9hCiHEKcaUp2kCYS5ZHox8H6pN/h9P5OBDXcy/wgtJinDhIpIEBFAhOYFa9UuVoMYcpYASUQSz+fzpk9mnnx399Oerkyeg3N37m3FM683w+n4vi0V/3h0LjgxZEIxr2p66uUeCGPM4pr7TbbNazs4AnLG9c7NxtpLWL5fPnHoSJ4ljdPqsdU+temd0PJo9+8lHP9/u9M3N9O33vx/C9fX9t1xiHodSGJ131rSe0xgbb4+Pmifn7WJF40avpynFCFCsBcTivG5955yazf1i0SkFMcb9FE0ymdN+jKTQe2+Mt0YjlVz2MW/ibkoyxHwXy23M17FsmSMRxogxYAx6t4lDS1zas9PPlvOnU1Cm910zN8YSKlJGGzdNPE0CZK3rtPaF8YewW0IGlsK+aRCIi0xTIUze26aZEdlSitKGSy4l55xKEB5ptToGhGEf1vfjMMQpqPPzFyfHFx+/+GSzGd+/f7PdbMZQlFLW2a6DUvj65ur09MR6Wiyb29tb0nJ6uur7Joy03+uYwu3tKJKJmBC6tgEGEmycR0kKxRQFkAtP+93IkrUh3/YNEYMUlpJNYofWZm7DAO/f7n7+0794/tGL5WrRdP2bd5fffv0G9ND0MlsYENSorUMNCCltw0gQEZAI+pn2nbRzcK4k3lzfv8b1Zooxpm1bkvfgnPVm1s1Pjprlwu5LSjkKKbsb83ev75DaftnMjF0czzLbmNTV/e0YS8y2649ms4XSXoC73jqHl5evhiEhmoqSEALUqBwKUpIwxIB4TySiVBZh1IwZqJA2zvv5Yvnk6bNuvhQyLz7+yZTiy1ffThEYEbVJCSUjs6QUpGSypEpkwli4iCD5pjl2jhR5It+3oklxDoQRIAsnBOFcpn1IBTvXL7uTpbdXma75HlIywHOvkEyj/Nw387a/L9PATKQUEmaUJAqVb1zmybU4O9KLpSfBaQi7OJXJQ8DtbtiNgSwZQVAcS0qchBg1j1O4vrm932x3ux0hWGOYcRzSfjcuF0ppUpqmKSiixncgGMZJQJ2dnZY0xjD27bLv5l3v7+8DYOrniGRJCwjFjCLOmK5pzhp/pLVRirOwIAlwTCmHcUohlTSlcns3MGY0UftMVGKO1pG2BlChgiLKFNIpAxBzKjmmFEsp83nXNUtrOmYC0URWxHCRHM1uzeubYX973Zjvrpeh8S2BIGakYo0CgdVypbXFw3aWEOr2UCPSYddCXBujyBrBaOUQkSVohdYSOzCKlVLkWhTIhVMuhSfW0UIGLEBKQKUMnVeLzoeAe6uiU8u5m/e69YIQSefGITc6hmkKMdLEGTMra4UZkbEBrZU1FmifCmNmDHFCpUgrQCGFAJLLJMDWmsVy4ZxTVKs4DGMKIWhjFov5Jx9/cnZ+3nbterMZQwhTGMawXt/vdjtCVEQl5+urK2vt6fHxp59+/OziYjGfW2NqN/pHObqINW6Xme/u7r755puaYvfhNONxxPeoTNPa+abp+26xWM7nM+NcZdxba+u6/zAP0Uy1eAOqlj+R8sB1+HAf9LD0H/RozIcC6YAzYUaUh9EiijxOJvkDoemjfEaYDwdcxwt139m3bS6ZiJTSRCBQAKFi+QBU1c0hUCninHv+/HnOOca82Ww22+1+Pz6IA+tVJNvdpu5360Yk5yQHAGY9q6AUCfBDlPEBdFmx9UrRB3A4hgcIQt2ZvHv3HgCqnGo+nysibUz958M43t2v319ffff9K6XUMAy3t7daG2ZOKQ7jCADO+SlMh3ZezoXlMBc7NN/lEdn+owB0kWp3JKJaun34nkfJWGFmBFSIWJF+yIWlcJ1TP2Y616FZ/VRUMegVbyjIIMK5TuQUEUIBFAJAhaTIGK21YmdZoJS83++mKVQJLuAhpp0IlaJcSkop52wUMZfCBYRrg0AR8gG/AXXUgAjqA3khs2iF1lkXrdEaATQREnLOUgooVd8EzA9cHy651Ak0l1KY9UGgWxsUFHO+vbv/+utvmPns7Ozi4qJa4A4jOoQPskweEjMfqr5SSi1Y6CE2rZQqvoMCgsIHvgaKAOSqJJVDEVW/ohpgVu9NeKgtuQhR7TRJrcS6vjs9Pe37XmuDgI+jJwEw1pyenkzTpLV5nM49xmrnnGez2UcffUREz549m81mh+AWPgw/m6ZZLpfGGCKqbr1HrWZ9p3PuyZMnv/zlL89OjpfLVcrlgIEhVUpBorbtmqZxzrOIQnrUvolALty23cWz59rY4+PjxXJVCssPIyJEJNDGNi0Ua4iU9UCmABYgqVhUbZwHqaETRj2Ol7iauETatv3rv/7rn/3s503bXVxcKK0EpBogCzMiPr24+Ju/+RsQmc9n8/m83vVICEIkgIjn5+cpZ6O1f5gGMQsgMCAcGJmI/0rpewc9JzM3jZ/NZsxFKU0KAfHDttmD8l6lmLYPGXePEGRBNM51/azt/L/9t//2s88+F4H/9X/5u1//+v/84x//aB6eOFMcY5pSiHKIlxAQqHVm285m/WI+X7Rt27ZN17XGGOusd15bow4v+lD9WMUM8uM8IAGoWNd6jggUEh7Gk7kQggCXcshk1BqFQPAAmxapiaW1O6i1Ns4Z5/rlaiFoKpmzlLLb7u9abzTtd0MuopXxjTfGrlaro9UyjNM0pWHY15pwGIZZ3zqjH83uH6reH3XVHz4W/yV14L/Ol08MmHMuqUyFB+YiQkQOsCAqIBDOmYuwGKUUiSZeHc8/+vjpl1++ePFp18xCLLLZdkO82w43YYqglkesM0ysCihlnDZWSMnN7c3V1ebmdmdNnrXd6vSFdSuEJkactTNNs9XiOUITedSY593Hu/3W4o2CoTFPj7oLwnh39/rm7vv3N9+M0zsiSYlFWAk747tGpYDzeXtyvDg/XVifw3a/3d/nPCklxoJ3tFw0x0cz5tS2rm1NjFOKJU0CgLt9fn+zn828OVJGtwAEwETSdjpMYbP/PpVNKutU1jFNAKJF56RSVDliDDmMMo5stNfK7HJofac1MmdEo7Q21peCORNop6hB9CwIYAAygCJFAMSQtXYiME1TCOOw58az0VZrhZhESoaplPrgLkrBbN4hmru7fUxlswnD7u6v/so/OX/+sy9+eXN9e3d7v1m/yyWtVv35+QlRWd/frTd32+G+cb7t1Tgp5WmxagFEZ25a3XX6/n777u04nzer5XK1XJZcSi7Om6Ks6FybP8NYxrBTCpxvutmy7upy5u06DkCq2IwdiI2TvHjxk4vnHwvwE0VE7ctv3ykXzi76xeKoJCBNrTNWYQlj3EOJ+8ws3CxX/eyoNLOSi9cfn2UAACAASURBVOTEQxxKkZxi4VGFREgkAGE6WXRnTz5/cd5uN/fb7fVisWK5fH8zdX1Znroze3J+upoiXl3vskSWrHTXtcenZ8+Pjs5JYS5hu73mrKEYa7pSmDTbRrV9MwUchzKVXZo2GtfL5ZwUZw5jxCJivYXifNMslsuf//LLvl0BqLPzJ9e376xrgIzWfddZVCnGIQQp+2J0cF6aRpNCEVHKKtUhzr1rrG60tiCFBEhizrtSoCQpsRCTFIhjdgzKueXiHMomBaJSLKHzlpRvVNNbP/d2RIRUGu9ygWmfJpeUobZtkozNDNuldTOdJo5jjsiQc96HN5d3LMUa3VmllBGCxEWQSUuIcX89pZgBoWtbIotSYiq5CBGRBlScedJKNb4L027Mgcg8f/ECZYzTvVXdycmT1dHyfv39OBYyJNIaoxF0CEph4+yxsWfGnmhljS6x7BmStYZll+KQUqzrwX6c9FDawGNQAjHl2LULY1skHVNUQA6Mb8o0pRjzFIecIgC1vuv7uVbNZj0KC6HioqWAFC/Fj/thn3ZWvblqd85aZxExE2bnzWK+/PSTzxRZRBEpAAigEBQAIBCgAjKANTxWIxgSpZWRMuWSiIq1hVPRkhprW9c57cZxvxvvY54EA6kEyKQMgwsjzFo17zxJWcy8NersfHV+2q6WVAorxd6Qs7NxD5tNCmMaApqkRFQplLJKUTE4Fts0JWWZ4v/F23t1SXZdZ4L77GOvCR9pqgpVBUMBEiWSkrrVD1qz5o/PS6/V8yQzkkgRIiASpgpl04S75vg9DyciKgm2NNKansmFB6CQlRl588S9+9ufS4eBCyV1ZQr9mHPqxy6moLWaTCfGVBw5AXmbgs+FZZpM2o+ePPnk008X6+UwjM456+xg7bfffvvm9SujjJS8H/q3b15TTkKKzz///NmzZ7PpTHDhoosxnQ1Epc67yAhzztvt9ttvv3XOlQSsAmAKB1IenXSUA4CUum7a9Xr96PHj66urZjopqSpN0xijq8rUdW2MVkoRlSoMxnkuD8pUavGOiAigCD5PT/6TMvD3HqYF2p3wZsEkkHMmoJPUkIpV7SwmOiOcM0klKlMIvVJcXjyMxYh4BocpElGuqurZs2fL5RJR7A+Hw6ELIYyjtXa01nVdt9/vt9vtZNJIyavKMCDn7DD0KaWUImNMCoEMvHcF4CmlCv6JMRSVbM5walSHYiJFxBDiZrP97W9/G0KYz+dPnz6tK6OU1ETtZNI0zbWprHWLt28OXU9Eu93u9es3VVUxxqwdu65LKUFZ8cbM4JiHJ4Sg4q8BKCrFh1XD50mETs3aKeWHA0y5YoWoSZEykeCCEDKUagsqsZuEjHEmGAOGQojZdHpxsQ7WgvPkXY6RUU6QA8RYBJhAUgrKAkoFEwAylFIhIhEWbNV1B+dsiCHlSJRTwXWn41siSXPOmVIIIcSACEJwBuBD8N57KQoteTrupX+Pp5QSzyU3sji1mqrKnKUQgndlysspB++Ps3vKdILlMaVUCGyGDBEYZmCjdZvt7vWbt3XdPH/+0dXVlZSy0L+slJCUcTETECslJWepbQghZWInUytDlmNmjGdklAtBxeiomT3qBJExPMbAAjAWYwwhco5N3Qghz/3V5zMmhKjrpm0aznix3pVNynkON8Z88skn8/mcMby4uFBKxQfuvhjj9fW11vqzzz67urqazWblqp41elVVLZfLAoSOqTOnrrXiUG2a5vnz5+v1utK6qqoQIgEgY1xwigm5mE5nVVWVBs5iFMsZMjHKGRi0k2lV1Y8fP+FCSCFiyg8IIcaQMyFVVbFMApFzQQxThsw4MQ4MUSiNgivNGCGDYwsB5WK9owxa65//4udCKM5FCCEUBA5QwDjn/PLy8smTxyWZmFF2zoUYlRLIOBGklBaLOQFLMZajmTMhQbEAMILiefsPKQHPmbn/TwSS4JxdXKw//uT5GU98UNyXPgLEctZ3u33KKThfVJ14NIyS1rqqq7Ztnnz09M//4i+vrq6A4TCMP/zwg5SSgGL0FTdKy5TjSaiZSltDSrnrDn0/vL+9RUSlZGW0VKoyVdM2JSismADPZtByFFJK5yNy3gectcVAEEKUUjImGJTeHhRCCdQcJTIphOLIiGKMmbFc6H4py4aAnfzfyIAAI2cglJCinjbt1cVl/DTFlEfr+24cBhtTBGKCcyVkqNJ6tQBgMSbvfdu2T58+bdvmYRvp/xctiv95di8y7jhkLiyKCCwSxJgj5wKAA8vOWs7IGJlSn8hxlol54BF4vLl7Z0Yr9HB/t789HBzaybQCgJubTXlMcMFjCpvN3Waz6zrbd+ScNMLOaojLutarFPnQ9VoutJwJ0TJg07Y1Wr187TV/Mm96aXyOzXcvN1xz5DSbi8EJZWou+W6bvbNx5Ea1fJoFDHUljNEM2HbTbTdb6w4xp0QgGHv28fr6al5X+t27t4PdOn9omgkQeEfFZSHQ7jYOaNTa9odgtGqb5tGjawK+2XUvftj0vQXMvGy2MhrT+iFau08UYxr33bv/65/+x5PHnz66+ni1eqSELv25OQvOmhx1sCKLFKME0gjIeHkzZ44gFXLBIEPfD5tNFxww4FJ2la7ruq5rHXxiTFW15gjMJJ7g4mJubdpsd4uFHvqw3eS7+03XHRhjFxcXl1dX291dyurjT57+5X/52cXF/Kuvfv3f//v/8ct/+ltgYIxar9emUjZsOcoIAUW4uGqlouEwtLU2SjCA6ENwnnOwow0hMCStlRBGiIpz1Lqt6sVqfVGbOie8wc17dzi4Yei6R59Of/aLP+VSHLouE+PCMNZkqqZV25paoLH9lhMqrmzfcYjzSR198AGiV5IbzlIMthtGRF2ZOWXtmKUAUtQIFC3aIbYc6sv504//zI327vbNcl3f3bmLi5dv33WTRfzs88vJ5Km732+2B2DtZKarajGdXj17/unHH3/hrPvd7756+f2X240lEo3WcqKcH513iEIZrCcsJRbTkAEYRgAWU+r6lLMgEAlSpAhI64v5s8efCNR3u9u371/f3t0yEBfry+fPHwPmd+9ev379qjISxR7Vtm3rFLP3ebW4EKx+/3ak5JcLuV5Ou8N2Mb/47JNntzcvN3evu/29qDkETI6hbIZ9/Oa336/mQV+568tFJU2ywXdeoMk2b3Z3779/7UYnQdSq2R/cdjfmtF1dLRar+RhGZWLGHCAMPgw+VO0UOffRdSMAAEowygipCTDmLhIxxpEL58P+EFOCECwitk3VtnXbakQK0TIWTc05RzaQdREgAuPWDk1bPX5y9cPLw83drVbVf/ur/323f/39y18579pmOpvMGDXz2dOL9aez2WMtJ9bm6A9977JIl5NV066mabE79POYZCX6vjOGC62FMjFCppQJkEvO9f5gAZg2lRIIZDMNOduqrpbVfLG4EKJyNgefAFAKIYSZTc3VVbNcvOu29/0evY1d6nrGhEhEnkFs28b7KEUlRQXMRXIAEgkYIABnIKCkTBzXxoIhL7mdKY8pjVxYqVwKFoLVis+n1XyyGp3a9bYfuwwR0JVlcU5ccLGYm4vVRMu4Ws3rpr5+vF6um7rlzm1DOAgWVqt5cLbvlm4Mg+OD5yFQzsKO9PrNBlhlzEKodrPrb++2Zq+EUroywCBDcsEl8qNNZXLigpeuTDjL1RCJyHt7OOyAQwipgJm2boxSSorVanFxecGA2WGMwT998uSPv/ji4uKCKA9DhyiMqUr1T86pROrlDDHm/b579er1l1/+5nA4lLXsmfk5f5TFJgBLmYSQ6/X6zdu364u1NqZAMaWUUsoYbUxV16aqqqqqJm07aSfT6WS9Ws9mM+Q8p0IfsZwJIJfwg4LWysRyHhYf6t8K8qQTPkzpgQWRFSsXHOMHH7jozzvlcyjLKanlw8x9FlgSMWRCKbVerxeLBRG7TMcP53yMkTEseO9w2A9DP46j915qdXd3++7dm1JbpbVq6loK4b3vus5aO51OhRBKibIUPiGo40+a8zH07txr770fhnEc7Xfffbu5vzPGTGez2Ww+Wywy0Xa7vb29bZpmGMY3b96Ui2aMKVGlL1682O/3wfuL1arIVsdxDMES5fLLKWxnubYFH5bh8EGCy4ek8XNtfZHyZgEAiEr4HGOOAJlLJQRAKvnsTAF4Io7s+uqy0urjpx8N222/2fa7/dAfIkWf/GEYIksEBBDZEYYdezJPPC3FGIN3PrhEOeYUC3ChlHM8UUNMHtM9MAaIwVs7ImMlpTY4v9/tgi/qTSh93zlR27ZCyRKjOp21i8VCKRWDX8znAnKMYeg7AOacA2LWe8iplFkUcPLBeURAGWKiEGPIycfIhViuVteXi+dPnxhjShqF4KJYJ4QQZRwVx0QmEEKEkFKK1tkYMxEUVFaYlRJZg5wDKy7CxDmXXAghnLMxeNd3SmmlpBDCWRZjdC5zLquKM35MaScihhyZAECjTdM0s+kCETliIfnPP44x5vHjxxcXF0QkpSrgk04DeYxxtVqtVqsYY3ljlqt6gty5mDzLVH+WLp9PTtELTCaTIhMtEDenBIwV4CxKT6iUAMA4B8ZiSjGlc6aNEEIqdaxyOd4TcglC+VCiCZxBzoARkAAjQAak0kWCWAolIOdCURNlBCqLGCB0PpwZ+PzAz8wYSKlKf6C1tgAoKUWBgjGCECITxBg5R8APATln8jETUcrHbBjk/0v1nJSV1k3bnEsSj7QeO2aqCMEFF0WcemwVLUqJk2i+JORwIcvCbz5ftG0rlcyU1xfryWRCkLfb+67vQvBlVVYQcEo5ppxTiX3JKaWUY4i+SJP5LVdSGmOKlbOgvnMaj/dea/3w/J3pPs45ZUbECThjHFgu9gxk4nAYX796/+LF99pwKRERUg6ZIkAWR1viyVRwvLEicgwxAAHnJcoWGSAwjDFb67wLmYgB98XCEZKQop1Mrq4up9Ppcrm6vLycTiecI4A8I70/tCb+T7N0/n1w+CPc/5+CkYwRYkJOjEfGolTAePZhiHSq88BElBJkYCiVaSthqsoF//LVD1Vtq9pKPbx6tdmNEasGsvKW7u4Os+kEGHPjqCSTEoXgzgGQrvRMihmDOiWVk2RM1RXmjFIoKQGIJUY55M39Hln7J5//daKeCR9DqhvZGNdU9aSeCNWuVtNXL19t7jfW+qvlpRBox27fvafkDrvD7d2u64Z6kqUiZyFHVk8QhTv0ex+6EEMkJICYMCX2/l0XEgHJFFK3d+/4Ris5m7ZG677vGVY5qxCEs5CJ2qlhAD5EzrLUuFg1SoeqCofhxXc/DJE6qQiAJvW1MWuhq5zBWTBqvphf8yot56v5tG4mPLPBR+kDMoiccSXkMAzRIyMF5XKnrDijLAC04Hw2bVfrxTj0btjGcb/ZvQOQy1W9WMxWq/HVq/3N3etff/mri8ullHy1mi0WkxDFer24frQmCFxSOzP2du+cjZmpjixJpkEpkyKFZDM4pRif1UoIxiiGEAUfB3BuPBz2KUepOUcheNU2PFPOWXSHqJVDaivVSh4E90LY6axaXTTTuX719hspp227qOpKqfbR9cdCjTm5zd2B6IAkGwM5eMX5dFZHH3usu9hubkcboF00ADWAiUmkBClxIBU9SCaQyX4/pik0pm2b+bSVTbXQNX/0qPv4k9dfff3l7kDffb+9uYub3f72fvv4o4+vLp4uF9coqsXiWqvq5fevf/2rr/7+b38FYJuWR8VdSMBQSpNSShRjySvXkoumjIwMMBHjQmpdBc+4oJC671981fd7wfW+O2y2t1xwrRsEQ8l8/PS5xOlhk7lgSlf1ZPbkyaPDob+9vZs0K6ObGPH1qxvF3eWy+vjZZV0JBgOEtywJhbqpjGo1y9L3Ytjtt5t7P8JUhdkMKMY0hmhjhYyDkMgHNyKJSteaV5pDJbJkggMIAC2E5ASZ3ODG3tsxMU3RhcFZaTQiAMLoo8gIyCMB40JKzZXOQ/ah3D+FUoYLITgwgBjGlBMgNLWiWpiKgJtuyN6H/eEmU0vMmBpy9Nv99s3brbN57Nrb2x1/tHx8+elsul4uHi8WTybTy74L/f1W6qWOydEhU6V01ZrJZP7aZwciotJ1XS1Xi9V6vd9vDr2723TTpJpGOUvex0MXtRYoMnKGHJSumnbZtMsU2ZD6fnB9tyfaL+axMesQOKJiTGXKMROmjEjJu5wdIplUEwiGmkAieoQMQFji84AzOupoGOOM8aNyDzJnHlgGCCm7GG2OYyIHIGOwyXvOo65i7zrv7xL1jBGBgTxhgJXh86nhPNZts1hOFxfN+nLaTuShi9tt70eH3NYNGt1SxpDUGHg/uBhY38d9t2PI60YIKQeXCAZEzwUKcWye4pkhxyLr4kJIqYAxnrOWXMvknGNHvOe7rktAMSVkWAL8nB1jjD54wXld11dXl+MwTCbtbDpTShHlB4/Xh62w7JxF6Zzvuq7runM43o+eTR8iqRkyzkOM1tl+GHwIZwsZci44l1KWmIqCACuj57P5T//kTz777LOmacoKPKWjTw9Anju+CxhLZZhgUKbAki9fJEEP5EGFFWE5Z4aneEP6AFPP6PQom8znAIWC91n+0DV/0mECPhifeIxJK3VmOVJKiHw6nazXK+9dAYqjHX3w1rlxHJxzZYXtvQ/eF4CaUhqG/nDYHQ7NObew7OGPLCUBsiO+KrhGa71cLp8/f27tcHd7OwwjATIU7XQ6Wrvb7/t+iDGVqokCVodhGMchxli+r5KSgBUOiiE650LwACClepAJWZJIEYB+ZKt5mDmXc+acEdF2u/Uu5kwghY3ORw9AEhgmCtZRSgQMOLc5e0qJKPrghsEeDrubm9393WG3BQ4gWAbiknFkREdFrUAMITgfvY+MIRELISaipfMnbRo7OyiObk1EcwzeQW+Pm/0QY4wBiJx13lnkrATSFg9nueDW+2EYhJQ55xit945z0ShUXPaHwz7tCkMghQwx2tEWAHmiNkqhBeRTwAQdY4fEfLlsJ5PFtFpM24e5fQTAgCHyUw/2h2Llk86ThRCttYO1q+VqOptKKRNQoswZAkHKKYTAc8okibFIFDLFlMM4OC+qqirlG5DJh5CJUspVVWmt+cm1G0MkAiEkV1jSGVPRW5748wcawBJACmWoPc+3Z133g4yf30ukL/0QDy3BD/cpp3Amfv5PLMjwQTBsUUef/0pRhJarlfKxwzvEyBjj8ni7OEq6iyyAGDHMgEiMiCVgmTADywAsF2EqO937iJ/QbEqZcnH5RsTSvF0IZF4aF06bIHiQhXl0DFKhB4nKLai8nA/vIwYPyuX+IwXdPwYF/9ZfO+a15JyRY7mmZf8hhCyPhwy5SCHw9EF0rPjMOeORA+RKaa204JJKPHaIIcQQY0zp0ePHH3/8vKrMV1//5v37t6VE5ahcT0d+L+fjprAI3XNOIYSUrPe+WHKllIXyKHivyNPLqx3H8VwKdEZQDBljgnHKwIkwZ2RAyBCA397uvv76u1/+8h+5YFKhUjxGn3IkShwZ+0AVlsMHiIxLtNaWDVwRlpdCwlIlxJEjCkReorFTyoh4cXnZtu2kbdfr1XK5zCk5a7mQD1cjD7vjzy7H/2zE6v8rho9huV10w4FhQh5D6hNRJqBMjGfKOaYkuVBKNW3NhTgcxmF4f3HB69YR2757tx8DU82yP3iGI5de/aRhjN3e3Letms/VdLqCHLIxSqwWs8dGL7zn3pMxcjIxMQbGgEvHSIYUrDt0/W4ymf7x538+DPvR72LeTxuknLRo22q9XMw//fQnml684e+6Q/fpR8/rBq27+/Krv90dXgU/bDcHwLRYyhjD0Gfbg67Ixe7m/Y23ZQfEx/2BQBOTNzeHlKFuTE5obcibQ10rJbn31bt3b4E1GVrvMEYZI6ekieUUU2ZBarW+nLQTSzm5+H7Xjc1O3W3mMfK4kBdqxhikmPrOVWayXl3rCUzbetpU04n2ubOBc8586HOgjCI4hKwqLWolQkjB59l02bZTozVHeHR99dGzJ+/evt3c50O8e393W1eTR9fP2na5usizxd2XX37zm69+OZmpn//8Z6bCplUhZi5otN395l03bBfLiY/9YResH7a7GxG4bLgxDWXuQ/B+AECtDWd4zG3yPsWYc+q6LlNWlUQm6qZum8YFZ53v+oO1FKy6XLQ5CcFVVeummTQTHO3Nv/72rRSzR48+nU2XRGy5vNod3uy2W4J7Y8ZKmRyVkqKWuq0a7yKnOvrm1bt7Y4XQ03pSA0efcvAxxwSZuREkk0pqN+6DtTn74MamqWfzS2A0nz9+8tFnb25urO9/9+1b61xvB+T8i5/+xaef/OTR9ccukPN08/72n/7xV//0j//84tvXn3z6kUDuxtEnlEpKhSGOMYaQcubUaFHXrfcxpswYAYGUpq6aIJOSSDj+5l//gX/zJaIWXDsXry6vY8hEMHQ0nzyiqDYXgw+ursJ6LT/+6Nnd/U103zZmNp8vpDA3b3cUmcTqk2dfpDC8/uG3wyFECwJUpUxbt5KbbfYMsw82pz07ANtnyGP2HgOhSi2vlFJ7GiTyxjRSSKo4EudaCALwXnDgCcgln5Pr/Nhl8H6McQi2nrRF+jLakQviUiZiJYIEkEdiIYIQwIVQ2kjJGYsp5UwRGHIpm1ZxLoLPIAzfh/1hPHR3MQ2UJ+10Zod06Lf/8pvfKm5SbPeb+uriaj77k6dPn06nS61boeqbm5v7Ta/NfMpxTBVDYNxwGbmquRRcYy31ZDqdL1fT+aUPLNP2fnNDZLhoQsC+z9YHY2LdQDVhyqA2RukJovEpjjbt9uO7t3f7vZtN+vl04DAJkTLxRBRSLv1eKXmgxBAZCoYSmCJSgCNnGYDYB7zHy9MUsdzqkTFikDmPnDxyF2LPZcdVz3LMWdjx0JHmVZ9Yb/226299PAgpIdcMoNJTrflkolBCO+HTOaDohJJVw0MC3AcX+v0+VabSUguBkCGx7EMiylzGZgJScV3BOO5cvHPhvjTOAZMn4Q8gHmf04odjiEAkhSYD/TCcK+OGcYg5hRTP41c/9N77rjsMQ18ZPZ1OBEettZKyhGNLIVI6zkxnOV/5OAegn71AP3LUnz+//AuXSplKKAlHRuX4yZkIQvhQdB4jYyzFAACzycQYs16vlVIluT6lBJBOjQgfRJg5p9GOMQZEbNv29K3FA8aPTlH1x6KI4n7KORIVSqZQQCS4ACqSPGIn1RMQO83qGU5NCSeIw4lYCKHMgsc1dMnx5LzMn1Katq0BWGFBU47WuWEcS/zjMAx939txjCEIIdq2lVIwBqUmXmtdCJwz3is4pJi3TtcEjKnm8/nFxcX79++a9l2MqfAqddM474MPZ0LymDjifQih8Hu96KbTqZ5MzoHmUkp6QMV8gCLnyiv2gV08zy/nTygv1drh9evXu+3B+4BK2uRDDoyBBEY+jvsuhgAMZVV5ojH6wVpkDGIK/XD75tX9+3fdfosSVaWrSbNYTGVdEQAXXAohkA99t73f3W/3ZXqNKcdEV9dPuBCCS0ROGRggoihtC4WcUUpJBMZACF4MjYIjEI3jONohBM+IYkzeOedcmdGt903T1E1jqso5F2NSUqvFRGnZd/1ut48xTqfzqqpiTEPfH4EKQMoJc2aAJU6CiEqCRchZSjmbL1bLpYCAVPYCiIj59xvtj4rMD3ktxBA5YzEN293uh9ev+2G4CleT6dQG51MSDAkopxyCx5PPtgBfjrzr+hxTVdtCb3ApQkqjc30/TKfTyWRSV3UIoUSGFjXvsaWNKFNmxEqRRXmzlzN/OhjsmJiS0o+OWTkkJSXoDO3ObZnnvNlz498RcJ5o+fNtRJyw6Hl+PtPIDwMyzsWDZQVTLKbFbEyUASgDHU95EfERQi7abpaRZSi5x8BYLncZoMwgY1HZUs4pFtVrEcZmKssjLMcJGARfGhmQC5GO995S7Vq2M8fKwXzi6I93kWP0KkPGCI8dsKfmOvhREc5/ZtT/kKh8TKs9XjgGCBw5I4BMOcYoJYspxpTYSYotRGKMceQMOWOcIzPaNE3btE0xHVprz47Mx48f//znv3j69EnT1i9efFcCqfq+P3SH0VrrvPcp5ZLvnnOmEKO3IxeCnY4CZcpEwziO43h/f3/unFFKDcPw5MmTsqkq5+B440MmuJTKpJRjzCklySUwnonevrv99Zdf/4//828IIkPivDhLM0FmRJTZUdN/yr1ljJBDCARAQpQFBlCCcgIJgCM/9/DCsaBTXl5d3rx//+3vvrm+urq+vl4sl6v1xeriqj59FI3NOXfroXng/7d4zpTEq1e3X375u1/+8tc3d7cxWaEiZEo+OueMMJxzZBqA5aSsFWPfcT7UtX/2/Hk78buuA8ZiNG67en/zLRf26nHL4RHnkKLPsW2qq6dPvug6G5zgbPb48nOB68MuGkVKAlMgZNHTHiTXAA5w+0d/dFVV88oorRZzmDIeGbd957KftkZezJ8+Xf9cxmcX070d3WeffCS1u9399ne/+5ccs9BxPgfkwtTmcEimypMalsvGjs55uLsFIWA2y9stcSGms6ppZT+EQ9dnoLat5/OJD2M/7O/uAwCNFvtRCAlKaWMYZcrIlK4oAxAkcpGc4LKqxWI2n8/ndds+/+TTefsMoSVCa20/3qNwQuQU8+37G4DZdPqIgzSiFYg7n7r9IYROSi7QVEY9efyR8/7+bvvTn/7ZYr4sQurppJ20E9umsX9/AK8NoIjdeHe/uRWimc7qZ88Xw9D/85d/08w4R+jsFlj812/+5duXX15eLbXmi+V8t7/vewCfEgHESIHFGJBpzNxouR/99n63Xs6bWmllnHVCcKmO0Vi5SykmAlS6BkjWDpvNfr8fKRqDixCSEGI2b7UWd9sfbm7fvXl90Gq52W1Xqyfff//N9y9efvPtN8j3l5fxKwmQKgAAIABJREFU6gozEQN4/uy5BD7sh23XpaTqqYhvYowCskGsUACAz+RTtCF6QBz7lHEUwu+6l1/+5n+EMC5Xz7VZMyG6YZ8g1DMxjBhyjBRDDH4cvvr6K0TlEzFWvf7h9p//+eu//5t/yCn99V//bz/708/fvX/59b/+8vPPfxqzvb1/a5RSilKmzWbb5YTEuTAIOeUQrDWCGakFhumsnszqt29uxiFQlsjqj5998Zc/+2/I9JvX716/fvPu1W3TVD//059vd/eVVMvprAIZVP1oIUIe5u36+vo6OcqJV8p0+8H1u243ChCCiZwBGQDFGOwwdjFZU8vVYq1mkNPBDnuWuAaILjtM0cXD3VDral7reT1tlDeCD27EGCCm6CxkzxJIKWOHw33idYiYImNE3NowOsu5ENJwKZF7ABZCGq3tehcijBaU9m07VNUCGaVIXHChuDbCNAYoxmyVCRMUqq64sUMfnR8EakADgD4OMSCSWa0/e/L4zz568rOrywtttA/h5cvXL16+vb3fL9eX7Xw9ry60AefvXr769vtXb8ZxI6SraimMjMC22z5nOZ1c3t3tY2IJuDIT4TUGhwwTuJCshAwMY8R37zZD7zabw2bT3dx0799136UDwiuJk1ZfcaEJ0mhtDA45EVgtmRYGBQeGAFzqCvmQj0pEYMUn/yDXCjAxyBwjogfoKO9iuO/Gt4N9l+JBC8NTJHIh2rHfH+Lddr+1dgBMppohtQht28xS9oNzkbkIw83m9c3v3l+8v7y+vg4hDEPvxtQfdpVxSig3urvdYd/1DEXOiFyuLy7mywUw9atffTXaOy7HSsiqAl2zEHkmhhyVlc5L5Jxxflz7MhCi1EaIo5KKQSYKIVjvyixVklCE4NaOu91OSSmEKGCvhFr/YSjaj4LHHtJcD+MZz59/JvcKFrKjzTk750vvVsmEMMbwU31W+UMlZUI8DlZFpHpqGD/XMHjv0ynpLqXkvXt/867veyJaLBbGGK1NXTXniuqCQAqDDcBCCKVtIKci4i2yTcgEwBmchYKMczyLBunD9QB8QGexc9qEEEJKkYlCdOeYg5JDWBBgCKk0VnPOi31xsVgUpoKOElBXJhnnxhCC1roQL6UbgHPOGD5QkEH5Om3bWuvevXv3d3/3d69fvzocurquz82EQOcozuO8V5DkbrfLOUsh2qZdzBePHz8qor4YI+eiqmrBUSl1jJo4/bxCCAAs7OV59Cp5LaeYnJK8Ql3Xff31169+eNP3Yz2dgGQouVKSA2Tn+80OMmlTLS4uIoOS8W60wpQPMdi+39zelugHQtBNVZnPVss5siICFClR1715+eKH3333HWVAlAxFDPDko48JEIVALgCAccGFwBhjTCW+AXIGBjFGrXVlzGG/QxRE5EPYbDa73TbFqKSy4/jixYsSL1hoj6ZpHj9+wjjmnJ2z04pz0n0/vH3zxnmPKBhjKeWu66QQpm5Kq/jRCFpOuBDGmKquKaWYYoxRSkkhJMqCCxQcANIJIBUl5AMMw1KGwuuiEDHG97c3v/zlL1er1fX19fryonNucC7FWMJpeBlSiRiDSTtZrZZPHj229+7u7i44r7SeTqeXl1eIzMbw/u72MI6Trp9MJrfd/tB11vmj+afgrpJjBIxyLr93xlh5hQXkx5zpw6mE8n8/eKweALAzFDzfK075unDOhTrvEc63oPK+KH9YsNZ5kD5/KX4i1cvnlL6Zsu0ahqGkMwJQhnNCFytQPGdIpYmQAzB+isIhgEwpMcqIkJCAEqVEwBFF+coxJuQCOS+/dy44Qyx34AxEMZ4QHcTS63DqKUkpMfGQD0+UEiMghoIfScWYQX6I2Plf1rde0A0hY6WnDv7g5l6Mqyev87FFDxhLGYRUpqqruhJSFhto+a0UFX7TNpNpO51OVqsVIoUQXPDWua7r9odut++s9dZ667z3ATxjQCGEHEJJXgEswb10hvXnfYC1tnyvh/V0dKqtKN2epU628LOcQUxkbdzve+TAEBCpOLbLr6ZUp55+cAYEwDKyowsTEY5FfvlEqcOHTWGxxJZNQ103fd9v7u9jCNvtVmvdtJP5cl2EqdPpbDJpm6ZtmhIupEsoGXvw2Cjvigc9mydVdKYM+WH34EOs/++QuX+I9yjLl9+//9Uvv/6Hf/hyvl4wFKMdMlHKVHaUAIyTZCC8xy5RjlTXajZtjF5r5ThupdikIO63/LDTUsPQmc09zufNbPpx1x32O5Zjs15ce8e7Xa70qq6vm7pSogISlBlyQZCIJQJCAXXD62ouRcs5cS4YSUACJjWuJ/qZ1LiaXht1fbFatMY55+fTCRNdzONq+cTHG8Jc1T6mFBKECFLK5aytqjqF46l2jnY7iIkYTykFYyTjGGJCyatKK8NQILJkfceRoRB1q7lExjJlCt4yhkqVPGgGwChzZdrLy2df/OTPlViNA3cj7rO1/btM77598a+v3v56jC+5Go2ZOReRQUrRVBUBt46UaBzzIXnCkt+rmrrRWkOCi9Xy8uK6qiqjK8owjmN0BBlMLaWRwedh3NohSWmhiZOZFCqHaL9/8RVy5pytG52CP/Rj1XDruLVdP/QpZSEVY6WvJJfWk+QhRzymW/s4Mhv9Uc7tfeh7C5CrxgCgdW672zHOY6QYc0z+sOu2ZlNVEiCFOGZy3t8f9v7+zim1B87Xl2smgnX7kPr5hF89ms8mkbHcdX13GBSTY++7/ZgYgEKpE8Pogp2KiVA5JxfybvQHO9hW1yyxmCNjMWba9+Ltjdl1dzlP96N/e/vm1e23Nm4S2OCJCLjInPKbdy9CCG/evBO8vb/t3r25X60WHz3+6Is/+knbasEzkP+v/+UXL159+/btzXJ9efnoUd1M/vZv/36/extsaOaLTMTSmHnPQAQXXRwAvPO7w2FPWRg5NUrW2kzq6fXls4mZs4Tdbp9C306kYHZeX3y0+mPTiHl9MdGLzt5dzBeXi0v+uQo+MmA5DDH0UqS2kQjKO2SQgBIyLiXjnDK50e3jXmHC7LlkJDhwBgjEfDakVBLoQBOvtNZYI1iCAJGMFFoLrTFn4JQ4QY6JKZRKp5ydD9bGdqKQC4acIY8xhxh9iJky45AcOBf7fqxrwzGmGISgoodPKVOOOQXErAxwzUEooeIwpkkjg9Njp5M3gk05TfZ7J6TOGYcx2JC896ML8+VysXqEXJHIoJI2zO/31ofdvvNxrDHnMWXoclZ82riQRxdR6NHHm9t7SCYEzlAxzlMO1kUQfhg2wbF+8Mgk57qdLldr6dz9m9f3buyQKDST0UJKUBpEGMUQh5y5UBhSIEaMl4hTzghPEQkohMyJck6sjAEpxOg4D5w7xL47vNhtfzf275I/sOyJC6mxQoWU+6G/P+ysjSkLgRKolWIpxRxAO99bdwA+JnAujqPvDl2lNxPK0ln0TjAgxhhl6kY3usHHgQuJyLnMqvJ1G4ABV4frJ/rR00XfZ+swhADICBQwXjakJWyMSwkMcorIORJ/KKwsABC8LRIjYiVJIhJRkd4AwDna8TyM/GEYwMNihjLOnvMkjxn05aVIeU7bJiLnIzGcTWdSyZxT3/flOyqltDFa6w8d0yVATOuqqopU9Rg8ceQWjokgZ3VMGQ+22+3NzY219ubmRimllK6K6/SY+V6aJjgi51xIKY2ppVJltuQcT8xloU8yO7IBcMwEoKNI5GwG+/EzFc9ZiQzZUbx3fIJj4XaO3MZ5YnlYVHjUoRGVvTkAlD4DxuDscaKjtpRJKRlDZJyIqqp69OjRX/3VX+33B+89Ec3ni3LxGWNK68Ph0HWdHa13PvhARFrpUYxE5KyLMWalJu1Ea621STGWYJthGFJMJUeRMTzrZk9sKj3kXk7MCTyUL5WhZhgGzvnFxcVHHz8nAYQghNBC2EP3rf1XSrlpJxcXFwlZAABkdWVYTJKo4EwphJQcOIBAo3VT1UVTxrkogSXeB2e9qRpjaiLkUiFKxrjSVd1OmnbKuSBinAtkCJAAGHIUAosziHNeWssLkxN8GPqx6w+TdkI5p0w5xkTnzgm4vb1VWmmtm7Y9h+0hYum0+EBkEeVT6Auerh5jzFSGKHvnTpwpIGLxnD34FR93CaWABB6m0X7oYWYEFELY7XdCCiHl6GwfQ2ft2A9ccK1UXRnvnHc+xvD40SNlFEP0KW73u9ub29l0xoVgHIGxmNO+6w79cL/ZKKWGGEfrxnEolSc5H7ncnDP8z8SZpyEc6IOZ8/eyfP8jvqQ/lH3+YQ7/Q53nw89/+E0fyLYZe6AjOI/o8KBOJJ/U6ZkoE8unmx19SCEl9uDHZERnefe5S6Zk+5Yw2NJUcXxtJ1kBO12cwvGe94lnpe5Z/Hk8h0dS8fhEIPy35vwHSnP6vet5vjg/uvKipP+UfxjyUsF8VmucbmQMADJALPpLKtUfSAQpZy6k1kYbw4Uo68OyzSo1L0Unxjmv6spoyY45u3A4dPf32/e3t91+OHQDDgOMliEqIYZxTDmxdDILQi51ludcUHEq5Hlw98lU8qr4iTSDYxgSQ54zJciITEgppEIuleJcYKndPOI9OP9yzxGoDCgx8EcnwIlep987MHDWwZ7ucaLQj+cu2rJHVLouT6/JZDKfzxeLxWq1Wi6Xi8ViOp1qY6QQ50cd5YynrUlJoDqSgZQz5R+9fx56pv8t8eeP/y9xyvj+7e53v331269e/vl0zdEMQyhhdIg8ppQJS4NRAgiQGTGjjRBtjFUInNIMYOId7bcshgly1Xfizasxp3oyubh9v2F5PHzMri+eRMX77Ybztm3WRi/HwZXHHiIhcGIZCAWHpmkRFIBiFCFzykiJIVeGL5eTT9ppNWsnkJtJPatV9s4LTJmykYuL1UchvRlcl3EcRjfscoygK103k5wxRUKGUqTBw+FA2gCDZJ2TWgutCEgaWaYUU4ki4kCOdS1MK0KMISTvorWeMkemOGqBkqHwHOtqtV59/MUX/9WP5re/ed/t8wCH7aa737z79uW/vH7/zzZ9L7Rp6qUxVW0EUDS6ysSCH7SskvaUU0oeiUnBkWUlxXTa1EbNZ+16dVFX7X7b7Tf7btelECeTmnGx3/f92GXIPqTch8pMJjPpA767fQlESitt5lyg5tI5t9+P95u7/W7HgLQxOSeARJQZiBiTGyOlcn2YdzGFkTPXNE2Z/Lqu10bNtEbBQ4h2u23aCREh8pjy0Peb+xtcT32yXb/hHJ3zhyEQiswGF7emyVXLdJXmS7y+rj96fol5H8N+uz0IemeEpsD6PkQMkKwwgSFa3xHOGaecxhB3o9sO4yBxCoxFCpUCrpHJ/f3hm3h/ezjIH95u7w+3Q9hUU8w5ehulVCi45rDb32y3u2+/e6FEy7JWov3Zn/7FH336+fXV5du3P7RN+8ef//EXn/+0H8YU+WJ2/cVP/vz68UevXu4gMMHcav7EexvdnRaKU3Q2WD/2h5HA5wxtu5y01Wpx0VR1GP28nQvi+/v7f/nNi77rveM5jzi5mlWL1Wru02rWLvbde12hYtXlSgdvndvvtu+JDpUJSgrJZXfgkEOKnAuplBSShWRv7m+qvpm2tUDUStQaDKLKhB7mohFMSE/CRy1RGxECjclRSFVbtU2latH3oxTBmMgYE1Iyza1zw+idS80UM0AujG/O0eeciDHgAhAhhtj1VqlOiowYDWAmzFmEQJQpZUCOHDIwmihJmJnM0xmDJP2k8qOSWGFunHeJXD8ebBgyABFDIS+Wi6Zd2NF3fj/mQ6QUcwwUfYwh55AgpBjikJOaT69jJhejrqp+GPa39xxqKVqlasZlymDH4LMb+7vtZt/1bjZdX11+tFheaLUSfGJHtmcxee08EUhjtBJaSMYwgHVSo66MaYzUAiUCL5oWSVkA4whIOTvnQrBc5pjHkPoQeuSOc8dw2Nx/v7l7yWgvwCuADCS0MFoFm0Y/7ntLmXPRCiFzaoSeG71OWYaYfbKyipkC5WBqg7zyXjOqgxfBM+Q+ZZ4AMwpVaSaJc0SBQnKuLKqec9XMwtXkYrZ4tNvF16/3728GnoGxEzY7ZqtJISQgeMqIiHQyCxQyTUmppPMi5xRTjvnYNn4c5ojoQxXTjyu2H7ZpP5zzCiVYmArOeTFZlD6DkvxxypbMBBaQry/WbdsC0P39/eFw6Pt+fzgo56qqKnxISun+7k5KuVqtptNJ8XEcX97xlZRxgMoMUOAlAez3+1evXt3f3yulypytlClPvFMPnixISUo1m82Wy/VkOpdSVpXRWjNgQgop+QnOMSJGGQCB82Ibg0IEnbHN6WowdqomO86ayM7x9Gfa4eR8Yz8aTMs8XTwyyAqWK/bIkpGTS50DY0xrE0IsLXmInAGWGMOnT58aY/b7w+Fw2O/3V1eXfd8XT2BMyccAUIRRvBRvVFXlvNNaC85jCOUCHpsYTxB6t9syyE1jtNbFNlkuC/tQj0xFZXq+DiWypWDvlJKUqtAvi8Xy0aMnP/uLX0SWfAqMsVrrw/3mcLfJMc/m82dPn0XOfM6Jcm00+YAxtm2rtQLiptZCcU9x0kyaugXGpFBcCGCodSWEEkLPZovpbB4CtZOpNhWi0JJPptP5YhlzjjEicmNMGavKoZ1MJlrrM5sEx7q8nFJ21gsxSimn8zkQxBi7rquqioj2+x3nYjqdXlxeSiEBCBFn8zkRGGNKSkfTtrebzTiMRezGj1/5GMFSYmAKkcWRUxm9GedcFK8XO3v4ftQFXzS0RYF4LJcuDBT54P02dDHsx7Hb75VStTEu1GPfjcPovDd1de0cIYs59+P4/u4WEJfxAgUHgphzXyp2Y8o5E5eZIMXofTg7m44Ip4RYcDwmrCI7G+rOmt8fTaEPeaN/537yh/KBHw20D/Hww1Clh3/x/CdnzBNOJmFELBUvJ9B1eoMf7ZRYkv3zh+DZfGr4+72XDUf3L+WciGHBeLlUoz9oTHmgBaDCJh6tjB+cmHCs2QBAOPZ0cGClMSBnYpSB42nDhQ990acTy86v8EcX+d/m9/5T1W7F4MwY44gogAAgiaO+0iDyGGM39MWHXWTSSh6JbAAa7HCsT+XIEIWW2piYIQFLDJCLIH30DgU3RocYKVPw3g7DafV1jEhWSjEArfTvRXT+aGsAiU7WBmBHVAfsg9v8dLHYqX78oQPyjPcASHxQcMAHNHjG4aWhnrFc6hwAWBGcGmOUUpRzECIDQy5ijLvdbrPZvHjxooSSFeC3Xq9ns9lyuVyv12fST2nNH9DZ51st+w8YOf8jLF9OwFEKNAAmBpkycJgASxlSjsSApQQxOeu9QtVUVUrQ9e7N26gMn80wE9zd6nHgQrQxxRhxtw3ffbN5966XUrx+9eonPzHDL5TApa5N20ohWgBBCZAJYsQgA1GGTIkYSsYIQQMQEGUKmSKQYKAYgNHNYv7RbKqU4tGR0oAIXJzejyDadqE37f02ZYwxguDSmAAAh721w+1wGOyYgKDQIwzAh2SDrSAzDplyZpJxpYxuG4NIMUnGQNdo2uhdDAGUUinm/hD2u2G9mrXNQquqUr4yMwYmRz2fPf6TP36KbGKHCKz7h1/+zZv3XxFuqsmYXI5xW9V12/K2Qoo2RptjEAyM0gya7X4AAKME5CAEl4YDOSVgPm+9i9Z23WG33W5QxOXldN/1QvD5fDoMru/toduG4LSphNJCpBhzjNnaYTab1s286/Z3d/c3N7fORa0lFyxlxplQgDkyAVoa3Nwful0YB+Az5EYAw67rYwwx+ZSiEEoIhoKxjJCP8Wuci5i89f3dzvu8zRR9cNPpVCoxm+nHjz/jok1R7LpXCbZPP5lX06GpGYGzYQjWxtG5/tZwrdFwlCHavb1NmQlJPtqu26rEiR21Z5RptB1I3mhpWrW+nF9erN6+Phz2dhyqEC0iKSHcOPTjYeg6pVVVVcbUJSxd8FgZNqmn6+Xjzz59IgR987uvv//uGyHh6np9e3M79rY1MwGGooCkVv83dW/WJEeSXWnee3U1M19jw5qJzNrIKk6T0nyafqDMb59+4AznoYtkk83qqqzMRGIPRIQvtqnpdudB3R0BIKvIGiFFpkNCkAAyEIuZuZlePed8Z/Vkphfny/ry8vLb737/8vsNoBa2FPDymPIwDimlxvLMVl9/8Yx41u13fhxc13a79/vt65Q3MbCUfiPr9/bh+fovVstF1VT6vdrs3r+4fZ94CKlNvCMaOe0RutVCSBBhhGHwYcoD5BQlIKGUm1ufUCwGYSqYzcVKioYURZE8WFlLIQ1JcGOmyMoh95zGCJyzAoEkdYRJWDtbG84qaRoxbLfjMHgSME2OOWWAEEKKJYoPKUFOQAgxctcFwq6pZFVJMIrASllr1eQcmZUk37udm3pdaalBhrjZvrU6a63CEMZhyvEOJEvjEnQvX9w4nys7/+Wv/rftrv399y+/fPYsgu/cph+2u/3rbXdbzSrhZyTT2WoVQ46JXQi2qR6Zh5vNTeLsXJyiR4pGgJToJx6HiFMcx+ymlFKWUhnbAKi6mT15srbmUbtLY4feacxWUq2lMlZIlb3fNI1ar+dnq/NnX30hNQkJSmmEWY4CwfoJX758dXd3O/l+vtAxtyHvrc0gppyGcbyTFLStx3ZAJJASQDFQhDD4MeYoZC21JUJgisnGZIDqpp5f5Igms2h3/d2U82p1YdRDIy9zstZ6IfsQ7yIEgdnOap0pg5UCGSKIrG0Wyimdzx8YpWG2xMdPnzWLrdC3+x0zV2ISxtqun0KMMaacuXQdSSkFS5ICpcADPBOKx0lI6WNwzimjjbVD3zEnFEBChBD85A+UPJQxpo87nz+ktk4injEmpXRUSz5sy36wsZU2YUFAKKX85S///Be/+IVSarPZfPvtt//33/1dGdL+6q/+6urqynv/t3/7t5zTxfn6L375q6+ffTWfz0MIRfSz1qYUUgr3gz1l6ru5ufnd7373/PnzQnTLKSulS6DuAE04FsULIVer1aNHXz548GixmC2Xq+VyOZvNrLVVZWezeVVZpSURGW20VggCuLQyOSQoP9yB9hFCzhGAy1q/LDrLquCUdby/63r6mJTLYq+ofCQECUK6p0gUH9pBIjhMgPK0x82cS1NfXUtrTdM0pSZ+HEdEjjG1bVdigbv9/m5zd3N7+/DRwwdXD87WZ0qpGKNfTNGHrusOi1jOAtHOZlJK59zNzQ1hDmE2n89P4tXJO5dSPpIv4BjEigWZcVqaF/dsWbwxZ+8nUAKASjEdZ5BSaysvLi4ePnwUkF2KDKAIwzCMdVVX1hoTp1EKUlISQGWttXVMUUqplFHaNM1c26posABCSCQhgQSQlFJVVXN+fvHu/fUwDMbay8srZri9ve32naLZ5eWlMdqNY4lapZS2+12I0RizWq13ux3i9OTJEyHEbre7vr6ez+elVnu/36eUvvr6KyGERFBaPVo8KleakIIBVuvV8xcvhqEvbcyAVKaOnHPbtlJKa+3tzQ0ACCmKNRfhx9ffBZ4DCDEVugKCIBQEdGiHXy6X1lqplJRyux3d5ECgrawy1nk/xQgCZ/OZlKqcKigr4YPWARkgM8eUQ4w+xoM7jzEDppTyKVwG9Nn3x/eRIQz/a70dDsLpOBzlvs9/wPtwlMPol3+Ml8J/yiDFH/d/nub5IjnhvWH537lv/Q+cLT4qkPcHbjgdo4PYdWgbFUTi5LCfpqlMukopKUXZ/KubWmvV9a4wwTALFKiNrpoGpQIUPqXyeYRApXXZzIs+9H3vp+lEBCuxy8paBDyFmI/K6709Azhos/fBWoCCERiZkZmA6f45wx87rwhAAOqTUfADSue4PZFTLo4MQapEJopppGBOmTlm/iienrM/vu12u3fv3llrS/PEfD6fz+dN06zW68V8Xig1xc4hhEAizP+KPv7HZL2P7iKMooymlqDCLCHVKboMgJiPxzQd7hEUI3sOkQZ6/sO1tUKqvN+T8yqxYqg4c4y+3cM4ZMS420jX1znOEZbWNKuV0rpCoMyMhPhBeUdmYibkcqiZMSJExAyYS/GxFHJWN9YKISDllFPhqQbmFKOfnJeiImzcKEMWKIWxdYyQY46RiUs95GwcRuCUixeXAIgL0zvEiDFXJKtKpxzc5H3w83mdUmz7fj5bAXC3690YOcu6mtfV6uz86mx93u7bcQh3d+/f37xRD1Z1c/nih3evX71/8/Z1iNP6bG4aiWozdpm9j8k554z1GgrvLuY85ewQghBMh8uhC55DCD/8ECbXb+6uBamuHbfbO4SQOe3bfrdvU8qIFEKYpjBNAQlBQOI0OgeAxpjEKTMDYkoQAseIQhgilZIcxwCUdSBBSmsjhWX2OaUUU9tO3mdrpBBQIGZSi8Rp1+6UkkCEJHIycLQfZAgxu82uLbA7KZUgDYAxRaDJh/H757d3mxufbptFriwyTkC5mdV2tRZMEJA9B5+AZFXXOQulZ02zNHJGwCElgkbLnDTl4BKRkNVq/WB19qRpLpHer9ZnT58+Xd50r9+9fff+dUqU/ThN3rk4DNHYSSmythZGAo6ZuxD3u/07ArO9293eXSOyc/12extz/NnPfv7lV19fXV3VVfWLX/zckLparaVSu82kxe+Xy+bJ0/OLB7OXr357c/ei05XWkhk3dzvM+eHleVOdS/Ipbjlv4/Seaaelns1Rybux/1270ylfhCyH3WbqxxySrYygYZwipz74bYr72tQ5jmFy0UVEKYTIEVLknDJSXtv62fyK895GX03ZxBQHzwMsqjNrDQre3rw3y9hcUFMxaho5ej8Og2RJiUFXla518LCf+r7vcwoF6921QakkNQITocgIiFlKYI2YozG6aYzR5QYmq2phTAWs233ZfwcQEEL5Jsu9SHa9G/q9EtI7BSkgxmY5t03KMAzTfnKYMn33/Pvbzd1mu408ovVDvOuGu5ubF+9vf0jJC6GVlFqOiyhrAAAgAElEQVStCALzNAw9gJFKVHW15vOqWnAWxtTWVAwpbFRmKbhGAlIZPVT1bL2+VLRAqLgx66UKTrpRDC1ET5AkEQqRhIzaXBB5IVhqSRKIEqNPKRGTIAOsERIwGW21oeVSk5QgdFXntr+9u9v0fV9bXZl5DE4pEsICx8DkcwCVhBU616Yi4BRDDC5PKegYDaHU1lYzz0npNJvNZ7OnTfXUqEtgHdPow13Xy3G6Ht3dbndnjZjNrDKSCVCkulEZ3X7cD36rOBlfr/WD1Vlz2edx3E2ubLRLIVXRUYWQpXkYiXI6VuEd2PSMhMpokoKiKExwEiilUFobY2LIKcYCkS8cSEJiPC1QfoQLTQcrqSjbrwdP5L3qgg/FDKX4HHi1Wv3spz+9uDwfR/fw4cPr6+sCdbg4P//qq2cppW9+99sQ/Pn5+cMHD+7BV+gYCsoARYT8yL+033evX7359vffKaViipxZKV3mvNLWdAprSKlijFJWzLTb7d6+vdZaG2MKvNFao5SSSkgh66parZaPHj1cLJbWmrJxX/gupchdHAI5XHAUzBmxgAqLy7R0kp3YMEcUHBIClmXDhwbzfNgHRToAQo8j+oHTeL/6+MjIAUQhhKjrMvbwfD4vauFiMaSUU0rDMAzj2Pf9fr/XWpdjMo5j9+DBwerpXM4JEdu21VoPQ19VZrlcDH1bREKlNJH4UXL4x1hF+HGbKwDnHEMQ4uAFLWzDlBIqJUhIKRNkAQyEAiAJIcXBfZuJpBBKCmQuJ2iavBCqaAxKGSEUgJjNl4+ffjGbL9dnF+uzi5xBKlFSG1IpnZKUsm3bnPNiMa+trKpquViklIY8nLAf8/n89ub29u5OCLFarWaz2WKxqKpquVxKKff7fdt2i8Xi7OxMKb3b7hotTVPXTRNDTNNkjCmjXdt1tq4eVfbx40dCypjifDG729yNd3fL5XI+Xzx58qTdbVOMMXhCyHi4qD5fiB+uDQRCykfVgRkKTg8Qq6qiIp4jZgAUQkvJRIkTIGptcpYEhR5EJwsiHBrlDrJHqYk6APNzFpgBKR00hoKqQj6d9KM2dfzvacTBj4cf/PxH+nxF+m/5m3+VTv9vHfIOBJTTbxFKXvto8/tkYDvlqE7h7uNXx/vG9k++K/4coInwh0bHP7yMh0+knT8lrvXH5j0syKqPY9klssE/Qvw8TEFH1i0fOvrKQFLozAwgpVSlLV1KrfVs3lR11fVt5gwZgDMSaaObWaOMZcB+GMsRp9KHgySIvJtyzvv9Ho86XZn3jDaIqLUumdEDibXIf2X8g8QHYRaBi0kTDt0MVN4ZiDkzwn2v8L0ft5xRwo/1vZNnlk+mz5xT8ZETCZTFbq7EwTaAhaoLOZ0iDaeykfIY7rpuu92eDv6JRHp+fn5xcXF+fn55eVnKLquqUlqToPvbhPjpiftjqu6HDyZAmYRkqYXWVpCFLDiaGANjEhIYc7kLkQQSMcMY8piBQ9Tvrnfl4E+eAJXQBKgBmbMKE0ePAJT8CtMaeIUwN3qxWlklKgDMnIgQMBc9HBgABHBpSiXAjJRRMHAAjMicsyEhrZVSABAQUMoTcwCIgDlzjDEKNDk3Q29jmukmN40xJkeIUIrfjcqNGIacUqBMJJEEo8xCUMgpZsaUMjMRtV03DEMISWs9+thNbW3POeM45K6LRjbrs0fr1eV6fXl2vsocum57d7d/9fp3CKoyw29+++3z79/utvtHT84W63PS+3F6z3GX0W2325S0kGMDs+InGpwLofPBKclKAYJHDCH4tt217d3796+ff/+79eoiJ+q7kXP0aexuNkPfkxBGGz/5GBIzxpwo+oPiLwQJYuDJBxqmA0tZlL3qSgg5ufdu7P0UrNUSFStDXAnKEl3buslFnptmZqRSiAKIMoeu3xtjpFJC6RA8ZyIEKYgwI7lh8DljsblqTUrqoe+Vjj7El6+fb/e3IQyLpVVWgUimEueL9eXZBXse2nF/1znfKV0t1ufMWshK6xmyiS5MUSHPjZBodefuchQIjTGXWj9Q6nK5qFarL588/rO373Yx/o/XL3ecZPZd9Oh8Yh6lGucLIRUDysnHlHxO3mpZ22VOpA11bffy5ebl6/zk6ZOf/dnPn37xpKor4PDs2aN1fX42u5iCf3D59vGDrx89fvjLX/70yRcX/1ciSSbmh2dns9evX755/W7o2vlX5tnTB9vNrffXBNucbgX2WjWLpjJi68Zvrt9FszuLyXZ9BJJNUy3PKh/jvt0NY3bBTa4fRZp6l1xKExAhacwJgUEKms/hwWz2xeKs6zzmoFxATLkLeYRmJmbWZPTvbztV58rUxiiDpGLYDW4cB5aUmaQ2UlugFIc4dF0BlMQEYx+9BGNJGVModogBIRGyUXK5mC1Xi+g95+LKqzLLtg1hcgBZEDO5RJGRYuDMAlhzTm5Cx0EJI4mEzLYGkC5wZ2splWam759/2/b7xNP1LasmRer6YbPdv7q9eyURjakF1CloKYyodAiTG5PKUgq5XC7PVlorY6wlgW3b9qORslZSoUgZpzB5rauqWkhYcK5YVNrOU6UnSwrj2IdpTIicUkaC9fpsHDe7/c00TW7qgBKzTznmjFIpBEGATd3U1ioDswUq46V22sY3b8Nm8867rEmBXhAwoUJQPuyBEqPTOstKaaik4RSHnH0S4Hl0sVe+8imlLGLWIVQ5kTWP54svZ80DKWWGdorC7PY3t7ebYXhz+2rRNMpeLasZCMEwCQXj1G26XdtvtI7KNuPUabtYrRZvdOccl20gQgFEJKSQiogjHLDj6VB1mzJnRgA6hMaAUJvS6M1KKW2M0kbKcChYKuSDlIwx/KF4LR9tiR+1Cn3C4r/XwnUA+xUzJiIKJGQwSs3n86vLi8I3efbs2Zs3b4ZhsNaslksh6OLifJqm9WpVltrl6VlMnNM0HXAUQuScSgl3+ZpudJvN9vr6ffFzHpqy7k2mQohSFHYiPUyTDyGEcLDblU3qU5ucEMIafXV1+dd//dc//elP67oqP1DKOXI6OiQJiI/Yz2K+QuAD1fDEKiQ6cVYYGJmAhACiY78CI0Dig2dVAJI4DMeHiNeRSXh60J/+mBIXMxhhiSCWWsJcVdYYW6q07+8yT5P3x9YH59w4Dl3X7Xa7YjJ0zg1Dv1jMF4tFTiHneB+7f3KoHhvMDlfDhxb4ewvfD1pfxpxziknkjIVFkfKpdqI4iiPkGCNKOhosiVBIIbKUWkqlFGRQSmttUmIhtFRaayPK7YvEcnX27KufPHn6hbHN6uw85ywEKS1TPkQQpVLX19cpxUePflVbOW9sVVXjOJaRpiAcF4tFiGG721ljHj96dPXgQYpxvV4rpRaLxT/8wz/e3t4WExYRtW07Lee0XOhK3b6/9d5rYwDAh7hr26ppZvP5xdVVSqkbegYexn4cp2Hom7o+O1trpWIIwXshCBLxsVuyjPNFtbjPQyISWOS4DMyQIaWckchYm3OOKWHKKKTSRgiRU4wpVcaS1jmmybkP1YjABeRbjtvBP1jMkMwpM2cuZX9F3jsIKgcsBn+uffFp9Pt4zOEPw+C/9e0/btL7MdHu6NADPCp7pzHv9CfGD1MfABD/mHz3iXeT7zUr3J+g7uuhh3NapgSG+57XE5Dq/gXw+bB3jPz9aROg5M82Ej6aP09H5l85yAQkAShFHgfHGUhIKWX5pFLKuqrrupZKImHOnDkJpaVUTSN1zD4EICy0FHHM5mmtCbHvZUmvCiI63qaLpUEKca/Ekj8+oQwQf8yoyQCldaecy/zZ+aKPf2b8I9fM4fxJYbWkQ5SWpZRSKmOs1lYIjDEUZe/0BLov9BVPiLxH4GHmcvO9vr4uz931er1arZbL5dXV1ZOnT5599dXn5KI//S0yTMqQtUppeYBWAQmSgJko0MEjHhEhcRwdx+iFVkKpOPmcMINMSQBqjgkQACUxESCREqSk0FKeC1wiNFLOqspALubpCGXeg/L+SZVkBIhAkSCU+0+cHIMRso7x8HiTWqI44HOErJFWd7tZdLbbWmsfceyd20gpEDD6FIHLftZqNT8/19bWKCim1Ltxs72NMQjCGHm/dynfTaMTgqytu73vRr/rmfJ21ixq+/B9fA9iNptdPX70FYn8/Pl3r15/27a3mdPLt//91Zsf7m7g7evRqrMvnv70P/3lL6sab7fPY9Bd13GcEngE7ULmvmtm81kzt4H7wbXdzWLRzGb1+fns8ZOHIfj319i3Q4yu62Jldd+716/eIAqhJ9TOOS+lEqSq2gqppinEHKUUs2b26PFymuJuty82nv1+AKYYWOnq669//uzZV2dnZ7/+9d+/+OH5dncnycYJ/OAga6ORrW67HSGR1FIZwBiTrysjhGJI8/kMSYSUnXOcCVE01ZyBY9xpg24E50JT06xZnq2v1ufnQlA3ti9ejwy9shEFACYhzcV6/fDy4fnq4t3L94Nzbd9JI+er8/XVo9l83ff+3bu7737/PMZoKrNcz6XQAhSwj5G7Xnz//R45LH9+8atf/ufKnhM2Dy8vfyuv766jD6n32YWcqfD2QEoE8KPbDoMXULmmXa0WZ2fLBxeP/uznP3n96s3vfv9N2+5G1223Nyl7RmaGL599qQAwYtPMf/azX9TVcj6fn52thIQ4zVbzr59+cfbki4vf/Ms/uP7/ccP49u130e/Gfr/bXcd4w7lz425z0yLraLokOv/iVqg5qrnWy/X51cVFZZs0BQS2AmfZz9Pg2lsPrBb2Ig77vvMxh6qZL+cNPsVhcMbFdn9D5AUl4BhjJqK6tlKhlKAr+dOfnpkVNxdiEj4QNwy4awMg5JRi8FPIPCAqTMlKOUGECBnAGggB+jabEBeLZjFfjG7c7boU/ZdfPL66uqiq6tXLH6YxhMA3N5txcG6cri5XxiDkKeQWdZAWEghmiTx/+uhxjrMUqsrOY0z90N3c3KWotFr86lf/iWjW7sdvn3939bheX1TVXLi437ZjSM7a1NRyt+mDpxxMmtzV1dn5xVXk/Thsx74nkpK0MKqytp5ZEuimzhrb2JWWTRZB2d4N+65zr17eSAiQmxQGP97evO/ev9vvt9PQ+eCTtVoIXq4U0p+Pw+3796+sNV8/+1pKQMoSFWUZY1JSGSNnlQVkqUGKMLmu6/ZKh+2m22/dfusx49wuLy4eZe/dsNvvN0r1TRMXCwFSSCva4XoYbmMcarsiYyO2N9vY9dM4OVLym29uXry8/for++ABnJ2Ps6XStgd54+AWjLMLWJxXECHkePnwIeO02V2/vXnrpiGkYKxVygLgNHnEJKScL5YAkHPMCdzoYmY3uqoyWstSkial1MamzNpYZY029lC+nCIDW2uUlkLKokbFEJ1zKcbybCISB0Hgw+Pu1H2Xy/qwvB//PgPg8QMQ7nNOD0aozMTGGGAY+2G73duqJqL1er1YzI+GsiiErqpKkihqW9khFQfofy7g0HsmyR/ZJj9R3T/aZEcqLUplzBjHcb/fp0RKFdbMQb8KoQx+h6jI3WYTY/jFL35RpqZieCv5NBJY8vaAuYRrnBtTSnVdK62FFOUwlihj2R8vlJwSg2JEYIgpFSLdgfhZsiip4E8QS5Alf5R9OvFdyjRVQnqY6WQEOyyQpCzM3xgPoH9rbZl4i+yWc/Z+Kg/WUswwDH3f90RYLItCQElUfqLsEREcn63F4RlCKEN4Gc6P9WvikFjziVM+ng8mIimkVlIQlcgSQ7HkxBwRlbynDQprrbVWWY2xHExJdAgQKW1FiRyQrJvZ2cXFo8dPkYSpaxCUMuQEAFhOVl3Xq9Uq5UgClZKF4E/Hz1VVdc55v29L+Qcz9+O43W7Xq9VsNkeE589/sNY+ePDAWrvf7wHg4cOH2hhAlMqszs5ijFKpnEEZvVqt7rbbzXYLJBLwu/fX/+3Xvy68+i+ePv3+22+ff/99qcEoiHwQ9OHwHFahHw3Pxch5QIMclHsqaqe11sfIgKWAMRGO4yiIpFRSaoHIBQcDkDOfAlBYTDuHDu1DguygeBGW5yjzR47NT4kgf2R9/P97M+fHua0fMW6WA4Z/8J//x9pXS50GMBMyi39fPuexO/U07/GH1j88RsYIPqoEwY8nwgMcLOXsJte2bQihVKYfc+QolVRaSSVTToXaKxCklCSRZC5gz+PWxoFbpZTilKVS5Y9SSFFc80J8tpv4sQ562BLho7qXCyDnNNeVFw7en/DvXcsf2Wvv/aT8I1cFHw4QER7+lItKng4GTiy3vpSZIZ7wTZ/nVj/R5cpu3DRN4ziO43hzc2OMefDgASB8+eWzQ3VI2TvBkwyNnwRkP04zHjs+T8gghMVytj5fzucNQErJE2XGzBABPHBGYCLIqbQRZgRkxKmwqohQqrIUyCkABsRDVTECI2c/YfAUo2CWREoA5qPWfUQE5+M3K5gBISNFBs/okT2DR2TEdJiKhclRAqCUhIDIpWkqcsIQeOjy5DSkC0hq7F+N4/Oz9QxyHsYxhjF75pirqq5qs1zOlam8j7jf3203wTMjkJQpinHIKRKzCEEM/Tj6EBNv71ycKqtnAue7bfr1f/v99Ztd3RDDsO/uYuqFyG+uv4XUuLEKiVbL1dWDxZdPn/jY/fB6GoY4eS+xB0qAMTNMYUhtP7i7zBnQGQskEoDPHI2R1ko/Ldp2H1OQEifftd1+s7vRSurEEkJxzZS9A+YQYwQhi9tkPl92/di2fQjJjW4cJik1oRBS9r1zziOKppkvFsvoAyClCCkwMOUEbvI5s5DS2LrUSWoiYwVAZEBbNUqblKFvnXcpJ0gHa5IkgVqTluZsff6Tn/zsJ1//rB+GfbdL3ZTSlDlIzOWVlgGHqdsPW6nklF2EkDAyZJ+jj0BCScWEGGNyo08RJEptCDCHCMZoIZvNLs5upkcP4IunD1aLB2GCN6+f31zfbm523oWALmsUGqVga3A+r0xNmRNJj4BAY+RW13zxcEGsb7eU8ji4vXu933Xv66a2dTVfzNfndWPmWa2Q+OxsXVdzrWxmbtv9avG0bsSzLx8Ym67Odz//SddUchh2b8NmGvcpdkoO5+eq74kgLurVTGsZwzTdZr8BaVbrqwTT6If9kLwPYfIpJvAW/GzYbbUQRiuDIUuKzFYKIQQhCITsp7tprAxbzUYQBGAmztD5XmQ2xpyvlkn2o++8SKwkCmmUxswhc/Kh69IwMID0EDKCEdYqxSARxb51+3bIAacxpjTs25GI1qtFVRuthZSgNPkppxhSQiI0RgkpSTBJjj6nmJNDRIFYSVytF8+UuEjRTi7c9bf7nfcTp4RwaE+thKTqBpgciynkkHgE6Py0y8lJQiVVCjh2IftJP66vLh7u9uz6dhqTIMqSBTJnyCmnlLzznFBSxVErredGdzUZOSO2Wi37Fnab0Q1xe9fvt912M0xjhAwIWUoIHjjmHDnHfKirw3KFIiGhBCmZc0RyMQb2jETEKFB7NwnQ56sHjV5rPTdqESaYPMRULVZPkLYodpmSD3703Rj2Lm5DbNlPMQeJPsd5P+a+jzGLt2/37971l5dp4cIw9eTTyDc+v7zdfjtN+5zj2eU6jDkB3243SHHXjm+udylNUglbzXKWkwfnkrWyaZaPHs0uzkzfozFnq9X14Karqwd1UxGBnIRSOkcgEgyYjg3IVV0j4eSnGEt3FhW+iBSyEAtTSilnPpYp5PzhEXn/CfXJ22dgvU/f7w1jRasDzplzIsTValnX1XZ7jHoxKyFZHAU0Ojw0coo55zLG8McdZYU4VxIfp5bn44xHx/lHCSERS1EeCiH95J27CSGckC1FxJBSlk6KAq+qrDn1DcQYTvXsRy9cFoQA7Nz4+vXru7s7Y4ytKmNNsSBpreu6FkIWhzQetq8RUZS4BxMjgpQF1caHbN6pn4lzyhkJTgrbsfvuPn+Pj0w5LOV+5X+mlA4qwaHxGxBQHhuVmVkKOpbLpxBjjMuckpumaXLeeyGwLiQbJObTpFdmxePUyhxjHMdRSmGMvieo3rMUMeOhXBtSSgxQKEJFtCyJqOIIzgW9k+UR+pKVICJRXq1SaK1Nzqy0UVoLqYTSSpu6aZpmVtczW1UxHWqxMkPMB8hnSgkRri7PM3PwU1QUoxrH8QR4L/lS59xsNre2SintdrvtbvfFF19kzrvN7tWrVwWtl1K6vb1FxIuLi2beZMRu6Ctbmap248gASuv1+fmLN69fv3l7u9l8+dVX8/kcEReLxeXl5WIxH8dxs7kLwQPkskAtzr2DjHOwpRHfG/lyZqKTkbJIP0WsVkQ0ny/K5Om3G3YOAYzW1hglZLlcpJBaai3VISIKdFiy3zNen5aiB8Mnl65yhM+oKh/MkZ/uteAfVvz+fae1P6TZ4b/+bw+vkQ8hxo8/b3llM3wk691TLD//Eh8jjD8/Hnx/gY6fqHw/9n0fhT042iJ+9Ph/fMv9tzo95YesHn8+tH6oTy2QUeBiNy/le4SAmRjpkFXzIQzj2LbtIepNRFhu1SxKnE/JNCVmPiA+pSAkDomE4DLsCZKExZwmpWR9AEAppZRUdKwxOV2oPwqlLNbO+8FMZKDjrx/e6bMBju9fAPneCcYfuZjwQ1de5owlVYuEhAwQUwox5FxsGFAE9w+wafjAZv6EU1R+tFPwPYTgvR+GoUSxHz16dDxVzCdnBd874UfvxSfT3sEffsQBAWZAqJtqsZzP5zWKnHkCnAAcswOemDOiQJCQgRNmJqUEAzkfIrAQhIpyzClHYs4cELNgAiBIzClPU3A+Bp9zJgCJ5b5WknOMDKng4pAEssgZAAMJn7NnDpwjQwJkJEZkQiVVjoe6EJETcPk8mGOCELjv4jgITstpkF16u01d01QC8zAOfRtTYIWkjEYBQgpbVSSSGj2D9AFC4rpRzDoGzBljAjelvg0MSVUwjTHHyckBwba79vn3L7/93bdn59XVg5lQo9SJId/dXWu1Wsyr2i4u1vPZQhtDbT+8ffuma/uUgqmiooyYE0NKMLg4hWStUVrPF4Yhx+ScG7yfqqqu6mry3jknpWi7bdvvJj+QkJIFM5Yt55yzIlV+g0IRKSJRHEE5g/dx6N1+32tjjDYW8O3bt2VbenSjIGGNCaHcyDMhxBCHYQRkZZTWBkSWSprKCJFTAuayYq80iOQkhBRy5oQAWuqaSFRGKVGvVusHV1dPv3jy3XffDWN/t7mZJpdSQgEZMxMzpH2/TTmOboSIEaesYgyZXcfbrVSKMwvJi0WNAMGF/XarDAqVh9Hpytp6MU7jvgvXt33vsrVpaMdvvvntix++H9p98plNlEYqAq25rnE2r6QBH0cLAjNKE13cjnEzxf3k0r5/P0zbftgMY59vkrFmuVo/ePjw4nI9ry5WTWLItqoLMHa/H1KEJ49/slrNri5Xu+3rZfPw62dhGm9C2LTTNk5bSV7rcHVRbaUNflzOFjNVpzFzGL0fU0oJ4jgNfvOu60MOSnClRYOhlgnY+SyASFlhVSVBQgLAyCwF1LXrt3veBiYWVljDmFNmTiGFXgMtK63mxvndZr/LmiAaVlyw7pRyjskNfrcJwQMrwIqaRhtVK1MLaZLf9fuQAu63U8xucOnicrZez6WEEF3mCUUWMgNnY8SssWU1JsQkBCsgP+LkWSiphCUxI2yUXBCYu+795q7fbgatjda1INkPHQmFmKX2o7/bdZ3wDolijF17O/Rd9IlAlvCqFWRVPa+XQ7fLQfoRBCJrkMjepZzHENx+04UxY9Z+RJJCaTmrsVLr2qyb6tK1vevcNGVOpKRSQoBmBFFZoxQ21lptc6oqU9fVTCsjgMTxzq4UIUwxjzFv3DQycGZbVboydduPRtXnZ8o8rAC0G+Bdt+3HhCzPLh/mrHzkLLyfpmHqQhoTDol6lyYfA7EXHJwXo+NhwmHwMaFQRhpJOkZsfXiz6759+fZ/pujrev7F41+EMQ/t8Ob6WkqYwrTvAnC2VmltgLX3YhgSERil53OrVsucqro+X60vun44v7iQWuScpmmQpP0U66Zx05Q4+2LyVkpzyoeao1SkOhKH/J4xxnufMpeJj8rz9Fiufb8v635I73MqySnI9/FweJj9DlqQEAQgCNerZWWrQ4F52UImJAIiKKF1Lk1EOXFmQZS50NHgBIQsabcC3izB/qPdkYpNpvQxlFslIiFQZWshtA+pbYe+z20rrLXMiQStlsuUIkD2wTd1Y6zRWh2azXMo6krZdi5KV2H6hxBev379zTffMLOx1la2rmuttbW2rmuljFJKKS2lUlIbY8vQUrAFSgkhSpYFjzlAJiLmnBLnzPLDEeZ7pqR8aior1s9iMyqURSlUzgxHJxhzLmVgBbd3mHMOlrKySNOirqrKdP3Qtq1zIyFYa7TW5flyOsXHPgYo9RtFG1RKCkGfVy+eFjZKqsSZU07AGSmnYzsFIzOQFBI5chZCQJZ4IuALAVxWnqVFQ6eUpVIkZMGvS6Wa2byqG60MI6UcRM5CiIIhKQvGEACAm6Zm5s12k7Mui6si/ZXJM6dMJOq6RiTm3Pd9zllIudvtrq/fT24yxs7n83Eci/WsrmttTObsptFWtZAKyR9qzRHdNO3blhFn89nD+fyrFy+KRatcilopXfRNhFPv88kQS+Wv+UNk69RlX8g3KfOJhpmZ5/P5crUCxNuuTSEqIa02VhuBGCaPzFIIq63VBhgJSCJJosP2AxFiLlcTldd5sY9lOMKN+IOP97T2pU+GvY9JH4D/38a9+6HQP6DIweeDzeeZ0j9F4jshSXLZVAIGLBfch0ngg+nxMMci04fp7wCkOKUDPw/rfTL+nsAokDNTEaPoU7vm0c3575Xc+5TP+UcOx0EvO/KQTyPGSRs84aSccy54QBAlUsw5phSP/hBrbUgBGSVKKSUJkTKXD0hli1FKCRBDQEIhJQMX7tBhzEMseM/7U1PZwyOCT33evF8AACAASURBVCpxEMRRzCNghMMJOjE2BR2prB8K7D91hAIA3wsx4ulxR0An62s5IShQkiACdXSHIMmDaClQIJLAU9L6FD3/pKa2bJWVzpAy8pVfi9O9AD8/v9bve+XLpt0HmOe9UN9HuwIAkePgBje5AplDiiG2PuyIgrUCASGlGECIiqTIuSyLmCFlSDnFNPWBGUFoAs4RIIMgQgUIGRiRGXJMiQ/RdgAQx3cudZcHCO2HQ37037I8ldsSMeHBtR4jpAhaEwD4yBAzkV7Mz6Ws3QDv3naTixO1PAcEoxVo5XochGRrlZRYopIkjPOp6x2ATEl1nddaKqkykHOx66auS9bkegZSkhTSOXfXDVatjdFPnz7s2q5tvfe3xsZmjvOFzizrqlqvzn/29X8WMN9tb3/9T3/37vrV77/7zXZ/LWWYLS3n7KY4DE5KiMAx8RSc1KBtnSIDgo/h9m47n2Vg6Dp3d7e9vd1rjQipnkHTyLqx2qrCce66jgEyZwbeb912629vdqv10vu42/VSaCFFM2uElJy469q23bfd7tWrHxiYMosMkVmQtlZPE5MEktBYrTRN0VmlGDDGxMyAgojGMUxDlyLFCaWsVvOF0Y3Pty7g2dm5ECL4OLr+d9/8y/X71/uuf/vuzcvXL7qhL6auFEFKWc/qaRqd76bbTqCKUw4QWPA0bdsx7tsba2ylq6dPL9p9/+7N2/fvb2I7SQW9S/ViUS8rkjWBfHtz/c+//eep/28/fPf9i+cv3l2/nc2w0jM2FHVkDFInpREoMTBDlIo4sYvDy7ff3223//LP/yTIhCk67yJ3dibrau6msNvtu94xKMqrhX1Y2VopDYgINJsppS+urs6lVEpSin4YWgG3CLos2qBqoo+Tc0qCFhgzb+9aqERFM6so5GnyrfOb0HaMyuiVtedWzDQuUcqagowiTC1EZ6VURqOEl2/fDs6Tsk8fPd1Leut3Q4hCJC0xBZqyTylfrmZ63ciledu96/3WcZKofczT5EgrlAIUSWvsjG3gsI8hQI7s+9Faqma6mTUcdQqyG6dhTBnFky/mTSWnaZwttPfdNA1uGpQWi8WsrmdaKci43e592CP2keMw8uBIiFjVnDl+9/13k3s1DbBvOyK01sznM621c+7m5u1me5s4xLQHMWRoOTujKkm8vbu7ebcd+9S1OXnR1Osvf/l0ZuvtbcdR5cn6TiIC1oKVdF1wvtu3u3Y/CKyFsGFKLozYJa3PtJhjshANcdKyxpSihFE4KSH4GMIUIxptrbXz2UJLnsZeAErQStZKWokScopp6Pvrrr/OeYrgU+S4U1Kc1/WSsXbTdru9ReLZbK3tws5E28f9ruVrx7AHihe2BjlIIz2DFtIIq6SME0z96PzWR4PSLKr56mLmmWZL1SyonjNoN4zbIdxOKRb1BaiazbXWddtuAWXd2IvLVNzUGRol54Lm2224uXnHqWVu5s2V0eu+d8xsrV2vVk3TkBLMcTZbQEaS8vvvv9/uts65zXZbYF3lwXl4nkppjBVSRuDICUlIqU7rDCllzunQTvvZHuuPbPz/4ZWclFJIMTl36kcuf3lxflFbm2KMkwfOkj5aScYYCVErLYXMmGOM/DEO5L6N01pb17PC5wwhnPrcjamKeShlTjEhUl3XP/3pLy6vHnZd++LFDy9evHj//r1S6uz87KuvvxqH4eb2puva87Ozhw8fnp2vZrNaGxWTTMfGwpLZOy7JEgDc3d198803wzAAgpBE9MHceIikoBAklDLz+eL84vL84nK5XM1m89lsNpvNFrO6aapSZFX6EU6Mm+KwizEeVOkPxz8dqQVQBLOck0ChlBZChBBT+gB4yzkSylPRX0rpsHzDg80SAHKGrutub266rl0uF9aa4/T+oVXiuOw+VMYdeSccgixV1/cl30/23w8yAgMAWGO1tlJKQZQZYsw5cYwJYgIgrY21ViIIIUiQJFm+UEwZYmQUIXI/jD5GY61UMgE754pu4bxXWgKw95O11hgtJb189UOM8fHjx+uz9bxphBDlIhFCDIMjxK+effW7b7559/Y1In3x9Jm19ptvvu27rjLV3/zN//Htd7//zW9+8+DBg7/45a+EEC+f/3B+dXl5dfH06cXt3d3odg8fPHSTe3/9/pvf/36xWP6X//2/nF9eXD64Ulr/zd/8jfceALz3f/GrX56vl//0j/99OV+U/FzC+2VqcNzEJ8R8FFSBhCAhCCFnSDnGGL33o3Nt110+fFjKACVKZLDKCiDKoLREWfbKs5FSCRnchAxKyILDkUJKlBHSBxEDJQEIpAgf0rmfT2QnTtL/6m+frfkZP7Nx4sdD3H+gixWRoAANgYj4T5tg//3mvR/jjJ6Mjic0E4cQJu/TUcg6RnlzEdMLqLMbutPto8zFKecjCAhJkETMKRGRVJIIlVYkSEhRGsnv478+aSkoNxfC40uG7817R6YoQvFJEQIhIKAoJt3jLYxPXk7+0M+R7t+mDkXzkOGQz0ZBWKwahzvnsbqwtOgAIuaUkeBeuPk+XuX+9slpW/R+08jpdXYCMX+yC/IJIOjztsofcXgiItBx/yYjsZRorWIoGYmYEnLAHEGQJFSZc0osiKWSWVDMMeTIQEIgkUgMmXPKXJ5LiFBiwHzUSPkABToeusM2ASMkwIhIAJSTORSeEANHQEbMiAmAYiyJdCmVgINdNx0/KxFJBgo+t/vRCycVBA+VllrXwFPO4fAyRgDCEOMwuv2+dS7FCDHC6KIPkBKn7GNIwOUOyymBlqgUWUvRO+e8G5P3ExEIEjH6GDHFrLVOfpr615TPCarNppviNIzbbrgxFRsjlYKUQWbUloUAykwCjBV1JY0RbesnF6cpIryfXLS2CiGFEBOBsbqY6BA4xClPSYhS9pKGYWSAnBNR2egrfDYNLIdxkkTNbD6fz3e79s3rNwA5Zu99j4RWyFqZYtJAFIhZKmpmldZaSCopzphS6ielqKpsVVV+ysFN3oGk6my9fHDxbL2+utl8992rm3EAY5FI9v1umvrd/sZNoet6QmzqWeKUIQADswAioShh4JRQokCQzH5KBb3DFMep7dttihNnqGqsanY+ZshKA4rg4xQyEep+6v7H//ynzfvb92/fzqt6sZBxQkgjaqfnTAKlkdoSQ4HSsw8pxsQ5EoTgfdduK1MLlClx77ZnZ5dPvngkRX23GTbbgXDWtf7Vq3fGVD6GnKOfghRa64pQhygnIK0qo2ac1H7nzs6qJ0/O2v2Lofecuj5nZCQQQ+sMJ1NLhuwnHgYPqlNGK1vPG6uFziFv93cYBCUkiLWVRleZwYWh7fbtdj+FZCpgH5TG+kxx1I1ptJpNnCAIwCSaKhvRs78ddiyznM0nxm6KvY+KhJQEiLvouxwnwUlLZoIgYsAkNAftOmg3cXcXImfOLDUoQTGEcQxVdaGUVC4CjQJBaWAYQ/Q5I4NPhd8giJCVIClLtiqM7nbfBjckY6r5bGGtcq6bvJomO01jVVdSi7a/7d27wFtdw6z2EEmCEGAgRg5BC7NeLp8+edzU1dg57yFOOjozDD1kO6s1ZsPBZ6+0WBg9k6L2Q9f1ndu51XJdoUJTQTI5THHiFDJzJmTESJSUYkkZMaXo2307jX3fupxTux/dEJFzAM/JJd4P7mYYX/fDTYpBoJ43VyGKfetG191t3t5tXgPFkNu6WY8hTrlzaZy2HGNP5IEEihhSTMwk6IADCZPzGVmxAEKQWj96OltfrK4e1c0CSLkpbUe/8amvG6lE01RXiHOSwhBOoU4ppsBVtVRq4ae037kYW0E8byrvwzT2SimrWYh0d3f3+s27aQqENJvPQGDw/vziwpqq6zrvfdHEyijCUIDSxYyXtDZCiK7vY4y7zUYJLc4JD6t/luJHoxMHTkdBg5Rb90fewg/vWAS9U+7hHvMDSj3xYj6fz+dGq5wPS4WyuKCi6ZQH3/FzfcaBPC1CiEhIqYqkdmoOKH7OQ7lczpAKgZi01k+ePvnLv/yrujbPn//w93//j//1v/6fSHhxcf7nf/7nbbtXWo7jcHV18eWXT1erpZCiVA4AZEQWR3BaaUEr39Jmc/fd999uNhuGkrKjXHhuh44+QhBEQmu7Wq2uHjw8v71rmnnRe4w2s8bOmqppmmbWVJVVSlZVPZ83y+VCSlHSf+Xz3HcGFUmmfAkhipXntP3N8DkzMeeYc5nkD6evGN2YU0rT5CbnYgxFZpymKYRQpNH7CxU4WhBPKbgyRZaU4/15r+iizo13d7cZOeTEwMTQ7fZ9PwQfAQjk/8vdm/1Yshxnnmbmayxny62ylruRl6S6W4AgtFovg5n/fQbCDDAQetQtkWKTInn3WnI7S2we7m42D35OVlZxEUdQv8zFxUXWrcyMc+JEhLuZfd/v07PwmGLMCZl5CsP2frvdzXOMnBizzkZQpmkKc4gpo1IoDHKElBpnY87b7TbMsVksUKtxHDLbGKMIK61AEJBTmpm5brxSVITBRKTohPBR2hizWq7GYcw5L5dL59zt7a13frlcnp+f393dppSWy+V6vVKkwjRVdWWcK9doka0BonFutV6R0k27WJ9tjLUAUIKXEWEchlLLCx9lj0SY+QNiYpnaPZXqlVOdcy5NA6VUqaGZOeX0iMwhRKsNChAQIQELIRllitsyzTMKKEBNSpNSqFVhwwKivM9wOyZAwJNiT57O9v8USeXfIOP8gzK9Pw5Z+SMazT8/FAI/IG3iad7z+EzB93pO+ADEf1QK4tN7CY7YDoBT3wdPks4nbwr/1Srx/WzmiY3uUT79FNvz/32S+WG9Vw7wXp5B+NieeVot4NN3+PErLzq9o/iwhK3TqWIp8KWCSyrplpmzVnRMeEcSPuV4EhGiJpVSIqWMMaC0tbY0NpQikCL5pI8kkaUO/LDtRwQk7+d7gEIIQKIINIEq94MIAmQAPIY3yGlKfhr9ZWCBR7xKqV4IUQnAMdAA3hsVT7rNFFOKMRbnwXG9wfev9nGa97TkeyTwPNoPHulnj9/wZxKKPgqd/GjQdxTYKCBS2hgkTCnnnJyzz55dTaMOcT/PY5w4IQAoFC1imBNzREXKWCPECWOMRVFPZCHNpbNIIAQsgKiK3Pxo7pfj2k2P829EQcoAKMJIRlhJ8icKLYjEYm4niCJF95GUIq2FE7BkwFxIaInzcbyLyJyFhFDFKMzK2YaoyzGmnOaYKuFS0ozjeNh34xBSYhAIU8qc5jmTYq3AefBeaw3MSQCs1Uar/S7GNA5TzAyIBsGEMKfIOXFVUYz90G3fvQ5aVTHmftopk5qFth6dUwCZIZNmT8QCCsRVUNXWKCMiLBxCjDFwVpxV08g4MDNai01b17VG4r4/hDlARO89AJOCcQrlErcWkMg6Y60xxmvlw3yHqNu2OT/fxJjmmIwBAc6SMKMoQdJKEDGLRJaMKNZa542AZE5z5DmNIQzGGCLdNnYcQ9/NY89NVVu9ON+8fPni88Tz/Jufb3NoF9w0OsxjyrMaMWfQyl5dXiWWMYxjGBQmEC1C1pqsM2c2GjgBC0wpg4ixVLfusD3c3NxMQ79om6qy640dpzjFuTbKWO7HbuyBMBOmw0N32G7zNH3y/DxaGLvbbrcjmKoqW08F2DbzrLT2thqnYQoxJ/bWKOQswQgD6SQ8pU7bq2fXVy9f/OTt2/53v3t7vvmEoN5uu/2+23cP293tbnfvrF8sNwoqBGvIv3j2HEQT+DCy0e3V+XWe7+fJEKrCxLfaD310EBsNCThMECbiPdtKalAIToTCOD087GViI6Qxrxdus/Yp8Xy36w87jgmycExTN4BJi40jVk7VBmpOHKMSjGD1TLlLqU+z88Y27dTPfeYuIyU2zEhwH0MfYxAU54itSk6QlFQ8m0MXHu6mwzb6Vte1rRpjlGJJObO1VDfKOJdBSc6I85xYMuSMQCDAKYEh56wYTU29QKVjGkUFoR5NXl9cLxcAku4ebrSWuqmmIQotG109bG+2h7ch7ZulHdxITJrsotpg4jT13vmLs83V5UYy9IchBwWp4lg93N4TzJsVQWWRvYLGV75ulkb7NMP2cOj3SfNsJGpIbOZ+P/eHiTmlFBEyYjKGCcha0MQphndv3sZ57LsRAIdDOOwnTho45XwQfAjxdpzfPuy+Yk61Xa5W1RTy/iDD1N0/fL/bv0GTRHcR9lPUQkIW5pEzK4V+HK2yyCV8GLWgnqdpHFMIXDtWJkFmRl6fL61br1ao7DjnsZtu+3GXOLQL5+3GqUvJbaJIhMb7uetDiHW1cM4pSq9ff39/uwMIX/7oBWeTUuH2EwCWWNf9vnPONW3DIOM4Hg5d07Q//PDDw/ZBQJRSgJBzzlz6ZTJNU5znstzsdrttzt2hO1ufld3ASdSDjwviI6MPsQQu89N/jyYIKQ79YkLjY3rXqVF51KHgsY1d/ti27Wq1bNqaJRczVanPtHqf3/foFyJC4adSt2PJ8dgPVUo558pu5JR/8HFGUZn7nZ1tfvSjz1+9ev7pp59Y53/+i3+KcV6vV69evRiGVUrx4eH++vrqxYvrtm2IJMbjL0QCrdWJPgonZD0cusObN69vb2/hlLFeVr2yeSv1nlLaWsfMpHRMrPV9Slxse84qZ433fr1etYtGKXV5efnpp6++/PLH3jukUt7g6axiKaWKqOcxMx0RU8ycc/krpbBoJo9JxCCFpumc1VrlLMwIIkoVlWyOMYQwpZRKxn2ZgD2+C37creExDKMcxXtfEucL6LJ8ECdqix5C93B3/83XX4GiXMx8KQ+H/rDfg2A/jH2YIsgsnDh3213oO5XibrfNOUuacQYhAYWZM5fb67jDLPW9axbIILv9/n67e/b8edXUU5hijswZCeg498xVVWmtvLciueR/pJQA0NkjFmie5/Pzc2vtPM+lX3N1dQUizrqU0sXF5Wq1ahet0YqQXr586RpvrAlxdlVlHU/zLMxN23zxox8/PGxjTjGlEscRQlgul85ZyWl3f799eOgOhxhj2Rg93b2/B87nfBKvHekYJzI8lXrvfUgJYAnYIEJrrBT1LxKnTICkNCHmmFOIumymkRRSMfKhPNYTgOUiKehO4CeZZPyRZ+9f2YXivzeB8/cDQP9NNQ8/lnX4VFr53nV4UnLKB1SWJ2XsEfshJ3flh85BBHyf0o6P9rxTjNXvU0yJCPmP5S6Wx4b8u7Jh9Psqjo5JMB/hlY8JMyDlNhYSOopN6X2+O4LWuujNpmmS45WKJZqmKLxzzoXdlGIExJwz6eMEDAhJK8mMcCw7C5oFAUwZO5MqC8zxWjyBZZ9OnOWDk094ZD9iiZV4ErhBABpAQRlBvRcX8B9kx6aiMxQ4EV6QOZcFi0gQcI6xi51zXikNAIXwS4qcdZX3TdMsFotHOOf7vuhJOP6o7Xy0L5euZEEtP0o6C0D5o0LuTzdLnjya8UOyFhAC2FziZUOYAPXmbP3Fjz5TFA6H2zdvvpuGeehif0jzpOIMkiGBYOKUWBRqbQDVFGNKoEgLG0TQChQpEeJT1clF5/mx7JoBMqoMkEAYgIASiEXxJ34qiGhGIBIiBRABktYknErwDirQICln4WOsVOYMkNt1bdt1c70nJGZy3i4WfsCYU9xuO2HlfE2kwxSnaZrCXKhlAOisrmvfdUPOWRtwzrsKUEUiiHGKUZp24W29bKXvU7efttu9tZqsy4kOuzTPaRrT3c13LIgkvgbrZN+zq2S1JCKVUgRgQD50YCxt1lprmqap72JdL0Vs3E1ae2E67Kc3bxILLpbW+8p7JTDnrFMSFpimAABKgVLwSM1jySFMN7c3hEaEUs5a4TQNb97M9/d7Fih6XWXIkPLOeKv5CBmWlKZDN223wVdYt76qqxDGzAkAUxmqok4phClPYzaYcyIAZ3Xt9MLopcDEXJYcgAKArtrLi+uLixe397u7+wfZ3yubvVfea+vUPOdhHENKOULKkrJwyijlcDCOyaqprqw1rmmsMtkxubrVzk/TtD2k/fZu6PJmuVks2sXFuXV6PExp7lLqDCTSojQBYmJkkfP1xfX182+/e/3D9/e3+144eUfeadSJNBiCZgHGCyn80Y++vLwgp99ovThbri7WSwD56qvf/fyf/+v9/VtEcb5WUCuoK7f5jz/7T5fnm+Xq/NNPv/Sue/PmZrvtHh52h/3WGW+WdtTzw907jL1XXcaE6JeLa1GQk3R7eEP72rGjar1qB9kf7m+c4lS1zJzzpBWs23a5WB+G2I8JAKzRrvb9dpzDJGi1rgVCP4y7jkxbmaVu1susuYupSzlpS8YNeaKcSEPQMGnoEYCgQl1T7atqjvn+tnvYHvppMsqsF2eri3axtlVDZKOyc9ftppABQ0qjMItSRls5cgMhBQLWWlfWGCS7Xp1tu/32cOcrtz6HnEG7fTcN0yDTHBquAILSPE37cdo9PNyFFFHpsc+3b96O+96b1bJ9cb7ayPw9QCIEgKS1bauWtZs6Zajf3U8osFzUInmcxnEIm/Wi8avlcuWcn1n6SbpD2G9/+JZHo9/Ok4RpNlaBBODknY6QRcR7XXtvtb55985bs16u1+uzRbueuqDYAMbMY+RtP70bwxvtJqvJmjSF2xjMHIAhp9Rl6DQmBgGkdn1WNe0mVMTNYrFpmpY5d8PP992h6weWyDnOCZi11raqfYgchn4atwB7PXZRMpCKaRzj6yAdEChtc1JTANE6hJ5hDwIpC4CGoxmClotwf/um66KIaZu11erhoeu7EcDLaRustTbGoqK6bpqmFZH9fr/f731VLZfLl69ebM42iDjPoesOb9++HYfh0HVlU2uN8c4VHuNRmFeomMC/32N+VKOUiqwYOkpeQgjhmKDwYRmWcy5hcWWF0EeMihIx6/VquVyWPIASOYtw3FTklPWJXJ45FzP+I1zg6SvKOc/zPE3TCURpiojucalFUETy2DsvRc5u3yGp9Xq1Xq8Ph31K8fb2tsiSl8tF27ZV5U+MykwEpWHLkpiP3VtStryRssqVJrVS6rFSKonqCKSUKdBUAJjnNA6TUrmM2qx1iBxC6Pu+6w9aq3EcX7x4wZyur5+JCKljCX3E6RM97hZKt73QGssnUgrIUv7N8wzvg91LzQYpxVOS4REVrpVGTtPE4zhut1tmXq9XVeU/smKeZgP0mAeolGrbFp9Ehj/dcnjvv9lub97dfvP6O+2sssY4qwExS0oJBMMU+n6wTWWNkQSHrtvf3bZFhXtxISn6xrnaKqevr68vLi7GMBvnjHVE5vz84vr6EJnX642xZjr05boFgGkambP3ru/neQ6I8OLF87atEcRoTajHcUwxp5QKUCel9Pbt20JVQcRf/OIXIYS/+Zu/CSHc3d79y2/+5Sdf/uTy8nIch/u7W0L+4osv+nkcwsQiy8XSKL3b7QDAV9V6tTkcupu722meP/v887Ztu65jziBceT/P836/H4eeU6I/UgJxzo+a548SOEQ4C6ScUkqIcJoGVznnUtLXbYMIkFmYQSkQSTFBA4+uqEcGxLHSy1xsOgV5BCcG4YeVFZ1AHyWuD/5/94+cwMLvZ4X4h+x4/zOoMyejHudjRVoaZsz/3gfXx7A7xIxIWJxXxW8pWDQJBbpCRxAACiOiQkWIwiLAWOQNGvrhME40ToMmDUjauJRxjpIyiigUVfLVIErmGGGSCKRtGmOeEsysSSulRCNoRUYbZ7EAZEvWDikQKVUpKZUzA2AJ3WMB5nwcO2YmERAoncJSTwEggBJAhiyQkDhLlCQiqRBuC//kcTRc3MlwzG0HrTQApCM8l7Q2IczMiUgRaRHIib1XiBTnNE7TNIVhGOraW2OUUsvloqpqa5x1VisNgFVVWWuV0qf8wOPNTJQfe2anga6wZADRmhCPWUplAWUROplHj6bt0mYkIEHmgjz5oIshIEedQCJC1frm05fXf/1XP2Vhrcm6SMQEFng9jWFaxjAxJ5USxMjDNMxxThxjSpJZsdjMBDNhhykRkVFWeBYZBUL5uBA8ZyWsAFGABbi0ehG0ZAQoYloCUIAoai5TWQRFcmqTCCBoAoUMIFlRJhoFsrAQIqBVYohrFI0Yqyq3bbWuXnmlcE792McQU84pCVCeJBxCn1LYjcOMPAOzEmWgtLoFsihGANSQJSJZ76vDYRAm5+sXz1+dbZ431Wa3HX/5z7/9h//6j6CMUpV39XKx5ixd188hTWGawoAYRQSE5ikFLwkpimZGzrTdTiLcd9w2hT1DMYJwJopKTyx5DqmuZyKpPKMMnAgoc04xSxZVMrZEIZmMIiIMLEZrYx1nKJgvLYDIcwx934cQnDMnT6i2batUO89+mntSbAwYYzXFFHJkhdb6ZikZMUclLIDTVt3MndaqrmrrWCtOeNiPN/fd8mG42013Y+gWGcV629iaamuq8/XLzz/5yYvnn/63//7fJFJtTbvS2mZU0RjcjibsQ+aJlBgLroYcgHIax13Mg/aiKwCdQw5JQJva0IIzTXsZxv7mXX/oAgp9dv3J+dmmcnaxWfWhnx0hVNQIGUws85QSJwacJyXsqqqt6sG63nkxLpMB0cJKKaXXF03dmjmNu+7B2fNXn1ze3/ZzfNdNb1M/vb755Q9v//HQbZUiO/o062XzrG6drXCxWizbZrl0b9/88le/+pect8LZaEuQE0coM40MKpExHjSylggxShRiwllTsJpM1HOaccyIKhNNIMMUumke5hhwFmOrdpGJkjIaminN8xhAdm2toudUQS+pYbWQpTEe8himQboRIVuNhaoqiWppIseQWeumrn2l1BjCth/6IbSb6sK3VW1W56tms6yWtdYQ02GeHyT1U4oJcsoGAVSilNk5b405DAOwb81q4TZzzF0/fXu4eei6buoW6+ArZa3V2sxZAeBqtdDGHIZt5hkTIyXtDwRZiEMYxxT3EfrYZ3Vf+0huixCzq1hWEAAAIABJREFUzLf3/+SsizkjWarGenO7fjYtWms9S5opsY45brdirTfoII6NpAuaR4VsNHpDjdUroxsiBciAGTULZCCxJYrAWBHyztdN631zeX65WF9opZUISp3RK4tmtq7uvc8C6d2bbYgKsfV+vfSNmc4fdt8PUyIjzzetN8+Iz1JYOLWp/bptzZiudt0X2/13iR8Ydof+5uHhpu92wZggY1Cp4yHOI9GYjDi/MMZ6c5YGGoaWgwNuIVnhXqFoakgpQk1o5s6gbRGso9qSUjzmeZFUDay81UZ5YAQWBFEEzmmjSVCUAqUw56MGjxCNMXVVt02LCNFaRUpY4hz7rh/GwVm/aJeLukVEAWRBBiRALraGE1UC4NiRLitlXdcvXrz8L//lb8dxzJmnaer6fhiGOEdAZJF5nokIFc0pz4mJILEAkTJGW4cInLNS5vz84vrZcyQEQUKllBaZM4vWhhTxyfVdtDSnzSo/NlHLGO9pZXLsIxeWnKLMGY5qHADiLClzTJxiTmOYlFLtsr18dplyzCJAaKz1VWWM1cYqZZiRGY+MFiQBKcMCOtEUS2dfhBCUVlYAOCOI0sZqbQhPSh+ly+tUShX8VpgOZftc9llFYKZ6IsKU0nK5CCGc3iOXRzlA4biUaSpM03Q4HG5ubpxzdV0bY50puZpkrDZGw3H7phVZpTVp0sTlWJnlyF8nYMlZGBU5X7WLFSGtN8vFcmmsQyIWPv6aD9rKxyBhZi6MLmstPsk5UKQRsFk0SLg6X5vKG+ecs95YntPt63dW6Xax2Fxe6NqzomEOoT8YyJfrdRrHNAUQdrU33mQE5VtRWjvU1hFpEWmb+uriTAByFo7TsrILpyoSlQLHmVMM86hBFt4rpWpjTJmIg7AkRFAKBRQLpxSZZb1eW2dFOKV0cXnGnGMaBXLTulefPNcGpzAoo1abNQgM05QhW6uVUiA5Z/aV5ZQyx7v7d1VtX728dt43lbEaNsvGKOA4A/PlxVn36sWbH75XVmfOjEXaiUSqiN60Nq9v3ux3+7quLy/PnfE5JyppjISJmZlJISlCKPosFgEgjaiKUUkpjUo4H014RKiMUcYwCKNkhAzCxyS/Y9wZEnJikBIJyai4YH0Fk2BJRZYi00NQOcUnXfwTB+MPQCwZ4EgclfffdmJkysfQezxtaB/3q4//H4F+D2fy4aTuPbXlPUfl42EkvjcgPpLqn75UOW5JEd7TPfAIOATBYyh7GXZ/ICF9BIQI8mNexQeB9EcVKT5VCyIowPfjUyojJGDJjCWmnBlYkABZypMRnyjkgE/iUYQ/cwyoEY4ewfdK3iepdMeHp5TR75FBUx55hMjHb2YAJpJ5HpEUEpLWylhlXBZMjEo5a2vvEue8qBYSOeesWFEGBFAJKAEm0FqRVqABtEKji/OJVEHxKkJVLh0sAkmBEtvyyAWi09nFI830EbBZPkESAJYkkAQSM2Rg5vhIuT2VWATyeB8AITpdee8RcU6xxOs553LaTmlmZqUEgQCVNs5oQ5iU1iGM2+12GJVwjvPsK+d95Wxd17W1TpFarzdtu6hKJqEuOTCqrAYnHhpQMRiiMCdEIIWALJKl5AcSIAOqR6mnPBJDEYAU8hNB9ocjcoGyViVVGffy+uI///VPQ+gP3W63uxfIqgJvF9NkwhxTZEVGmGKS/uAPh+Fw6MYR55AyFGqbCA4MiOwwk1AGmBA7EQuQCByIElEiJDAhZEQCcCAGRJfp+mkAm0TNIEaKgEGApbzZokRXJY4WVSSMDBGQCSoEq9ASNIRGKfZVbLxdqKWCNI0P+27ohhByBgLngFU+hGGaYIhJjEoCTOg8CeuceQyhtD2AJOYo7Izy09gDSNNWZxdXP/vpX3z6yZe3t7sx5v/+i1+wkKA2pv38s5+09WIO0xyHm9s33/3wTT912kKzqOI8keIoELLKUedkxjFPYzzscL2iprHeYxhDzgExshxiwpzj+RkrRc4w8JQiIEkKKTJlVKQKZgjIKJHMnBWzcbqqnCKDqIVxnvM85znkcZyYpfJ2HGUOkhM1lU/STFPdj5O2uV2Isc7ZWSNg1ipXHheCECVmZhEat/Fwe/j0i+eby9Y1eOgOQt1D94Pd+tvDm910sz/sg5Bfrl+ePT9bXq+aZ+fLz3782X94+fyT7353Pw8BFv7iqkp53B92Bqs+Qe67mMU1yTYAGCNIGnPXb2OKrgFTUcbcz1OOYE3tqDkchu4Qui7sbg4suD5bv3h2dfXs0lijnYIHG52maqFrQALOHOZpnicBOezi/V2fslhL7YJ8VR4AmTEzaq3UZrFq65oh3t69ub70l1dn3eE+zO8eDnddf7h9+N04f48mk9KgZxDt2s3mQl88W1w8O1tUqzlUN+++efv2ANDVdW5rK3koDg4ikMQ85sbWqHSkLMIMM1PSFKzWVhFMs8rJsdHJArnIOsw4Bt7HsEt9c7lZrTchzikIjWoIdOinlCfwNTbKqSoE7maoB1N5z1HLGKVLCoP2aEg46ay0UU2GOXKszNIbQpi3u247TUJ08Xx5sfGLhW43S9MulV+IcH9gng9zkpDzlLOgUUCaIQ8jLdBoN8fJYbW055VahG6/u92/vr2ZOJMlpEnAKrJEXmtrrW6qTUzcjfsQd66CusF6mQQxMcwpgaFsXD908+FNM9+hmQzmDPt3t7GurDJEymTDbjk9+1QWtT9b1ZRdyEg4pd02KSHLm2ULC2XISnKNPV80n3jzYlG/aKqrzBpKC6oyyiFaERI0ShmnbGW0V8pkRq0MkeacTVZGQOhZM2+m+Mw2O7L7Ibzrf7jNiJWv3eJ6U685p/C7fzh0P3QDW7vYrK8cPR8OjcxLQ+vNYrnSny9Wf7VcvWXcZbg/DF+j/cdRfjmm3QQyEQfME8+SZ5qtrsyiXbbVK7ebiPs0E4gT1EMIFiutzgVRGa+Nm4cEsyO0kJwldrrPoZ5YAZBRLYKJIeaUQYQIFJU6qzD3jvDGoyOCCtpeATAheefPz866w+H+9m4fD4S0aBcvrl/0fQ9wdAYfyYgCT7v9cjI+AKA1brM5+/LLnxSpzTiOYZ5DmIdhDHEep6nruqI0GceRgXLOgphYYuaiTQQRpfT5+cWLFy9vb2+PJNjSSM2stCkzxqNxDU+z5mNPHE+7uveqzqMQ6QSXI0VKkxSjQfHso7AUhUHOwllYK+Pr6uzi/O7+DgnrprHWDuNISiMqQFU8bojqWGSeghOOu0eg4pgrEzxjXIyJWQi10d776qmxotRs3rvNZrlcLoZhmOc5hDCMQ04ZgIwx0xSZ2XtfQg601qSIORe1ZDn3j7O1EOabm9tf/OKficj7ylpX+8ZZrxQZq5zT2hqtlVLOmdpXrfOV0VZrpRSyKKWQkCPPULDYCFVViZAxtl1UdVPpE+z0ce/+YbQ6i3BKcRzHGCMiSmYA8N5bYwlJGM7Oz56/ePbsxbWtKu2s0bq2buoGHsfa+fPzs6vn12x0kNyHsL1baeTrq2fddj92AxHZypMxc86iXYJSfGDORcEIq0WriG5v73JMl1dX54t64bSRBJLjHPq+X65X7XJpjWXhHJJzlpkFQekS6pwz5xgjkrq6uhrGYRi6aZqur6+0Ue9u3ipSdVtfv7y6eXuzO2w3m7P12Saz3N/e+drWjbPW9X2fhJumiTN2fXd3e3d2dvbi+ZV1LsbIzMu2yinNcxJOVxcXOcVf//pXyqgELCeEH6CCgmPN8dtvf7h5++7ly5dnmzOjTM659BLKzpcBFJBSBAAp5ZyYBYg0KgWEmVkbJKUAIc7zUSBtDGqV5fgp8km2+AhsRUWPWd9AgiSkEDCzZJESLynMWWsipPyHzXUfpZodi6hTVSiP109R9RUE5YfZBPjUUwcnSGYR932Y+fD7arxTZsz7GhA/ntchwXvIrTx9qfI4yUNkwCeB5vCEvilHk9hR4v7kSHJUgfLvze/wSQ7ce8ro8bAkJ5nkqeBAOCk5H+epH0JTngI8HuvOP2XtezpA/nfL8mPmxWK5XK6UNjHyOIYikW/b9uLiYl7UaV6nNG/Wq/1+F0IQgTnzNCdjfUh8c7dlBhFWpOkkt0A45tR8gJr8M0acRclwcuTh4yfLLCXRlY7xksIC73k4IpzzMXISUUTqpn52dbFYLIw1+YilRiJ6/frN/cPDOIbHC8lau15vVovlJ5++Smn+3e9+++13X41DX1dVznHo+4f7/SMY+vsfflCkjTHL5Wq5XK5Wq6ZdWGu1UdZYo5W1urCYy83GnFNKJ9v3v88wGakgMROitG1Vt+b8YoEEzCmEqTscdvvD9mEf55w4AeByVa83S0QdpjgMY98P0zSNUxjDiMBzyNO0d7U4rRn8/f1h7PeIgUgQRHIqaJUTe/P9h8inLNESzMdP717kj27wHMU6rZRCkhRtuXqRSGvta7dY2apGQNX13RDGaUrbrWSCdgHaaEJMMRF6Zyw7vglRRHzbnJ+d7/bDN9+8Xq8tIccxJtC50jnpGGCcpjneXVw+XD87jJfjw8N91+0AUko8cRoNXT5b/e1f/+2PPv38d9/95v/6v//uzc1XDmBzvv708xfTNA7hfje82W0FWFmV29Y3VY2gnFOkQCDHOKeUUobdfjJKGdJtW4EAMFvTIPA09TklrYzx9TzPOQkZrQqNFpPxSgTinF5+/mnbrkBwGML9/e7d27ui5NXaIfA0zdMY0rz1ljXNKY/KCqISyETgvUbWWpNW6L0DEA5zTGmaAjM/u7r+yX/4fH1e/frXv37YTrtt19RdmGYApQkIFGS/Xrx89fwn58vP4ujiVE+dXrXPx77rgwBQzlNKgAhG18v28tArBTNmgbTPiUOYQ5gliwadZuaUCCXPwGmWpLqu77pxnIKvYL1Zf/LZ51/+9NOf/uxnm8367/7Pvzt0W5HsXG10Bg5ak4BioZjmQ7dN340CUWlYr1tSOcY5hMgRlNPGNW29Xq/O1uu199p51bb6xauzcYxdf/jt128O3a5pq6qpYowp86tXryq7ZpmsB+tJWaAMF5cXP/7yy1/+8s3t3XYak7PgtPd1pfV+++4wvos/+48/WtQLpTWLHsfQdw9KRs3JVIDJGK3bVucetDbe137p8o7vb7YlXznHeR7H4WEI22kK8zjGlGWzkcuLtdP+m6++fXdzu3/YXl5svAVOKU7Zt76t/f3uHjX4yquqTTnMYay9T+Ow7Xbbw2B9e3a21lqGbhtDshWhtjHhOIU8T5Bh6sYudpNEZbwGlRlUSmPXxTlqY9p67fX60I1v3m3fvLtNktabanlW60oEU5ZEGqwqYb8iBDTL9t320m3W6+tDf8iZFYC3zpo96T1AmueoJLTeaNIA0h16zlxVtdY4T5CSWrUXVxevXj37sVfNu+/efN+HJEOYQkrpR198fhbP7G0Vg7o8++z59V+cXfzE0QZzA3aFpEERCgKhKAEFCXKWLAiktFKaiEp+KqHVTJgkJdMurxl9F765fXh4d9chtG2zWrbXTXVxvrmuKl95/Ytf/v3bd99Mk0bw3lfArlq1lVtkBsngXdU2r4A2WTb97Lvu/u3b76bUz0FiTNZaEIwRhQFA1379xWd/YaiNM6UZAY0wdV3PIXHMfd+XoqTrhnGYh6Eb+olIN3UbY0pZcoacuR8GEen7HoCVommalFZK64LuSCk/Is1KlrIiyFzmMqkohkrgQdlbZC4qskJcBK3U6cdVAW5zTplZa12mVV3XffXVV3//93+vlFmv14vlsm3b5XJVVbVxVulCs8wxxmEYvv7667dv3xpjDofDd999R0S195V3TdOcnZ1dX1+P42ieELmVUmXhO8XEQWEBPCLN/rQL6GTek48sKh9JUh+P6JwrX1xcXMQYj0BRpf4AsuAP9s619t63bauUmudUhIVFY1lEnog4TVNKSWu92Wz+8i//8i/+4mfe+2madvvdm7dvf/j+zfZhq5R6/fqHvu/btj07O7u8vHTOERFzfvquH9FuIrLb7Y5c0IJBkEIzKUCdkmKOWrvKLy8unj+7fvXyxadt21a1bxrvvLKOjMG2rbXWwzQUrWAIM2BGlOVyWQSoOWdOuZzSx+Tu8lfl65SScy6GuRhPTnstqqqqbeu2XdjKgyLOOcU0TxOIpJzCPA/jOPW5j6Gbwna73e92GjAMU5xmIqqEbV0pawqivDv0CDjP8c0PP3RdJyKVX5ad0Wazuby8XK3XRGq3288x9dNU80pr47xPzJlzYgACfJ9dTlqbMhJApZXW1nmltbZWK9W2i5JsrrWpmlbraJ0jpZHE17XzRyVzMfsBICntfbVar53zUEjXDMKQmBFIaU0pAUBOMoeUj0HnREpTjiklo/Q49b/5l3/55S9/GUJ4/vz5USw9QwnFJKSyESyO2DJEtdY655C0NkadWIZlX3rEHCp1KgzoxFk8DjpKivLjFXWyxSKS0tYAKhFgAcnMnDgmBCx15u+7qP7Q3pQ+rEUecf5PQyMfUwWZP2ScINB755t8QE+BE+AG8YP7/ZRW+EEtRyd5qnxwJ+PTH3/ye56qVfHDL/CxpJSTk+8xtu/DY77PcziBIf+AgY8zA0thf2RhQUZSClFpXRrY8oju/wOnWvBJ8N+/hc+JgE+GofivGCI/eIAKM69WqxfPXzTt4mF7uL25K7oF59xqtUrR5TRzjnVlx/E8xkhKpyz9FKYpNu23D7tutzskSIW9e3Iey6krSUQERbCB9Pt02Kd1YBmElc/+2IgURCStQWtdQEnGlOAZPpbqiDnnEMI0TsdMGIDSS1ssFmdnZ867zMWSDiKy2+0PXTeOoUw6tVbe+4uLiy8++/x//d/+F0T4h3/4f/73/yPevHvT1HU/dGqclCoxtplZpRRFAo5YANnOWet8+Y93vq58XVdVVTlnjdXWmnIOSqzQ73M4/3hoyR91tRKB1kAKmHNMAYmQWClUGgGNsaQN+covl8s4c4ycMwtjTjLHTASAichVlV7JEsmkJNMU+r4bw34auzBlrZWxQHoANTKMKUdjLKFGUDkX/CYTCoIUHQkqJKWFSQS5aACQAVgAuQxsEQG1As8yS8qZBUSzlDyPxJCVJsE5JsyJ393dT/Ee1aQMe6/ahXJei+A858p7YD3EYMjFOU0H7nXkgLVtIKGxerHwZ2fnQGl7fx9GjhEA0tsfboz61cPD4eF+f3/3rvIaLS2axfXVpXU5pO1+eHe3/X6at81CL/SyWTiWKfMYwjT0eehFI/pGlotKkRNBhKy0GKNySohcHjIMxGiUOBRSSn/+2X/SGm9v3n7z7dcs1NSbs40rrpux72OKImydMLMw3N4+hJCMtlr7qqratj3swzTGOWcCCyzjMI19aKrDZsOrla0bZQxMw5RSVIpyLoiFnHPKnHLOc4hG67ppnasIFaGu60U/yGEf3r19201d4xtnSCtMsz7sRZ4tztafS12vF5eV37x88bO+37+++do43Y/T7e0WcVDaL5vLaUzz1DNHY1caEpR5ahYCnsNMIJokJ+hTn9LYdwExV7Ver9d10yCOv/v656DGly8/GaedUuwr45y2FpSm8vAto4gUp76fnaO6aRbLZpqGocvdPnqnrDYczX43Iu81tmerEXH2NWzETW/i/fZ2mgdlaOHadtn0Q7ffH0LqEDSK/vVv/qnv+s3qEjlPcfC1J23SCOMk7WJd+ToFYXmX8mQ5Ga2N0UyZx1mDNN7UXmtijhPPMQaME6aAOXLOeX21WCxWV3ClpnsGjMPgtELfUlUJjkonAMwZWLBu2pcvX+0ftt129+b1zaI2i8YaVVnSWowlD6QV03To0xg1s8qpm8JuGLXHutW+wmnaTfOgMBOCbQbTnF1eXfvlglNjXdaD7vNE2kpiCVER8cxzjq1dWF1loXd397tDh8psVsvVRdOs7Mz9/XYepuSq3hoQTvsuzHPu+6Ef+qrzIcgnr34qQsM4T1Ni+qYLQ5wQmUmBMBvnvLOcAdhA1tv9OEwM7F9cfebMauzjxfU6b/K07R7CrBVITinGdbv53Pg3r28wp3l82N1/RXCrabm++NT7M+0bYJ0FMwgoIswsUSCLCMqsUbMIp8wimS2yQYAY0swJoFKwIl5N3eCWbe3Ol81lU22MdU31zJsrSdvbt/O65mXjnNPGZDKDMGQ2IMYZn0EkZavO1+0nV+d3vvc58ThMzpGCpEDmMdPKLetnr65+WvmznHVOqMki0jgOOWWOeRynzCKC85y6bjgchnEIcS6RrpQzp5RCiCnnEEKJzRyn0Ridc0o5zTOMY5ym1B+6GOZsbRjDNE3zPJdcYEIEpbTWRmtnrVaKAK0xaU7HhV0YRLRSKCSP6+nJBlaa4jHGw+Hw7t27nOVhu10sFsYYIiWIdd00beOc894/rlxlYd1ut99++23XdcBMCMvlsvyS3W73zTff3N3dvX79+iMe9ZOgOfozwQ9PF8GPTGhPU5EKm8Q5d3V19c3XX5c51dE/f/If0tN8rI9b6pA5i2QRKabBsjUv6/2H3ef3b6FsLS4vL5fLZcr50B2qpjHarlerpmkLkeX6+vrVq1fX19fGGEB5hKAwMx73aqIUxRj3+/1vf/vbh4eHgscEQcmSObIkkVzAeEiGyG3WV9fXn3zxxTvva2O0c8o4tBaNxeWy9c7FGBXZytWr1YZOhv+ymyoTTAR8Shwo76jYJlNKSimlVUmlKtuqnPN+u9vvd9M8a+8EIcZIWULX37x9Z7Q+HPpt1yWEidPMeX/Yd0NPDBoKzxViSjxNmFOMSQSQKKbc9/27m5uUktaGcBjGCQGMdSwwp+ScVkYrbQAJEBkxlqwKFsRcWOwCuUT/Iaqity2BjVobYwwCsYi1xb6oUuLjHgZVKbiMsUiYGTKzoEKEmEomoamrlohiZCxhCJmZs1IaQJghgcSUphDmGGPOMWdJOWcuZIq+73/z29++ffv2tN9DFi7sekA5TX7eU5IKA6nEfhTshdL6dLEiKV0aOiBSVJ8sRzZiMQKVHywzwMd6L6WcchbB9zGKpJhVFgLEQkj8cyAtj16pD0oMOaZBFvljsYwJCAj+3jzrMe39iVzzI/HnU3YonWraD8H1WR6HjYRCf3qHLE+ngoJPho5PjocnXD/Be0Hl+3S3k/rglEZ4rE+OAQBP8KBHxWJRzT9GAkjOzDkBiyrS+velneCTgYmgPKbC/bE52EfPSf1B6ws/KuXeJ+yJfPxX+D5TvrSkuW2aq6urs7MLpd7WdV2OZJSuqzoZ4mSEY13ZlGLO2fmKAccQc0Zl/G+//i7McQjD43O51HuFx1lQzseL42l665+cNz4hbpICQQRjTF3Xq9XKV84YRSSZU5GtzvPcdV0IQfg97wQBS3qP9z5xuTGKiFmVk0VERXzinFuvVp999tnf/M1/ds4qRb/69T+HaVguFtaZUIWcZRyHlJhIEaWcOWcOc+j6YY5zaRGVVk3TNMtFu1wulovFYtkuFq3Wqiw/HwWp//71+sdWwY/OVXFhFO1uSjMpVWLTBYAUKUV1XTV1DaA4Q0qSUp7GMAyh60aQTMTGkIAYXVfVOWme56nrd7e3N/d3mva0WsLZeaNMz3jI4AUEQaNYEBJmkYyUT8C3U/O5ZAKxyIcgaZHjU67MerNkZsksRHqOebfv7+7uDt2BQbLwMPE0pNdv7pPs2hU3S1UvsWk0KTUFjnPyVnFUcQSNNmbptklib4xZVsspBGObq83155/9aHu4ffvmRpGvHChF/WH6+qtvv//hTYq5O3RVpWtXXV1efPLqek7733z1T9++/tV333397u5t3VJVeyHe7W/Gaez6IYwijMooa81iURvtc+acJiTWGlkZxAyQU8wxYpzREBhlVsvNF5/9la+st1/vtjClUPvly1cvD4f90P2m7/Zlj4IInCFlvrt96Pvearc5uyDQ3nmj9chznLPW3hgwWsJopknGsbu8vPDeAsZ5jjEmEEw5pxRjjFMYQwhzTCmmxWJ9fX3dtgvOstt1KXHOaZqGbh9Ex6ZeEDU5J86yvRu7Z0lh266eLZtza6u2vWQ2795tydTjNNzfd/Msy+XF2WYJ7NM0zyHbzULTrKnXxGFOY8hpFgLQCjjBNKZxTDnjcmVWq+rFi3MgORy2v/wfX71+9/WLl58JZ8DZOWW99ha1zinOggIAKUqKOc3Ze+uM9taN/RRGGA6gkCLRkPNu3g6HnGe1WZ33Z5tpUTHnbrh7e/M6pBG1aKO0RTULy/ywfePs2Nj4i/8xv33z+uLseeNrrVKcB1IayGaRqjmvq0WgGfUCYCwtGc6cJeUYrMZF01aVIuEYhhzUNMHUSxqIMxy6jjyYhVouVxOMXR7iOLi21n6ppVLmkHIEyQIMgMroq2dX3tg8x+9+922ebGXOat8aQpnZoc8CcYyHwzhFATFxGMZhDDkuNgtrKaUxDluKswXZ3STcj9WCX119sm4WRBWqoCpl5w6NiWOYZYCMKUWOQKw548Sxm4YM2TfV6my9WFXa09h1w5h3h7jpR6kRWB/2YRrncZwzp2Gc+i48u/pUKf+w63bb3u8frFW+0hptpa0VrKuqti7FGcTkSLuHkdksl4tPXvx4vw3bu+7za91Ui1W7joedV9kotd9tr9pPn28uHt50oetv529RvRNwzq+1S2QC6DMRz2gYlLASLL4DYM6cZwHFKacQ4xyULLRqkXiYhhAnW1tLm8qMHHacaq2WlV8b3RIoq9a1f+7tYXvL21U822SSGbADFazVFFvOhrNkppwM4mK9+OTl9ewfXH8Yez2ebRaSuTtMb37YQa5bd3W++tS5s5QIQRmySlFM89GAzsWxqxDVOE59N05hBkFmGMZpnmOM8xTCOEz9OPR9t909HLpOQFKKBaMf5jSH4J3TiuqqEuYQwjgMWmsuaQrMIqKIau+1UsKMx40TKkVPdUPyBMWhtX5kPbBIzjnG1A/D8P+y9qZPjiSx/HYlAAAgAElEQVTJlaeqmplfcCCAQERGZFVm1tFV3axusme4nJ0V2d0/fURWZHdGZmU5JIdkN9lkH3XkGTcOP+xU3Q8GIJBZ1d3kDCFSKZlZiAwPh7u5PdWn7zeO2+02xNgPw939Q9u2i8Wiruvlcjmfz6uyurm92Ww2bds659br9TiOQ9fZcchz7CmlYRicc8x8e3u7WCx28uywx9hHWB/Cqz9gDv3gxuCYCJ93tIeCaVZyOU+OiJ5eXuZojdxmzE3gQzzJ9/aFu9YBALA8RqPlUvUhKPsQsn18wI/g8px2UxhBmDs3dENd1R999NF2u0kpPX16+fTp0+VySYTpiK+774gwc25rpGEYXr9+fXd3t8MhZOyCRJEEKNpoIg1AIeJ6PXSd9d4rZTIhVRlWCrSRpqlyh/N0vvzo8vl0OjtWmDtseq5w70VgFnh74oINIRhj6qoqikIdJbRv1pt+6LZ9r8rioPfEB9sNRmnv4xA8aMUaWVFMSQASS9tUdVmJSBCOzNFa531iIaW88+M4broOBIxhTmKdN8aIgAtB+VBWtTJGFwaJBJFFXAx86PTCoWSA+1BwAthVkom0UsgswpLDLQUwhIhIWitmYc6yUzHvAhFyQniuxCCgNmXMvp2MUkgphGgMImJiyN0yH2KIubzKku2aRCIyjuP19XU/DFnv7ehYuytGALPfEOHxj8jCKaaUGBGV1kqrPJe0T4WFYwM0HHNNvkcCy/vMDBHhlDUYIQrhPl+dc/QRfS/kEn+wwScAuU1yuB3lcVu+kyqUbd2gAOV9xYf7YM6jt8sP4rKBdrbPI7skHohleyAKICL94exPPDTx3psQxAOH/IjKlnfSudnG+3bl4Zyk94l99AOSWDgz9wBpp+UQhYUTx5AQhHJM1PsO1O/3HfF/rL/3P2folIOfoarWuc299+zuqgpaaxDMFSmtNaAi1GSqk/m8aZpCGxfUrpsMu0WFiP4HAljzkF/u7B5fhUrt6KtNUxujANJB7xGRtfYDs0T2MGTceUgxQ0XzkykfjzGaSOOuY6zycyufh4zgm0wm01kbYxx6G4Ifx7HvB8RcckpKGVMksnQA1g/D8PDwQASFMVVVTSb16enpZFIXRcHMXdf/TxMdUURiismmw09RlqVSEKNK7IVzzUHtmtVIWqPWpirr+ZwAKMY4jmPXdX3fOQspaYaxrKBups+eXXCU0Xokf7psdNFFuRbQRdnm/EYQ0gpJKVQYo02JhWNR1KA4igdQArTPzUFCAslmLEQAFo4hZjtWYRSLvr2//pu/+eX//Z//n3c3v9NlbHW13fTffnez3o66jGZCy7otK45sS6NBwNt4290HX/pBidPskne+VKpUVVUUEkylp221/OLTn90+vH39+tV0NlNGC7AuiIW9dzaNhKA1nj1ZPnmyqBr17t13683K2iEnlpERHzsXxsH2PrD3jABnC9NO2unkpKxqBBWCH1NMyYtEkQggSmk7pod7/3AbjB4uL84vnpxV1VldNfM5/sWfn9883N5t755d/vihvH317U10t1VdffTxhYgL0Sf28/kspdh3/Wa1AlDOphRjvvKN1qfzyXJenJ8/vbq6+fWv/6mqb2NqmroMNkUPKUKM7GwYx7HrO2vHEGJhmrZtLi7Pf/7v/jSB++3vfvXq1cvbu7tt5zRNmmk1nVYsIdtHYnQPq9vX7777+KJUyoy2++U//v0vfvXL7169BrXQBStd2fXW+5UdeLQWEExpIIFC3TbtbDK/eru9fn2vCAgiSIoRlKLp1FS1aadlO61QeVJcNazH+Prt699+fbOYGyIUUPPFrG0MYRzEpxABonPJ+QzXBGftKvFq1bnRI4Dtous6SENimTSOIzZ1bW338uVvBGS1vetst9qunLeIsulLgCgQNtutUUNofKWGh/u7X//mV2fzs9IgoCUUXU4ITVHNy2aKxLPF04eX46s3N4uz2xM36ArRSFNV9QSd3/rRspdCpiHS6FPfx2AZAQceTANROws9FEAVrm43hKL1tKpObu/erTf3P/7y0/lirjVsN6vR9kpRUWhhCTaeL84Aw2i3KNr5YTMMnYtMWjCt7nqnYrvQyyfzzcq+u76dqbisYT7RxlS9g261/qdf/OrsfDE/rUSz0kWpmqKugimcUJQRovJOuo2z7t5U5bNPz1fr6n69GkPHnVOB1psOMM7nWhudmIO3MTrrBx/j7GRaVpX18f5hVVXTrht++atf3dx/Y4OdVO1ycXo+X7ZF6YZx2GxRVLAwRpsCLubL588/e/7xJ6/j9fpmgATRRW+dBjU/mZ4t52Pf2S4WujHSBr+NbCcnKnJI7AWXo3Vb+yalqpmeN9Ol85Cxk2VREgIDsLUSIzvXb1ZVmahWQ7dVBttJy+IgVRqmZ/MXZdVI1CBEqKuiOVuWz556O9LD/e1qFb775h1LODmZLJezmWoKU5EmayMAkqqN1mdz1NoMXV8Xt0+WxX/4Dz8HkZcv392++0uILcEUoYVUSUSlyxQlhiSg84PfaJVSipERQFHZtmVVs1aalGLmlCRrthBjSjGE4Lxz3sUUvXfWjuM4DoPvO7dar8dxjDGaQmnEbtshQkqJU4wpdpttjLGqKkKy1q5WK048n83qqqrKUkSstYRJkTyylpGYmROnxERkiqKsKh+i1rptW6V1NQz3D6v8DO26zhiDgCtZv3nzetttv/zyy/l8/uzZs9lslmKwwzAMQ05ajjEOw7Ber7OR8mDgPFjIZB8/9Ucfcx8Cpd7n1uaNW/ZwAkDfddba+Xye3ZgppaauJ3WdsXJ/1M+ZmbNKpcN2RQCyyehY5uVXTi7N5tiYootBEWVlmPuK8/l8Pp/f39+37aQoDAA4b7OXjAiUwpwEvk/wpoPx9ZBYwzEyJ20oxiQ7WiBkadm2VVnpccxyQu+bEsk5P449ERZFsVltvY2Xl5dVXShNh31CHgQ9zL/kUJa8Qco18azuQoggUBTFwZdb1ZUA59YTaVWWZUm6UrogbZTWRquykEKxpgRQVuWw7ZfT+UfnF9NJa629W6/u16vt0GeFuUueA1Bap5BS4kistNaFcTFOSVVVVdVNFAFFPsXIKTEDH8Vb5Cjtnd5Th8RKZM4BNsIgWe7QHsfLrJTJPuf9qBlmJJsIGEOIkBuIAEJIOTg8DyUJS2KQkAAgJdCIABpJs2T5R6Q0oWitvfeRWesin09UGYob37v89oC8vMMsy0prjUR6B/zIaRf52GgXurE3bR78wId7IR3VIA5/WZhSMHXdkP/ofcgF+QxoyTPqB1CAfG9q7zCsloFdH3DbD2N7ubSUaVFwPCj3A8OBtOsHvKcG5UgK5ShjfiQZ0GNwC+QgnH+N7/F9Qfgh6fowIoj8KNxYYBdktVsn9UEm/qF/mvPE/2ElIdLEB3Gp6IcAeLJX2Lj/jfpX6L2sjogo65A9CS+XxHKOyy5D8vD6QIbt3sOyrxfurBi7cySHCJnMl6S8pEpuMVPaJ5SoQzdv990Rjq/CH1zlP6jmIaJg7nPijtWDmMF9h+jLvELtoDUcER+BhikmYUHcB0mrxzhpOZoQ3bdnDydJVVXdNE1d1yA7NWi0adv2yZMnRaGRMEWencyIlB3tdtut19vVer1eb7bbLlNZc5WRd4B6SSk577pus91u89JJpL766qc/2MT7A8+/31PsNKRMirC633z922/LyhBBJihkshARiWCuPiBSRjAhUXbBxpScs9Za7zAl0CYIOhZXldVyeTqbnZwstCmt0Pq7l/+92149ffJVqZQhTYiJHUskYaI9SQkGTiGiJyyRClIGhAAJAUV2uUR7dz1F5iQsLABq022++fbr3/zu69E9fPT8pO/93f14dd0ngZp08OAjmCiIzFpiEDtEN/QSWUELCTEhRECWYF10rm2nZ4uzJ2eXm9XWjeHiydO6qYGQhRfLmQBvtpurq3e5o+usvbq6urq66jcb7y0gz07aqipQy7bbWD+EFJghRkgOq2lZas0p2mG7ZxwPITjmaIzsSZ3ZZCsAMgz+6urhF7/49fn5k7IsP/3sq4+ex5vVvUbdb2+HToCLppqeLZ8YI8O4XW/udvHNCCwxW+GJBImFeRz7suCTk+bnP//xq1ft1bvvVveBw3B6CilqFJQUvU09O6O6yIEIq8oYrUkDc3BuNBVM2kppVoYnraqroqiMVjkJARUJsHtYv/7n3/xVt908vfhk2s5ev/v1/epdYn97f1c3SikyphIh68cYHeOowBelLopCm9JZ72wcByAEo6EqcTGfVnVRVVQ3pm50WVGMY3TWOptiUMTGpBg9KkVUjmOvFdVl0CaHrZHRQISmUEZT9Ck4mwJn1KzRJScIKQafujSA3FZlsdk+aIUCMvpxO267bQfC2pDzliVFH7xzDlPwfDJJGifIdTfCtosxjFUNIJYwXN08xKSrsj29+Oh+8fDw8no7eNxSJfq0nZQlCLuhH4J3BAoxDjGtrfWshJQiZSW6EBJbLFJZaFMqH1NOvk7MkWPkIMib7uHmZnCDXd241Y0NvVtMKxByYxDx3kUkCWPyfSyNjoKj86GLxbJozid1W/SDRQx1jdNWnUwKosJ5sdv+5frl6u7u9Lw9uSik4VRAFNBlSVMaHXQcNr0L2zRdhrM5T2YnqTDRFLo0gJgJ42VZlVWZF3Bj0KqUUvQ+aDOasmQJV9dvJ+3gQ3Ju7UbvLYoGbjRxFT0lrzRVZ+dnnJK1dtLMPnnxxeef/4khUgR1WfTbzfrhfuz72Wx2tpzPps3D3dWwGQvyoY9u8KBiVevedr3rmQZTtQlLF/Tp2Ysnl5/X9Vmhp4pqEiBUoAuRKCQIgXjlbWRIgAxAwroqC8AZIRpdo1ZV1YjEEC0RMWPbzl88++Kjy08UCRL70CNSiEmAkAgSSra9CaQgSjXTycXF2ZcIVeTx+cUXRpuGrn97Np5ML0pzKlyAaEJEUTHGGEVrk/cNGoywAsk9B1KaKOWZAlRKI+XRZ1WUBQCkFHPLjYVDDN47730IEgOEGGMIPvgYM9SHE8cQfH5NJ+1yceqc48QAYMeRAEMI796+SSFOJhNjCgQASIiUK+W7UaL8WNwlZ9iMLCvKqm4aVHpng1QKQlBaF2WZAblZpWSjzXQ61YokpWEY8rMvA41Wq1U2RlIWQrl/sicMZVXz/UfeB/uTDzTeMbDu8CUZH9W27dra7Xbbtu1kMqnrWmudp98ODszduNcxkeLITUZEat9eyESh708M7tsmKY+07crDxuTKeBZ7KUVE0FpVVVnXVVEU2cWnlD709A7HkOUE78ZM5BhhDwjGqLopYySWVJRFbi+wICkM3r19+4ZIaaO0UUWJGcAhkpRWTd1sYWCGb779pqyKui4zSD2fByGmXZZ4dmDlfRGLoDGauchQCgFOHEmwLIuPPn56vjzNTkcwChUhoEGqlKp1QZAzuRWUOhIMwXVdx4EXp6fnT86nk2nfdS7FwVsbfe6A5UvFGNO2U2ctoZpOZ8oYIoVEiTmykNKAlBhCTImB93mEj22uHUcMBQCFd8B5gAygjmnfmhPJDlbZ+754v6fiXegiAuJj0mVuewLnVjTsAx2VVpwSJwZEBEWky6LWqlCkC2Mgpeh8PwwIkOmR2TWacmePVIhegHfJgke8+4ymZuYYAwt+UFzgHL66m3XLsLMclg5IdCAuHHaxSLvTASIpJjta4ZwautM4hCBEOyInHOWwfF/v7bloOUHjfXr0HiyOSEdq8BHyfWxY299KIr9/o7tjjby/JuCjBfMoLlT+aCvs0AD8QQygHIB6u8Td/Y9GCMJ4/J0PZ2cvFr/Pdsg5nwrzss27VKq99so6JSlFsCs5ya5oeZi52wlPwn9pM2zHW390dCJ+zxxx6P0eWmc/UDnL83UHRtxhRZY97nS31tNuYUqZnQmYQoghHvyKBxvpLn6W8I+OZcsHn4jsft2fdPxghjsrKwDaK5ydRUREEqcdABPxmH4OR5Lzg6GC/D+qqsqPinybAYI2ZjabPX36FAmIUGv95ZdfLJfnxhQP96vr65vXb978/d//4tWr14gYQnAOw468RyKslEopZo93dh0sl6fb7VY+dDg/HsYPPgK//0dEVGSMKYLjd29u/+5v/iF7O/O/RApV3n7s5x4zaWcn2mmHEtoP2GqAum6EZXS+2657fA6Xl8uPn81Vsblbv/3u22/W65ummJ/O2qKqlUJrVzEMAqGqG2MKAPJucHF04KpiptVUY4NAKHuu/d62TISoEKIwJJFEpL239w93d/cPQJFo8vDQ3dwM63UqalMxMvNoky64LEkSpCB+FDcEYk06x2KJJlDEHK3zbrmYXTw5+9Hnn97e3iuizz/7bLvd9OMgzLPpSTOpTk7m1tqu67tueHhYO+vsaKtCTSbldDqpyqooNVAeO2REJA1aEaAudAUCY985H4mgLLX3o/feh9ROSWsFSKSoaUgRcTQgcH1799/+6m8+evrxp59++vzFZx9dXJxffvHb3/2Tt7o0s+nU1lWBQlVVJPG4FWsH3oVosTCklAQSAgtE57xInEozX1QpzS+eLL75+na9Cka5QjeaSq1i9H4M0ShbVlCUxhgCUCmFzebh669/uzibaA3NxCxggkTT6RyErPNIogs0BoMPo7367nXH7HQRQF08bF66uDYVjLZDVc7aaTOpU5TECUsMHFl6gQKBCCo/Wo6xLIywaCVNpZ48mbeTyhhSRnQBROlhs47RAspk0tSNxJSsTUkEII1jR4iKONd0OIpGqGpVT0oRCJFDSMKgSBUGmqqOUSTZFCWGuN1ubm70ak3MiQh9ikPwnKJWuiyN0hyi884rBGEfXKxLXU5MU0yAnXPjOPY+CmAgSG+urgPT2VI3s9n0dFZMjGP0SZVU6mLC4N3YbTqLkKpSB0kju4GdKqdYGEDiElEDKNCl0gWZAhsxiTWgYkjakDIw2G61HlYPd5jg/io+XPOiMYoKRFyvtggRJGmDEohYVUXlQrQxGFB1U0/nbeJEKjUT1bY4mZi6MojGUJSYtptNv910Q/mROi0WWhoYOdVlXZlKlHWMmzG4yOWp0pPCtGlSIJSl0sVoo+8sKtK6KIt63wTIhiyOiYexL+saID6sbnywqEhpj0Jx0FEktApi6bwHVk05vXjylFPouo0wPPv46UeX59fvNlpjO6n6bm3HTmu1PFvOT2bGICcY+0HByo927AdGf3LaBDesHq629k5XJZiyH+VivEfNHz8tyNSEkFxArbSh5LxAJ7JK4a2PDSXXtg0zpqTL6oxMBSA7rjEhi4uppyQclTH6bHk+n89j8uO4sXYjEJRSAKWwAmGijC7mlBIhKmyW80/b5gJJFu28NKV+8vzzF+uirCfNuYiSHf9ImCEl1NrkpJHsnQTIjQiVwx2z3URrzcB7GtvuYatytZQwccl1LSKAWmGRE0eYk8/w7BBC2ok971y2xm2329wQ3K63mZl2e3OjUGml2kkrkmLymOvQuyGo3VhPrn/tNI/WpihMURQxHgwyObCyKEuVk1t3yRa77kRVFgqxLMvDtiHGOJ1O8zh9DiP5/pPuoG3+QGfvB599H7y6rn+4v89ItHEcc6RKPkgAYH4E5P7gBlCOQySOdjv58D44kvxr7uOxCOldjmhmDMp+7yTMMQZEMMU+KmaHPs5jWo9Y3bxl2n87yI2+7BIiwqLUk0nNXAByVVfeB+dSSGCMNkYPQ+/8EGMA4qKgqlRlpRFZG01IShWjtdfX18+ff7wLudjvnkSABfdO3ke6b2bB5W5k3ksQIYAUpXn+/FllSqOM55Sn9hGAmA1gqbQkSCKMAKX2wJuxV9owi9IKlTpY8giRFImw997aMWeZt+0kb6+ns5k2Jk+09sNQVNUpZ5wysuxSmQ6Rivu5rH2zWiS3WA65FRlIv/epJtmNk9DjpZirDykdqv4sjPtpt/1s2vHoIyptOIkI045cT0VRam2UUkVhhq3bdp21dtpOcwuUmWPiXTSRVi685+bLm1zeK/8QvLVWANOePXgobuykrTwOju2EU9Z7+z1/9ifuOdwQY8gWAWYm2LVKdkCCvVHycWO912mHmMkjebWvTwg8Hj8e7czlsYZyNDIm+7vpMCr74Xv2CSuHSTnA3c2yZzXI45StPKov/uPYgqPklh+YTjycyfc5EPufgh/tl3jkJZAdxBQ/VKMRSYI8tsoEw77BlotNefcrj1ZRecyqkSMgxvfjPP51fs7f/2U/FHK1R4gKCxzVzw5rU66MxhiRhHaaARQgko6i6KjLnDvgeT5VwQ9PrP0L0ImSq5X7MUNS70dy5QAzkUzwkx8c/zte67+Pmj18q5QSZ7tPfplsW9CFMdPp9PLy8u7+dhi6nLF5drb84osvmHHbde/eXcWYvA9Ka+e9c86UxvvgnQveK6WM0VErrfMSTNlt8m/mv02wXdtvv3n313/1Dz6MImlftBIBySYiIsox2JnKstN4R5wTAUzJNBPUJjfL6LNPnz+sf97Zy7NLArXS2iLYrrtdtB8r7UClrn93f/92u13PZieTSVsURdc/bLr1xvXz2eV0cjGpz42aGt0WpqFdNQK0Bsl8M2JNu1VJa9A6y0IBLm6v7cNtkFRpLIxORic7bqoSppMGGFKIMYAmYk7WdgjKFGIKqKoIIKYAgOH8Sft//J9/MQ4usBvj+j/9p/909e7VaMeqNl98+eVPvvwJonJjfPPyehwtM2vSBGVdncxP5sPY+WirWrftCRk1jB1qnDW14bYqi2HoV6t13wlpmEwQiEOUlHKqG6BRWpVNXQCXAmUMyo386t03b69fffvqd924/ulX/+uLZz9rq+WffPnzzz598c13//jNt//wt3/7N9NZYUpBiloTgKTIQ0jB8ziGcfAxstb5SWa33bu//Kv/y1BzfnY2dON2s9ms7GI2q4tZNdf3N0OKXhi0KRVxjEEpHMft61f27fXLk9P67GJ2spjMFue60POThTB13XB3/7aZlMuz2cP9Q997hHj5rJ2faaatjasEfVGDKarZdDKbTu0QUmQinLbzkJpuVEr5GOIw9ABwftaeL1UIKcVIIE0Nbavrutj2a2c9Q3q46xbL2Y++eLZcPrm5u/vnX/9uHLfMrLRGkhh917miKLbbcHc3EvLitG7qad+PMdjoYhIwumwnNaG2zmsDWpsYUoyh6zYZBjabzYQKncinXEFOJyc1auHkUwQAQCWRR6VD3VKwXIlSqhIIzMzCgxtv7m9s8LPpAoxul2ce0UzmZ5cXNm7Gu35wm26IdWPKSWFtTEbVZyez9mLownq9AR3ria6aCZLzYr2Ni9O5UnORtqyUKsbR375++0o4gkQJ0M7wbFG9uHxuBH0/rlYrTVBVRuuiKirURNow+7qEpjZqViWAq6triTCft5VJWqNSyphi0hbzeaELGGzv3LBarRSr0KUhpVk7m0/m0bMHDeWkPTmpZglN1FWaTYqqxYf11obBekuaYgrD2C0WJ0qJd9Zam2IEAGch+oQQq5JiHIZ+BLAkAK4AgHl1/vzyR37YakpVqdq66LoHThERbm7ecEzzk8vTRStB1jebs7Pl/NPPKo0QXdf3uprY0Nv7b4DCaNejHb78k8/K2oCWVX8nySOJtaMdV9F2KTgHA4fkhtS2ZV3D6vbrfnjZD6/vb78x5UeTkx8pXRtTkmlAt3YYHx4erAsMogpsZw1pKioDjIPtu8GZEiZNdbqYBa5yCAELxIgIURe7enpZlX3f98OYUjFtF5Om1UqliEpNvvrJ/64NzmYTAIocEZBTdqgVhBoVInOMiRBIEQDHGCHmRXj3tNdaA7D3/rCH2iV5EOZWhDFGGHPAe35ma6W1UlKXh+Iu7Aug1toYQgzBWhtDDCE5a4vSAIIptAhCYNwb+XJFVCEJQF03l5eXX3311Wq9iixaa2tt13UHaDtz3qPbXeI052Pe6b2UkvM+5/gfnvV5ICKHQO4I0QBZEL7HWviDZs7vhxEcYmayjFRK3d3fff3118aYEEKM8euvv769vc2OwaIsqqp6H8H8h4rOuXEXU0qc3jsMOB4nUdkAmRNB82nPUySHQEs7jnd3d8PYAzDuZCYDcIy7OnV2bzJz/s1u02FMFj8ZiQGQilJVdVVWpm6q6XT6cL+6u1vHwZ2dnX32yZez2en1ze3LV999/c1vYwxQ0snJ1NoxpsjMn7x49vz5J6fz0zyWUhTFYUd0hMTY9STzyey6Llcd8ghfU9dVVeUzOZ/P2afoQ+QkO9QbgUBkJo7AGfSMKcYIjAAxxm7ob29vo/WlNt77bd93Y++9Xa9WzrmUYo4b0VojQgxxGDtOEiNf3d7oh4fRjovlQgBNYfKPAAAMadeXIcofEeJRSiQco80gRkZU+Wf8oHVxJIAZ91mVMUYR1PvCx4GffBD/miAhpKNd8f5qRAB49erVuzdvtdZf/OiLfAflU6e0VloD4W7ijh43q4k5xhhDDMF1XZcYBDBHvyqllNa4P+D87fL7vXP5SjvWMQSg9uNlBKBJdcPYd12MPgbL0VNGeCWOuTeXGbMf9jzw+3ck71ShvN+TOGAmZZ/2KrJv1LwXnrmbPXys9fA+RviDjboIs3AO+zxUovBolm4XnRITHBUpflDvxBiZ04flnfczETMG/Fho8dGKtEum2Oc+Au9k7zFfYb80eJbEzCqDQnOoY0oppbquswNipz/27LJ/A976cQbLB/29o9ROeW/1/GB5zT6efWMsXzrMDMw5Yj9P+mqtZYcRFOZdbEgWeJwk83Gyi3IH0gE8Cul65Kg+XiF/II9rn1CUeQx7GM8HVbfdPXkYRz7UO465Dod7Jn/cOR0rV+aUUoSKSBtjtFb76g8pIm10UUyfPn3KklKKw9Ct1+v1ei0ibTup6goR2+mkqst22jacp97DOI6bzWZ1/5Bt43m11SoDVMxhBfl9Mvh4rv2PABkAmck7Xq9750aRlOWafqwAACAASURBVCeT8yedWa6UO3vZDk0IIMwxpZz3BUqRCIQgfc9KizFMBP2TCfPDMKbNllF1o/Pd2q+u0/3VcHHxfLFcOH/PsorxYbXZ9mOhtRrHzehdABRZaJ3KEjWhVqh2E8rZxAMCUcSjzoAKAUxKUdM0TVU77/wI/ZbtgMKlVqQpSXJ+xFCDgtJoakpsm7i+j95GFJ7P26rSpBkgiEQGUUW/2nz3z7/5a62qotagIqlQN8qU9fL0pKqKruvfvb0Knl88/1HXDShQFqUmaiZlU1cpUT9u+r5TBQBJUVSTaVPiRPnGOZciQxKtOEOQy0rnGuH8tCIEayMicgJhAWBSiCQnUljn7zZv/t//Fr97uXrx9HXT6kmriioxR1KgDSb2ikErYE7MwEnG0VmbvEv5MmZmbbBpqum0Hca76NbjVpclOWO2W+vGWGmqisboAoWVMop0YRCViTEJM2NKnoWrsqgXi9OmLZAkJb/d9g/3D+vNXUxlUTISVFWJUOacOq1JF6QKxMRJkkBUGopSeeCUImJRV21RIoAdhwQ+SeRmUtZ1Mwy9c8IpFUVkGUY7Dv1KGVU39Ww6Wczni/n5kydPnWdjqtPTcnR+tB4wb2dVDDIMcbvlugIRo6gRjpKCCCOIMaqqNAurFJECABoiXZQoikgrKlNUIaUYlFGFKpTRRCAiSZMhFRFFkwRvne191XkPnECQY7LMATCBxgjWRSVqMn9yari8v7+Lqu4c3t13kZ0yRlSjylJVkyjRj65jj+x6tqvUFR4nhtpSlVoSc0xeNp2ka5B4ujypKjw/P7l/uGUGhTrYNKvb5ey00dpuxsH2QAJEIuBDIENlWSWAsqx1WQvQAKnbDkNvT6aL8/PzFl3FFiGRNpNpeab0ZITN1gxWOEY/eOd568PQpU3hdaY8ThtdnYjuhnHFdw+m1KSQtAClEGw/EAI2lSaKSgkpV5Yx1gIAzoHWZLRWREhUsAaISrhArYhKpSvSs/lC2KU4jn3/cHd7e3fVTCab9fbN66vPPwtNsZhMGi3F6ex0MT3p1yvXQxJvPQD3AH500cctEDbNhKkegzNlebe6W92ttSpdN95eXS1PtsV0BonWD3fbldO6365/4+MrH94O4Q37bRfCGZy20xmEydVVv1n79cMYmYrKtGXdNJMQVte3N5x0ikoQXr25bieTxWI+m84VFZyUBBJJgBYJY3IhOAG5v1+t131ZTGMsoouAYIxWavLkySdKRVMIYgBIiAoINCoRE+OuksuJUVPubeQ92470u7uxmCjrNTzYBffcWQTA/VQMSkoHZm42mB2bdvLEQl1VeU59FzIUU4yRkIwp8g5JaS0iKj8fFe1ysJlPTk6+/PLLummGcfQhhBD7vl+v15eXl/nbjOOYBYmIlGWZ3ZK5fRdjBOHDeNij/USpqqpycMsxWeE4ie34YfdBWvV+GOTReaT2L9x7EXfNMZa+73/961+LiHPu4eEhNxXvbu9sM4xDfxgjzIVO+l6n8QM2Fhy8UvQDFqn8U7Bw3E8qbrfbqqoOCTTWjuvN6v7hzjlLRMboPFtxHECQRXrWPIcwlcx7qKokAjFG7yMzF4VZLpeL03nTNN6Hu4d1SnE6bb/88Rd/9mc/v76++7u//8Vmu0rszpYnX3315c3N9Wq1quvmxSef/OTLPylMWVaV974sy3z29jM46ZB/o7XOUjmDplJK6/U6W72m02keVgwh5ITEAwJhl20jECITgBCycEIJkqxzeQuEId7TDQkIs4vBxeBSeLi/UzrH4eQJf9V1vbXu5uZKKZNYhmE8f/JkcbrQWqfEh3xHQCGkYziHCO9H+CQ78RBl71LOBjneU+JYWBBF8jYkb9wRABIK5LzHTLNDSIgoIISPmTq5Zs2cBJgo+/6ScEIUBAnBPzysfvOb37559erZs2cxJkCKKaV8F8aYUtohHxF3tErYBZbTvopxCErVWvG+JpLZm7yLKtmVJLKS3F26wjsO3y40M+tu1Fo1dcFcg4Tk3frhjjmPQDKnlMesPoxLEXlEyr2n946ZfCI7wxgBQr4wvPc7QZ6RyyzHbfNDZeEwvMf8e/XeLlM3K5F9qv8jPyAfZtrpve+D2w+zcMy7w+B9M1COkPH7brOifDHv16U99O2oMyRH2L38sx/1DHdxjxgTR++9ypOxRMMwOu9TSqeny8Ioo08O48NHPO0j4+u/cizxOJ/zwBv8Q6+DUfJ70ak5ZBHph8z1+wklJYBZPe0vuR3JdSfG6P0XEO09KjkW6r1+62HNlcfw0/0R5mfbh0yMD74wf0dI71F68kX2QZTW8b9wkI4Hgq3eA52OhCIppeqqPDs7c946Z4dhu1rd39xcr9froihIaa0VKdRG1XWllEakxDwMg4hsN9vdDYl0oBF9kEP9wfT59y2mvy+bdT+IiESaSO1WKlCEGvehz4r4CFGSH18CyMxEKgIwImhNzIIQvZfITADVTE1P9GKJQA+DHVi6vofV9d3D9Zu3Z3fPnn/yyacfT1pKyQlsrRPrUSnyfkhCZGZlQU1tJhNDoBAEJTKAcAJMAigQWFx2S8QgqNkYc3JyMm2naSVuTNGBJE1AKCoGN/SxKBGS1tg0ZaFnNXu1uXvw3pdGZidqdlIok5y3zEkQmMfru9/8178M03bRTtuqNon7+WldFNXy7CRF/83b62+//tbo5k9/9u/v71YEqp1MFaHzY99tTqaGBbe3AztXVNhOm+lkXkCTkurdwFHKoqhrIM2mwHZamlIRQTtrvQsx9gyUoqQYRASBTE0XJ9NhGO9uH95ef7t68PdX4+nZdDrVpgqDu0nJzRdTTgOppBWGGFKElMC75G1KEaq6IGSWYAwul7OPPrq4u7+923abTdrVEFA5F6z2BBFlf3MxECljDCentamaRmlazBeniycXT57qArp+fXt7d3NzdX937YMbRx38OD89a5tlXZ1ypL5zKaqiLKu68lGl5BP7GK0AAbIwh8DGlE3dICYNPbutpFQWqiwpht19rLSPyYcxWDdM9KSuSlxQXVXBixtT8EJoZvOpGXof7kVSYogpI1WEJQcTVIoaQocQiZAUm0JpAz4EgQCYENForXXlrWiqyrLRqhACVFKWlVIEkoLvgI2hmrEjEoUQfRyH3qiH4JFQa6VDsiJBaUCtyCTUgYo4e3JxNnsG33wbYnjo0nbEsp42zVQ8JULP2hM6dB17O64Ha7exNwheUTR6ZgoiTIw39xvbD8CrxOftrDpdtkJ9iooAo0uzZjqdTIfVuB22gx8aU+X02hS4NGVhTAxRF0VpipRkxJFjqMpp2y5PTi4aHLTv0A8RQJXFSTk9mZdVre7u3Jg2EBlJGdR2iN3DujHt/HQ+m58HLARit+HVamVKrCdF3VQIObUVtAIumcUCgFFx0uwMKARQKCBAiKIKKrUhwFIj1aauqqYgSLaqazv4YbuKyT7c3tzdXXM63XZ2GBNC/eIjc7F8sZhOlrNlUzZ+8I48YxHFIA2I4xiHBE4XjTaGAQ01qjRr6NltT89POeH9zc394p2WujBTN97Z8dbH62H8mvGN4A3Lg3WOx6SKczTLJNPVKoyDCr4AVZX1rCobrfzd6ubd9ZXzvFxcTCaL1eb1tlejPwV5UZYnBLXCqWBgGX0Ua7vB9pz4Yb3ZbGxTY9cxSF+W09Pl9OSkqapG6UDKMwcgARTIUW1MKaYcNvAIpto3FlgEUBAkcZT0WFA/YLjzxE5GC8aYFCl8j9uUzZjyWC/fu290WeYantEmP1eMMcLAib13QEhELEyoEB4fcyml6Wz2+eefP3vxgkViTH3fbzab7XbrvXd+5xTNqZvee2aezWaLxcIYk9uAilCO4kAOuoh24/Xpg1mafMzHSZu/T/Id2c0eJd8HpX1jjFLq9vY2n0NrbV3XILDdrIdu6707gP4ONs19XuiHnOkP8M+HGvFh5pAPGQHMmOIh9mw+nx/YBs7bvu+6bhtjzP5Mrekw0pKH/vYNomx/fWzg5D7f/koQTqy1nk6ni8ViP9iWRKSq6svLy3//5z9frzsk/Ytf/l2I49OnT7766qu6brR+XZbl06cfPX/xAlET7oL+j3tcsCt5Y9Z7zrmU0mw2M8ZklIWIGK2zOMx5Pwa12skT2EUl5gw2FkAUlggMGhOn7Xa72WweHh7segMxSUoEGIGjcARJ0SNwURTMAAikTAjRW+dc0KYQxHFw09nMaF0UhXPugC0AEaVU2u3Odz64/a3BAvtQU45IGokU7fbURFnLAeaxzEMMIwAR79jnCCoj6/YXgqadNiAQVAgCKQWAlGFivN9yAbB39ub65ttvvnn39u3Fk4tDgmhidt6P1vrgWeTR+bg7guwYR1KUMwKzutNa79P/4XiYLn94zOwO/b3DnnlHXdj1LXNM1Kxo6rqc1EaSX91fCyfZxV5ErfRuUk7euyvhe9jvXcXqaNd88IEDiHNuGIau609PF3Xd7PNm+f0YzPdhY7m/98jNw6OJVgghcA6npV275xCrm89HLpTgvh2390HywWy6793tTh7vyWyyl62HRUaRIgTmozrUflE4GkfcLeBq13uS/VScHM0cSkrROpszb0Vgs9n6EJVSbV0BLwiBQPAwMLnP1j+iOfxhHMOHncx/q3xOSSnB+1NkBKBI5fZyihBTAkmHiGNmiCxJWO11hdaFBiaC/VSAUvBYp6M/ygP8QPRnzkhWiu9fN9l6oQ0VhWZBRMgOk0M98HjlPowU5s79EdUxN38TUR5LZUQyJrPyMIu57Es5Ozvrus133/2u67pxHGIMuUhmvVNKF2XlIyOS7CNMTVFoo/duYzlQ2rU2ROrf6OMCENC7J4oWKQRYKQXA33vfrq0nEgGFCLTOReIUU8ij4bpAThQjPzmfv/hkfvlxGeTG2rVAHDvoOthsMcXfubDaDt+1U9IGCWF2ctq200lTDyNYCyEhEWoNRjOCA2ARTyDITJJy/lhMtqASRaGQprJt508vP16eLu1og7dG6bqsYiDbb4f+Xuj2s89nbTWfTs5ms0YBzOrx6s0/eO+bBiZTqBrHMrZNJAVA5GwC2qy6l9v+Jr5OIbimaWfz05P5bLW6vrvdvn5zW5bFZ5/+6Gc//Xe//qffaSyeffzs8vLyt7/79X/5L//5889fXH709Ozu/LtXv408alUBaGdDt9quVitAni/ms9kEMIZom7ZUBphTigCAVV0VZR0jWBtSghAjR27aomx0NWl//NPZp0//4pOL/+2//+1ffvPtP93evzRVOJkXi9Nq6zwLa1UEG0MQTljqikoIlCbVRJi1GstSnZ0uP3nxwmiScJtc512sanV2Nts8+Jvbdxxvuq4nSqS80Q0LAUFVlfPF2eXlUxapmlLT9NnTHw9u8+rV1etXd123YokCcdvZrrPM1bM/++mf/uw/3t+Nr19dvX37j+3MLJdPlI4xdSJh3a1SwMo00/akUKXGQmNRVyW72y10k6aJ0a1WtwhcFHmgJYAwKa5rY4xOMYrA9dXty5dXs5PvIqcYJUbWSk+qqhuGoXcxRAQAVGdnzWJxujw9bZrW2pQYKNiqJl0QEltnnfeAUDemrmpF9XW3VgW07cny9OJksaynM2vt2zdvXr/8ThiKoixKZa1F8IoAFFg7RJcQTdO0VTnxIZIWXaCABYW6Mgk6VV2czM4+KYrb6/tuu/npn/3Hk7lJ0v3yH/+/d7fv+OaeNClTVfOT1XrowuggMoACMgIm0qQpq7Lq+4cQY3Ld7W1imc3mk7qqAAqtdV1M+vX48vVrCRisTyCgMXKMwRGBgqLUWlhSDnxW+mR6OjutdDH3HobBk9LTsi2K8vrqJjA3jfnRp58YnVZ3L1WMZVPXi2V1cnZ7v72+up9Us08+/tHli8/e3K62Kzuui24cTMnei3dsXSAFbQsxgLNx6LY00YXBqlKSBBJjAohxXFsj3usYotWgz+amOamWp2fzea1ge/vuzf397Xa7bqcNSKp04a0HBo36+t3dxemP5idnVXnS1vOCimrSrzfWxuH0/GOgxgZUlqEPEaDrRkQaO/vq7at2NvnzP/1fpvPT+1V3fbP+53/467vlu4uLj9u2qpq07d2qu90MrwNfNRNRulG8fXdz5+PZyexstUpGn7fTC6BiuZxOZ9XLN795e/Xy+vrd/Wr7k5/87KfLP/vsR4vrm+vXb39xffP16cnH58tPL84/Q4ij7dbrh2HsY4pFUVYTTUUbXHz75rv1yn76yY8W54ZMcbe+LgqZtLooFYhwkhgCAqEgaSXMAFwYLcAsOdidYbe7zDuznRpSSuVQ/qMHls452N75xEmpx4eyJI4p8h6WndtcuWrpnDsuCuZWgFbGaHW0g9tRiHJCZv7CsqpMWeSpdWY5OzvLlG0R8WGHhci+le12O/S9tTYfjHPu7du3tHc+7eFGO7tmbkRkPZb/8vDY/ZeT937wnYfMthhjVVeXl5dlWYqI9z6P5DrrFMLd3e3Dw4O19gP/2w+HRbyfERBjDD4455xzSmljihzQksPtaW/CzO/84GjzSchOxYPgz8HgcBQD8wH74YPNT/ZSAWCIcbPZ9n1/e3trra+qRmsdY7JWqqpdLs+m7clgoSjLumnbtp1OZ207rcqKSDd1W5ZUGNJa5zOGiEpp3DfoDp2ivEXJn3tVVYqoLEvnXP74dqmDQLQDVwAAKMo+sHgw0VWTmkRubm7fvH379u3bk6oqlVGIKOBSiJJAq7pUilSKHpGAwVpXFFXbNnUtMTELVFVdlQXsOrGSczaFE3Ai0Fkr0GHrvH+HQqB8Z0kEAAKl1W6DLkc9IsY95zqHABJwYBDJRflcENmNu6jM/BZQqJVm4Tg4hYgKCIEFtQatAIG9G29v3nVdJwJVVef7q6pr530I/ub29sUnz/mwLdu3NQ7a7+gi5AMT7+BXgz0jROccivfDirIEA2AAdYRDB61x0jRKKzetQaLtVyp3AJk5+sRKYrYPJDhyMPJ7dxzuEXV7l1Y2XO5srpCj5jeb9Wq1ltDnMaWDmnrsBu1XhhBC2t0Cu7DE3Go5ljNZL6WUQvAhxEx9e7Sn7UTFjoHHh+rL3j12wG4fxHAe08j/weOBCeRZapDHYs7Oe4pH/cYsngERNX2QHiWPmDjiHW8DFQCkmHyIZT25uHhaVbqqNEiCY/H+eHLpPQgh/EuXRL2DORJCQsD3fIAHr+17B7s/TR/4OndhnrQX0yD7RhkcJ1set8h2QnrvudivdKjUI1R9L/YeYam50fvehfu9HNfHJNZDPCu+V+2D3YHxY/DUUa3iYBp+bDQiPI6cvj8KeEjvFJD3wkX3Fcqc+gUATdM0TaO0OoR95coNKZV7xqRUWVVVVZmiyCs3CGev/zEf4uDeOT6MP5Da8nvkniRJDBGU5Kk9wSSSdkOhuFPLRLkfm0jBbkqZEyIrjZoUokJAYcoUdWWc4DrJtS66GMehd30vnMrJpNUqIVqA0fsQmZUGHzNjHK3drtdoR6zMbXSyqh+0LrQptDFIwJxiDIUptK60qQEKhUbpUqGWwGH0RpHRwOKFR0lOkkrRJfFCaXU33DSqqYpJ2QrKZtPHlLSGqoayjtUEQHFRU1kXRVn1XQyeOEWtWTOVsazqQmtxvu87v9kOAuHJ+eVHH10ul4uvFZVFcXZ+NplMFvPF8+fPv/zxl0ChnhT3qxvrcTKZpCR2GLebzlqLJKQkxlg3RTupCDUIKFQC4H3oexsiECmtCTCG5CMHH0AXenpi6hqaViYtLs+a+3W53oJw7LuQkg3RmoJQNCetSBlVACtJIXgnjGVZ1U2NyHYMr16+Xa+33lvSVgsVpqamiS45Zwc7oOKy0FVZcoLgWRlSVBIWMaCPLAhuJOGJRjRqYdQcYcu8NabILko7xr63fTd2XTcMQ4xhOj1V2q/WEFOyYx+8P5meEpF3gQqTiUHACUA3TdP3m2EYu35bllgUSoQARGldFMa5wJzGcQwJUhJEcs674K1zRBhTdM6F4FNiZgwxlUVR15Pl2cXZ8swYc3V91w8+JU+mACUkXJRGaZX5QZyTSSX6GF34/3l7sybJsis7b+8z38GnGDKzsiprAhpAA900I00vkumR+tmSzMQXmiRS6m4KBFAAasrKKcLnO51pbz0cd4/IrEI3KMqY+RIW4/Xr7veefdZa34p129zc3i5WN34K+/X+uO+D752juoaUs6ukthJS9D5P0Te1burm5ub6fh0nfwjBAwiVOEQcJ7yPr3shm3q+ur1eXd3+zc+/nM/dMG2+e/n9281mc9jaSi+umrppuZsSckIQCBlEIjlF1FFJNMBWIBDR2I+91cbqRJyJQkhaimFM6+0RszConHOkRPQ0pSAEprGfOBMKkMZYdXPzxFw11Nopms1ms9t0Nz/7pK45+d2Y1v0w9NN9W7dp6hbOOFEpXVmodK6mTEnBFy9+9sXnv7z66Dng62+P681Rea9SjAhkpNDSNZWgOMaUQ+L+GKxSjXWgJKvEimzrJDaKdfZJktBSXM3nOnubJwFv/XBIkz7sD30/EmUhTNM4bRSgPhxDTjEnMU3ko7i6ua2qOSSw9bJqxwzi5mYZc513ccpdFtaZOmRazmcfaTMMg3XaSh2Hod/d97t1O1umwLvdPkTH6Ptp3U13Po9CaW2tEirH4bDfbnGKcQyhauqa2HPCaTrSYfjh1Teb7Zt+3Mc4vH33jbV4e3ub8s7H+/3hjZ+OIfTed0KKmP04Dl3fjeNAjFIZBnXYDetNRyRU/TSJzWE87vu3OojITknhbGV0I6RkAgDSWkOxZQrKlICzUkBcGryL2Rs5ny1ep216LnIKogBGzgUhJ0o+DwH5tMqh4sG53FhPqXvmi6WFHqdokEsja6EFFKHptAcPkMvdU6DCgmDhcn82Rl/yhJmIiTJRLLNfCEUvmqapsDEpJToH30rYr3wQQig30+12K6Vom7o0tl/si5cyugsi7nJzPM+NP7FuEUKUWERZelpr27YtXcE5ZwEQQogxMJFzVin19u3by632jBNMBIgMZ6z3Je3CiPj06dPf/OY3RHQ8dF3XhxCsdVqbnHPMyYcwTdM4TUUEq+t6tVo1TVP+hLW2GHeLibT43coW8Bkcwo+jgJeHf46KvYfPA0BiDiFMk4wxKqWdczFwLstbBq3tfL74+PnHr95k5hMWsqoq55yxtpwlKaVS8nIOiQgF4CNySXnKCmWn67q+75VSdVUVrY+Zy1Y1EhCxlIqYZCmNYJCIulIISMDCaqVNlvj02dO/+7u/W83neRizDxQjM0/RR8pCS6CInK02hSGnZFZaKaWZkQEZBaK0WiEQUxbAElEKpJT8NFLOxdyIAjgDlvcKlxdpFuK0Yk8Rz++Fc03feUmZcyLOwHRm/QPn4ogS4f2XGQDmXEjvBbRIJaVZkk8AMA7dNHYCSQoe+o5SKh42KaX3fr1ev3z5Ukk5Tj6fh42L6sEl+3QWmXNOGmx5ueeUUkxKyoLUeeiHzJmJhBDWmqLNGa2cs9YYBCDKQFkJbGsnpdBaffv1V7vtBhGtNYgQpqnkhJ0x8tRQgpTz+y0L59nj4RUISpya7D+Qu3PO0zSO4zSO43hcW+veN6ydRqacizwLIUwpxcfAyPPW0MMsVQwO53kvxlissO+dOqXwnInls2BYbLrA58qKh0znpWP0RzKmABZnmMWFrPVAoDlfDcol4ry5wCckKjPlTKfWPyrcHUSJKIiAGJdA1nxcV8YalVNAhULiyTBaChfhHLSDS76Rfzyb/OQgoM4+AfHj77kk3E4jz2MDITyYPx/X2z/8+Dke8GAaKRdJxMfuyAJ0hkeG90tg7y8RtxARpcg5Pxg78cOqR3xoIMQPEJ2Pm0aYS30Kf+i7xQ9bXH+sluKZh1smVXjIlT7CDDHHGNtZU1WVlHKxWC6WC2MdCkGXVNrpLsIoQICQUlrnyr2NKQORVEpI+fi+9eMg+L8YYf/x0TMCQSJIgBkwl2wt8Sn3BbKYlhlEaTLPQp0QYUQZgSQKbU1T26apkBQzAYZm3rPYhaTrJgGFaRxikErVs+sZomkbYx0iZkCfIfnIU2Qb5bE/rO9pv51SoO16bZ0xVrtK2UoDUMwhxli5Zj57crV6IcAJ2Ui0kDH5OPYDUxSYAQKiBxiZBLIXSMBiOIT9dupWPjyFEKYfXr6dxiAVNq2sGqxbEFZoy1WjmqYyFU0TJq+qauZ0ZYSZfAyRvO99CErxctWsVq11wvtu9EdjdF2byfco6NlHt6vVIuaprivnLIhojR38MAxT13XEiXM+7KcQ+fpmMZ/d5gSQCRC10UxxGvI4ddpo52xZ0mfywxQrURnb+NBtdm8cfgPCX9/MhXwR03A87na7TeZsDTCBMdV8tpzNlsdDl9KOaIoxVZWbz+ZEqTv2b97cMRGDR/TKGC1AgZot3OTTOHghoartfDbLOQGCFFJJmyIcj+PocxWwqmns0br51fLT3crH2O27tVZaCRMF5Zy32833L78+HsI4jcYiyhzT1PfdOB3HscsxruY3RDz4XgnNxNMwjX3vKmiaen/YDuM4DBOzyBlDENZqbay1ruh4KUcEVVVOW5cSj2Ecx4Egn1JAlACl1DJTkspq02hdCWkywTD6rh+Zg9BMIK0VxlghmYHHIXgfog8EFJI/dIcx9ClHAWi0lihzzEM/BB9TAKXJWSVBJ8icKScEFta4tmm7zkw+Bz8IoVKC4AEg7afIofvy819dL54tmpvV1dP5vG7C7Pbmsx/evA5hra0RwkplCLAM+toqoWQmkaLyo8QogGsJkMlHn4PnGDCz8KGYaujY530XJYurWeXaWQqj5xyYgGAYBpwm1zTSCACoFws3m00C7tb9u3fH/W6Qv75Sjic/BVaH4ZjCaIVcGn3VVB4TgMYJkg92kLdq9eXVpx/Pnzkzu6n7d6JOwVDQAgGzMLKRBhXGHhJnSoHHgXOjJNeZbrLJ2QAAIABJREFUgqBkhbBuKbFCNAwMlKWkyhoDSfh9f+z9oIWwQ++FNI1rhEhSmaqupWqI+mnogHV39OvN8dlzC6qinJRtm8W1tLZdzvuJqNv0USQw0tSJ2Tq3nC92203fH9Zv3oU0rTd3w9TfXGvgaX/4fnNMQnGGMKYtC1am1XaGjCkNAEM/hCkEJa60WgTdpxx46/kQ7969nOIBIGkN6/Xrvj+m9DPmmPJxmLqcppSHQ3dvTC2kSiltd7v1ZtMPkzZWKrPd7lGo1eqa5HrXj3mfttutM3bwNYKY1avZjK2sC7lcAEpkFJSJiBIzKSWRiRMxJwCBKAG4AAkeWzovzImcTkhj4MwFckfMeNpfPyXAqEgXRTfjks56HJM78QmZAC+wuYctRT6j7fFRiuYhXlLUQClPNbznHejLJnqJ7kzTlEKIwZcBr8BLcs4hhBLhU0p1XVdVzllTqCEXgHuZix5vel4chsaYx+3qj/P5Z84NnH1ZQimlpGQArZQzupyEQihVSh2Px8svKdvZdNomfhSdeHQvXq1Wn3/+uRDCT8H7kHOWSiPg5KdhHPth6LquEGsKCLSu6yL0CSHKYZczXyxzl0o9fp9nfw7w4yNHrvyg5Q8QAURKOcYIAMZYa904dIWbUAa8tqmfP/94d1gzZWaQShljC3+7yMpEAkBelhxn2Ygfa4nnirbQ9/04jlVVaWOsMeWRnrvmM2UGwMxUqCmUMjNLZYFyZiYBwzQGzovl4pe/+MXNann/6s1hfT8cO2aWQUZKQqswHSFla0157NYYRMEgiFEqBSByLt0mmGI4gc5TnMah6CRnPAVQYmAQEokz5ZRzAiQh0RiTUyYmgYIZS9ysjANCYKaUcyqdVaKgU1J5mctMZbo7MZCYIKV8gSelRCmnnE6bEcT87t3d/d3bn335uRI45VjGpSIKxRjevHnz8vvv67p+T9O+CBeY4VFQtCD6i7giAKVAKQURAQMKlCiBOcTAxAhsjFJSSCG0Vs5oa5RAZM4CoaqsBEgpHva73/7T//3q5XfL5aJuaibabrd9dxQCb66utdFCFqmWH7J7hVtxsqE/lFfrC0fjHM9LKeVcdndO4/dwlFLIMoZcsJwl5lpwtcwQ05QpXS4kZVyQ4vy/DDDnQF3ZOqKTPPeeJC4ViksC7sNl/3sre/jRdPP4A8EkTiZbeNTuIfABdpLPk+Vpz4spF42fiXIqmUwkpnx6OyshNYJklMDzyqjKaqMEUQLWeM4BYnkj8qPg3YnzyX/pgP/FPob3Rp0H9ue/4J/kEtvls41YKYVKPk6XKaVQKETOOQEzSEQWQHhR1Utr6V/fG45/ycLB8N/y3+U2o4rRn87llue9gfNNyLVtO2vnbdNKKX0IF0yZdRhCKkibx508TMg5//Uu1v+ywxZwNghlAAKkMygXpAIAycREpwA/Q2aGnCnn6JwmopiCYXV7e/13f/erytXWSqV9H/64uDm6OqXUd31/PI6uelbbVWNXSldANE2D1gFgApjGaRQyM+qY+Hgcvv7zm74/XF/Pl6sGZRYqo4j7wzomL7Vqqqvrqxd9Pz69Fq0zUmgEDSDqWlEecuq0FYuZAQpdnjL5RIEoXy2XX3z26W9+/TPA9O7N3evX667LN0/N04/a5U1VNYmQYh6nOPAEiY1zMzdftc1142ZOmddv3uLkLai6aQFUZnnYr3/3+8Of//zV3dtNUwlU4267fvvu5Q8/vHz79mviMMUeOCJS13WZg5+mfphmM8OM4+RTgpwRQKaYp5BSTE+eLRazRmL16u2rvu+kGqxTKAgAvI/EkBJ57zdv+Bs6dl334sXH/8N//z9eXa2+/e6bf//v//133307doEiPP/4+le/+Ptf//o3//E//gc//W6z2fZ9Z4xaLpd13Y6Tv787pshVw/MVCMhEU8p6uWyZRAypP3ql1Gwx10rlTCFFAJlSmnycpkikui5NI9zcPP3F/IZJZ95N8SUzoQDrFGDo+rvXb+VxP6RMQsjf//6b3e7+fv2GclASrTV910nhJSplOMZxt9uMY//kydXzj28uSYCUIGdmTkxSSTBKCqGdk9a5djZHqWPK9/eblKZEwR89n5PcKJQUdeV0VdXa2D9//Q1+/Y1Usu8OZRXkpySVtFalRNmnlKL3kTLkDADZ+zwMIf7jcNjtP/+0iyHFMH764vndHY/jDmC0RgDwNAVKYJSxSgPxbrsDzjH7y1VQACPQ4bCbugOkvuuunbIQ8bjvnt4+fXq7+vzFL7f7zaHfzxaVMcZPqe8mYLFaXl2tVmGahsMBsOqP0AXfVgtIwo9eaaOxrcwqMRFNlAPnapq6Y4eLxrl22Szmr14dQopoMBGHCETgjJJOg1J9COPucJj8t9/v1psxs3p71/kRc0iRVTexH+KvPm+uG6PGYb3ZpsQgzTRRU13NZtf997tX49d21UZODuSyXd77rnXu9mZxfdX6OO7HvQKngDJESIqijZM97nyOQglX6VnTzK11IY77491xd9d3NLfjXE9Gn/g31tnF4spVi1ev3qWMrlo+eXrVttgd0+EQX795K8QfV4uPb2/JasNKudlMOHUch0M/Hqc8Jc4MkSEkWm935P2bH968/P6b9f0747BudbOw3eF70DlwvzluqtbNV3PjRMgYMiayyR/9tGtbd+zDbrcGihIX1l55z4ch+NyN0w5lUgpjgr4fu+PUVLWQHMKQgretBDh03WDcXCi3WW+++e77H169mkLQWitjcs6fvPhE1+4PX//vRJRT8j6tFter5Q2CfUd3RjbL+U1bL51pcwKnRWXkKbQBDCCFRKUuRjSW8mHSEwJPdD0WJyjAQ+3TmSPAF4vU+SNicaqQKtvO4gQTf8T6eojPPYRHTvu/XBYrZz3tojgBQM7EfIpKfbD8KD6mMtuUaafg1C4hixhjGW+K+lfmorp2l+buQhPN59tiWVdcjD9t265Wq/1+/7j/oBQDXvaRLzNtaS1LwZPWZcd4mnKZ90oErsQxHndCPMR44Ex0AIBMWpyEg9evX//jP/4jIl6trpfLVdu21lWlmrec+Zzzn/70p5cvXwohdrvd999/772vqqo8ZKVUqXQqa4ZiNPXen8uMH2gIMaaSHykeSynVJe7IzHj6cSdQ5sQ5nyymKWUplFImxYRAzqm2ba11IfQpldoAJYQ6Hrp37+7aZmbtAtFcjKalWvmymi8jd1FRykEqpcZxtNZaY0ouMefc9z1kyDmPIfiUIpOUkmLimETmFGKIMVAaKE45Bk5hGqeu69bbzbt33W7PRBkyCxBa1wadlil5JhQojHPAGFOeppAyxZi9D6vl0io1DaMQwk/Tu9dvtTVSiWEYrDHFOUWJmFhKjLl0HnLKHkoyMFMmOkloLMRZzCx1wZnyNA1CFVtm8mNCkq5yKaaYIhFJoYjZT1PKuQxdMaUyCk7TFGIkxuPxuN1u7+7u/ubnX375xafOKQAubtgQ4jhOXdeN/aClLEIWCkHETPkk7kiQEjOxQDRKtXULQqSctRJXV0shhPdhGIZM2WhTOQsMx64r+iTn5KyunRv6Q0opp+SMipEqaz5+9mS33Xz1/df/7n/7d/vN61ltf/k3n7179+7t23e7zabvjtaYq3kjDEiQnJIUl1Hu7Oekc6ZOiFy8ACki8ala7bxvpBCkYpZFJyujbPqAZ3t6h+LpndZUFtFeiCmXngY886semZ8RtGKWP23mFnQqRPyRRPSQiSP+4JMX9eiCcpTneQ/w8RsTi6hORJnwHPtUKIAppViQP8AErBBBohBUGsBTklpJqYTUidBpqRQoKZQQxH8xl/f/kc/5AbHyQSw8z3viZKY8Te2E/EGLaNnhOom8xI9LUYu8WdJ0zAQ5F6gjEQmhygghBPHJjK4k5lK+cXJwXvZk8EfK2vtsrguv5V+czX5UtcEfGP0f75s+bKKcyzf/Ut/P44tgAabBWa601jZNu1gsjDE5U9/3DBBTKlsCQioFgkvJEoJR2hijjAZiykjwKMKI75Uf/tcm+BhO2w6nOzyiKDUfTAXSiWc756koUhBzZgAUIKD0bhy748sfvnn27Kmt22YhKmHmK1e3fDgSZbSmcaZGEOPUi5CYIOXg6qwgSulZCBCpLBViTH2/e/Om7wd3HNrbp8vb5WK5XCbeHA5jyhmkYexC3H373e+t3M6bj5/cfixlRDFqE1xFVaXa5vr2uu37IYQ+01wb+Pt/9asvfvbJ1XX7D//0H+/Xe2PtJ1fVk4/q26eVdTFzCCnEnIyQFpSzjdVzZ+aIOgbiEEJITGCcdq5mEFOI+/242b4bem+E3XfVV3/8D/d3m/XdervdZkoheh8nwgiShUCCLEQ2llAkYhISrMRMcb3ZeZ8nH1MkpWZNWwtRI9sUfYxJCKm1FGWzjGX0GEZwSlpTe5WVrI1afvHZ3xt1/fLbw3EvNuu77pC6Gdy9676tf9hstjEF63TOIcRxs32ntd3vuuCz1logp5QEEMVIfrDKMJMxkiojlUgpC6GUNtraEH0/9DwMKI1Qxvvp7t29kFJqZJbW1tbZEKecU1kYhbTf7dMwjMxCKTUMfUpT0ygmdNbWVYUsgVmIzGJKNE5pO8a+n8Qw1tqa1dXVfLG01gkUTDxN/TTFaTo6Z2aLerGct7MmxDgd+kQDQxAiM6DS1lgXQohJZULM3A9j1w/D0AOQkpIhCwFSaOYcpsiJJp9CyDlnrUlrqZQGLRAopRzifrN+JUGmlKUQTSOHQTPLlECoglxDKbWQBlnHSN2xj3FyFQolmsoJSQJRorDKgKHE43770oDCRgxHGvf9cbtEFWvbPlk9rWYaFfjkZ67xPkIUkgzElL3U1VxqRUxpEkjcWBRaGLVAbpHy2IfNbhxHtT/EzBp1TWinhGPILERdVVpAHuI4pqMfK6lIx/Vxp5QJCShB2y5ttQRR+RRCgM2h9zEao5SUGoVF0aCaPGeKK7WssKmzwyF337+5+yGpReVUfnK9itNWG5Ygo09+Cn6KUmhrG+SYYjruptDzcTdIFE2Fko4KVaVF4yBHTiGhTEYkKUhZzTkHCimJEEZEFZMHNADp0G0TqXZeudopOROK3t69PPYHgTKlSDnG5Pv+sDm8fLf57u39G0EwjX30UyWMyNTvjmFKVlmrwAigOKzvOjsDWeeUdzG7kEGaSkkjpFHOAo8pYhmaiPLYH4fZYZ6PjIAiKpyqhkOMKbGzbXZqHGh9101TH3zfNMbZRkkQkACGlKPQXlmPqhsOawjCUdXOZsN09+ZdcK4pL/IpjG/vx+3+XgrnVNu4RQjTVqyRDWXhFFZaKK2FFCCQS15FSiGlEErIgnPTUkosdaqF5i2UQCVQlHQUn2xC9JDyOF32L8kEBISciTJpKBhCoFNFFwtRkAwgBPKJDMgXynzpY6Bz2uIxRfOR0+SxAIY/hqUV1p84dzBYay8g+8L6L5vISgmjdZG/yp943MpQ/kkpq6r64osvEPHFixcppWN3PByPfd9fVKYyUuacnXNlFIwhpBhLn2H5hRdC26V99zxPMjEhw2Nv5/u2GgaAYRjW6/U0TeMw7Q/HYRiElNZVbdsuFou2bYtiOU1TCbyN4/ju3TulFDEPwzD5iYi22+1+v2Xm58+fl79yDuldqHKMWPDgZdKDy0NDEESQUvYBxnGUEq0zeH4GiYGYOXPOBbiI1tmc0jCMMcZCpyxjW+GNl2m5fKbojY/hqJckZOkfLmm99XqdYiQqVBU6HA5fffXVfrsPPkhrInNkQkTJmH3od4eckpSyns8CkucUOSNTmqbjdvPqhx/Wb98BkzRSaAlCvHh+O28WDFAqy6WU6/X27bv712/eZeKyh/3ikxdSCCXE4XjcbjbRh3HoU45939d145wlKhkm1ErF5HOOKCCEIeekzWmfnbhAnRFRnGE7RJQYSEhgyESJKEZPnFGd+zwoZwCRM3k/lcXwxVhY6hByyono7u5uvz+klIKfkEGikEKeQ5uYM3v/oJ3gGbUCAkpm7EyahcpVy8Xy+fPUD1PKpKRaXa3quo4pDcOQU9JK11UFAEVrbZpaIFbOLhYzotg2tdEqp0AppjB1h/2f/viH3//2t3dvX3/28fVHT68lZD8c/XDUgpezunLOGlSYEQgEC3Ey+TEQnRq2z5TOc9IRKWFpCCd8zPt5vH7lRyGyS6sdn4g4Z69BSX++32ZX9lgvrBk+twCcfYDvNemd36JnZvHDCAeP+8vfM7Q/zDiPsmFYxsZ80tzK1fXBCVpmWkKgMzAyIwBgBkkCgZFy0VcAALJAFBIkCqmFkKK8qStnK2uVLLR88eDdLIfNDxMRAgh+1PX3vu71F/2c/1yJzft+zh+3GVzO/WUq4Q8ugae7BhBRytGgFpdWNYbyzgM8Jf8+pIO+L+M9tov8pUnv4ma9CLSPoJQ/1dP3wbD3yL7JZ2PnZd57vMf5cIyPfBRnf4W8MMHKHuFqtXrx4sVsNgfAvh+kMgwgpLrgZKQ+WcaV1korqRSfLqz0QEb9UZHrX59ffxztO1tcgAjyyRwuzi/qYmW+vLhPA99F8xZCMQtmQJREuN5sD/270e9Z3taL+WwBs6VxFR87ZXTjVnMlljHo4RhPCFChzqXtoC1qi1oJgUJrVTVIPPRDj6p/8lFzdd1++umzxAeU47HbS+UZu3Fa379da9w9u843NzOlvbX+5sahqI3RlWuY4jAd/FQrLVdXi3/z3/2b1Wp+OG53u27y8fbJkyfPZ1c3drYQGfY+Y0icSWoyEqu2Whm9QK72+zEMB0558pO22tZorEpE5L00OVO3O7y7ml/t9vCff7857LrgAxMnyv0wHPujcco4Y6xBJmNxvtJEBJG0KTHwtNnuxyFPU84JEPdXV9jOKikqKULKE7ACFohCScUscgIkOatvP3n2Mz/Gum6nURl5vVqYj5/9ZuyshG/u71/vt/EPv//2zZu3PuxTjnVjvc8xjetNL6UJvqyHjNaZcmaCMOYw+ijHFFhKaQzknHe73to4m7VN2/g4TVM/+snVM2MtQxqn/n5zlykKyUpJ60zII1NGQYAc0jENfYoRQRIr5uicmNuGiCpb1VUTyz0MmGFK1GcYWQSfhq4/2sq1s5nWztpaCU2J3rx5dXf/ruv2QigUylXOWB2yT3mSkowVjgyz0KbWpibqQyQfkudYfGLGCiUBIEmFxfIRYsoxjRS6PnkPwLBcolXKKqswWVPwY8n7/bt3TAR15SpnlSZXi5y1MlkZabQGUpw1ZQmYfIwhjYC6bqWrHFEABspslZVVjBCG/t1RVprr7sDjYewOh8VVpdA8vX5makwchnG4mq06HHMCDghRKnatu27djLPY3e9F1br2CUHWSqdoUArKQ99DP/ZDHxkUyiqy7H0OhMZoUzuhYaQhTfE4TaQNctx2eyutEM5ZN2tuZ8uP5vMqx+3oab3rgOlq3jJRmqLxqQIFlGPAq2ahsIIJrBDjsdt1d9XNTNzW7UzP24plhJT9kKfJp5iFkNYoZJXD0HXTPvbjIVXWSEJIZBXMKmxqzTUySUBShExCSq2EUFIkxuNxOHYpc3ZOaiuGaY9Y1bNZ01xJnDGr7f7V3eZN8HmahpxTyqEfDuv995vD92GMBvUo3X69qYSthNUorLbLptI2E3RjOvbjRljlFs45IVUmGjmD0spYITVyFtLLmBMASKli8iF2xEdlrFEEiDqq7Z7GKTh7tZhVVuJhP6zfDn23v326XMyIFqy1ShBSnlxFy5U4DLjvOkYwDubLxTTu9q+2T598AgKV0MM4DP2QUjLKruY3tHgqBGcv/cQ5ouKsgQu4C6UkYiGlUlpbJ5WWUkmltbFam3MxkFJKK6mVNGdYtAQAIRnPmPRzEF08LFuwGBSZ0ml5hVx6pQnPtD4BBQnD+dRnC4WlLhEECvkQhmcmyh9sPp+3Ux+ByB8lwRA/2Kd+PGtprbXWRc0rfPzLly5YlwI7OTkzpXTOffnll7e3t8MwxBiLhbLQQQsgtKSLC4Sz7/u6rgGg1EVchsnLwcQYz5FIFPIitD4spC435YuqdkHeHw4HgfJw7L757tucSWtT1/VHH310e3trrX316tXhcHjy5InWuoy4/TCEGArcMue83W73+13R7h4IAu8VUcCjz5/OoFY6ycx8alFKMQ3DaLRWWiHghRpYTikxp8QxlhKIqR96onT5c1Xl2ra1xjCT995ae1k8EBNnfhwhKRNIMR8+7s8oGuw0TV999dXL71/GmG6ffwRSZgAiskKFcXz93UtKeTaff/bzL0ELQC4dVKg0MR32+7t3bxGhbipldaD0/OnKWsPMShohNQMej8fvvv3293/4CoWyVV3XzTAMwGy07vaHzf1aSTn03TD0IQYlJDKlFJGVkBo0p5wyRUBOMVLOAJkZgMr+hTjXVjFlyjnH5BG5qm1KISafKVAUTBhjyKUcnYkyp5SL2skM3oeC2xmmUUrFxOMwbteb/f7gnEMuKadHsPfz1gl/OKwwPg5YoUABzjkplbX2fr0d+lEIebVcLJZLQPTTlFJERuccIvpp4UNABAR21iwXc62E1coa6f0Y/bTb3P/5j3/4T//4D69/+OF6Of/Fz79Yzquvv/66P+6AYuNM29bOWaXK/hEI+RDMIqD3EPmPCgMEFhzjo/U4fWjAE2eD4uPP4/saFtIj1D5fGsjfU4FOfXeIKE618B8Q7AGAxaXy/PylB4jK+ftLzOpxKOySCHuAgqbTKvlchc5ndeiCUkYo9sZc7AtMCQQWP93pmkxUtupASRTIwJSTtsZZU7lKFaIRykfyJZ76BeHRSPs+Nuonx7zHA4L66xyLf5WgJKVUWmmtL07O0zOqlESVEqQxKKVEmdZRIDEylJsVgPAhRkoG9UlQRIF/Qbj8Z7Jql74N/m/l6uRHvpeH03puQTXGtG27WMwXi0VKSUhlrbPWAUJVNULKTDmkzMCl9FkoJQpgF1EIxIJ+xYty/v/fQTNwlkAKQAlkFCglMoWHcAIBMShdijszACippBIpRQCyWqeUM+XMfLd+t7yhz4SeLV3d6kxT5Vata1r3zOpFinoaMpABUAyQeM9yC0a0M22MSxSFqm6fLqtWCckpx5zCfOGUQgaom8ZWbr17+/rtt/d3m6baLtovFwvRLhnEzlX+xactyF+t19ddN4SJ94f73m9dIz96/uSXv/rVfNFsD9uvv/6zsubjFy9uny5UlZQNib1xlRZoKjuOo5JaQD1rbwXUu+30pz98c/dunWNcrRZPnj5pF/O+7wY/Hrtj21a3T9uQDn7c7rsxU+tjsM7NZ4sQolQxZiCIAEIpwwx67hYzN47jOEyTTxJNziIEzilPIwwDEe1zRgDlTIsoptCV5nROCNIxCU7Yuvb26ssvP/vN848+Gwb/7u369Q9dTnCz+mLxb55//PzLr/7429/94f/abF62c/HRx1dtW2cQk+9SSgBYO2WtdC4zo1IoFYYR4pTHLpHNEo3VYjju9/tpGvtZq65vphvOQiWhUvb93aaTVn65/PyXv/68adr7zf2x3yoPrlZ3m1FJuVgu9rtdiEFKCcwIBExtWylZqq6ks8I5cM7krFJKmVLiBAgFQptSbJtZVbVaV0wiJ4wxKtXWTSya6uHQW2ekFgBsjLp9cjsPsR+C9+QD+ZBiSOMQuyED0DRx8PTkqVEKEEkrKZBSTN0hCmCtWSGAAgSotKu0c8pmmUAwIvkw5pD81AHAetgR5dnMLFbOVXUMvTHaucaPNPY5hCyV0VohxpiGmIRlAwAxpOgHrayAgOCNcil2u92dxmVdzdu25Zydcc2Tj+q53h22YQyLejGvVgLN5KPQql0tXnz0+fXyVgu3vtppAKfksTus9/fdoXv6ybMX9byZX/35m29SmhLLzCqRTCykcdqhsibkMQFfOnQZ2KcYfTTg58vP3GI5Wy2/+Ozjt6//9P23U9fn5axeLK+nKW7HaRoH57MCrZWrlYkhxRCvmqsr53yw3eF4TNvhQEqB1FoJoQRYazPTFDzKrDQrW2IG4CqoK+kqJSACTEJOWkl2MiWTUvIDdD1IlZxt5/MmZrhbHze73fKqtZVtl3XFMAwpUdfOngKkaexSHGOCYfJv796F4GPy9+s7nzYkDlJohgyolst2WS1aXWsQOQw59EZD4qwgta2az9x8VknHCXLi1HdHW6FUeuj3FMeY0uQjCFs11bHPIBPIabZySqtMBKM89gCZk8+Ldnk9v67V4I/KdyINZncXFHRPni4DT0M+VrV2VVyuYLOP1rrFslIaQkgx0ma9f/fmMA6+73utRV1roxRSNBJurpZt5cKE67tj3/V5HDORscZYJ6VEqVBIVDqf8gIIQhY7kxQKUUkplVSXee+0fJQg5UmnMsY2bWut01orcxoahVBVZYUUUmAxsgFDaf/iy573aWyjC645pVhShecVB6WUxJnNcImE0Klk+ELvA0QFZ5vMJfdC7/coXMyWF5GtIOjLdHeCzjNfBJBLq55SarVaLZfLMm/ElFJORccrZrm+78u8t16vt9ttjFEKdXd3dzwei2nzUlddfqrv+67rYgxl+C1fKkPdxRR6hmeqQvku8BKlVDubVVV9v1kDYDnnZfiJMe52u67rbm9vr6+vf/GLX9RtU0bEu7u75P3Y9wBgrauqqqTpLhjPy3ZtOYAYU85sDAgh23b+8ccvjsdj+RMMWQhWUimlELAEI0vHQ84phFCe5XIquq4rD9wYpbSSSjhn69ohCID03mJRKcpEOYcQippXrLnl4/KUnZdz0HVdSScCwHyxqJv2l7/+W1NXjBhTNkL1u70kzDHe3N7+q3/9r1mLQDECWSX90H/r7P3r18ftxmo1X86V0fv+UDtntU6UrdHaOBTaOSekKALjYrFcLq+UMqU6suu6ruvatg3BE9FquUSBzCxREiGwAhBaGcUiZV/PlsYoFND3vfcRAIFLCTkwIegjtzf4AAAgAElEQVQCrpwzUwgjyMxnqIEU2hpT0P8gBBPHGPu+H8cpZ1ouV9Y6Zj4cD3XdhBC//fa7wrm5qMdEkFI6dawzKCGN0lIqQHXZJ5FSlrc7MwEwZyIAJZVWpqoaAOzdIIWeNU1ljRRSCwxBxhCAsxCqbWuXTE4pp6SVMm3TOE05cU5T3222669+95//1//lf97tNs+ePPm3/9O/DePuu2+/+u1v/8koXTtnrW3bymgdYxQnBszJM/64jgQ/hNYCni4aRUf4aScinlmI8ADQ+HChmyE/Lpjg96sa8L2GNniMvP2gEA4Ewwfz3o+1MXzEBcEHjsljIVAivVeWQ3Cq6nvUVZNSwnPe5ORCP13t2FqjpARgAQqEEkL5EEcfJx9n0pyjy0YpI6QhFvxfYeD8i33rZ9PmqSnyvHv0np3ww5HhEdS0aP0P8egLGaV4MIDKpZCIMmUfAgpJKJiLjxGFUkJJkeX7/XvwmK3yAX/yIXBZnjN8b6bHn3jSf2puBH78mz/U9+ADJe3yqrx8/+PU8mXTtLT9iPKGNsZUVaWk9sETsZAKGDIVohoIIZUu9a+i2DMEinMmVTAUx/zJbvyjiqG/plr9pwZ9BBSAKAEVkywXEUCgot3xORYLQBmIOedyhqUEk1JmBqVECLmdu+fPV7/69Sd/88ubzz6fzVdZmzElORxjjjG68dnTJ8vFlVw6rWohDSJM8X59oNf3P/RjQDgI6JNfKFnfflQ1bROC3+/2x37/56+nu/VdSP2hO/ro+75jGryn25tP2gXbevL5LtEkzD7DWqh+Phe51lXTtFcrynB9UzdzNcXD/rg+DofFal41+uq6TaIj6BiT1FIqrdgij9Gnfp/HJjsDRpjVYkWRh2EYp2m335naCskh+cmPKLJSfHu7OOwP0cdu2CafnBVNo0MYjMHrqzkgKqONtbKAwlIUmlCy1CInKZIUQlIyKcWU/DTGu3f7oU9VDVJnqViyRBQMmIIU6CrT3l49++j257fXn6+WH12v1M3VZ1JoylR9Pp/PmzdvPjJW2Ipfv/njdv9qvz/EJF0NWisiXUDeWgutFJT9pUxSCIGJOQi0SlkWTHwoBsiUct8PUoOpyDhaXrm06bSNrmHXQLNQU9b3u2NMo63MYrnwUzgcxmnIUmotnfc+p4AYrDLKKinBGKkNo4jMpW8pp8h+isMQYySAWNc+UpIp5AyIhklmhkRIJFLGw3EihrqtG59GP223h5g5E2fiGKAf0vFY1liyqq0UrFSYpCdKRGiNaGoDTDHEq2VVrOUpUgiZMjtralc7Z3zwhbomQQMyCZay2Lfyk2fLq9uZq8R2e4+IRjulkMiHMBERIGkFdVNXNRqLMeYUKYXMWmqVrMpKsZQEnPr+2Dar5WqFMm623f3m7cfmiTN2tVhJNM41TbPsuyH4yITG2JRJCr66vYr9FI6D1m4cww+vXrMRz198/De//EUCFlptN/uY091mRyl4Pzx92q5MnbuQM4BApTUxDeOAUrfGLZrq+tkN2lnGvL5/+90333z37feIcH19+9HzT8Pdeowj++yUdbrRYo5K5CnGGIm8M2JW63dvX2/6cZpwsZqXUmAawpSnIUyjT0KyUmArEQUAZCVFXcmqEoLBWAb20QNT0qiFcKxtljwM4ziy1JEBuz6FREJbEiLkIJSIues6z5za+sa6pdKWGESYpB4gj5x91ZBDw6IZj9Ostk8W10+WS5UwTx0TpdindKRIQk22yrO6UjWGMMXgUWtrK6mUsa2RDhIqKUVlQyQAKYxZXs1QpkN33yyktk4rtNku5lcKiGJjdV2Z2ahVpZdOTYJx6niHvZF6gm2f17WXBKOx05On1lhrLOy2m67Lhz2v34bDwY9DqCt7fT2DCrpux9kLyBKhMist5227DMfD/d3b+/v7RKyU0sYCisyYoXSSMaA8efNOm914ajOGS/+UQEQUZSNPGmPqqlldXTVtU9V13bTWOWtdXVVVXVeVM8ZorbQ2zhkhZDEjlaqt9Ai8XmAM5yjchU8BUor3Fb4Pi2Ev9e70YVEe4PsdemWKuIhmFzDJBUR5aSe/0Pkeo9IvuGypFCCUyF/5agihTInjOBbFL4aUM13so9M0lWMIIVw8ooWXWH6Dc+6i413Ab+fgIl8KEoQQQp4sSwWrWkyhZYlf5smUUsqJAS7zEjPfvX2jlJrP523bOueEkCXe85jOXU6pta7IaUwgpVrMFz//+d+Ug9zv9z6MMU4pBylRCIiUrK202b99u4kx+DBpLVOOh+P+7dvXIXprdcqxdMRJiZlTTF5KfaY7cErxNFqDyDkOY2+SUUplygjIQD4oIkIE60yhapcnVyk5m7VCyKadLRYL01QoRc6shVKITdsw0XyxmM1mbETkFDlXxgRrtvO5s0Yraa1u6koa1Q9H52zdND4Ea52xtdbWlalYnfhexjitjJRaSnVzcyuErOvmye3TFIN1ZrfbHQ6HlFJKSAkB2JSSniBffPLR9c0VUf7+++/v7u5jzK5qlDQp5ZyIGaQSn376iZD8T//0D9a6+XymtEBWddU+e/ZMa32C/TN3Xffy5Q+/+93vum64uXnyt3/7tze3t30/GGM2m60Q6uX3P2w3B62ss7W11TQeNpvter07Ho5FDzy9qvGC5RBSSuIMBFKJsmeaiZPIUiqlrLNOoNTaOms553GaTp0oRDklBJBCS0RiCH5iJYxSlTV+TJ0fd9vNf/qnf/jdb/+f7fr+Zz/78rNPX0x99/Wffv/tt39MMTZVVddOay0Acoo5RZACEHPOD9s65zzrI3LJQwCYPqChXISzBw/nxfz9yIvH/L7iRwIfOQbLNz8se+lcpofvd2XzjwZC/MBq/kE09zIMXcS/x/TLC46ROOO56KH438+XNfpAb0MApsyQS7t1MZkKqRgw5yQRmChnH0IKiXIujCEppBZSA8pMp2AVgOAH2eeBxkl/uY/hJyUv9d6491Pz3sW9APjelRnfN1Vehr187r67xKNDCJQjU2LOIQYffD8MUmmUmlEpE7quSzlJpVjSJaImhDgBPf+6goGHwoTTBsBPxu0eBriLxvtTX/3Qt8n/DOnyRxzRx5TYcpXXWufEQsjzyx9LNh0YpNRCYYzx8Q/C+1N4mffe38Z4jxL7X5ToexibBRa2Vc6ZMxFhzpmBL/2uiEgno3+x3TIixXiZ9FXbtp9/8fw3f/erL352df1EEK2JpQQ19l138J06XK+kW82bellXMxSSOPiUx1zHN7Tbb1IEJQcl+tn8au6u5quF93Qc8usfXvfDIKVytUARUh4IEgNP6QByktajGRLkyH3ku333zTj5WXOllHOtWJp5jGyNjNR1gx9jJy3OZ1ezuatb3Yfk4xgTxsyMUonKah2G/rDrNG7bmox2t1fXjat3h/3LV98dh87urdJIkBLFYQjOueubKylwv9sd98ecKKWQUtBartzCWutjJOZSrUEcpvEQsmQ0SqlhSABCCFM1gjkx4eEwHg7Dfj/UDSyWermqBCKCSBlzQFu118tPPnn25dObz2t3Hb1o22b17Onbd++IUlXb1WohZBjjFx+/WPzuD/X/8X8eNtu3w0irq6qq66ZqTvUwDIhobSXQUNIdRSFGFEqr2miTcyJCIdBVghlDjIfj3qR8Xdc3ty3L1C6kUH5/fEsiDP54v309+J2u1NNnz+7ebX74/i2ydNZyrnLk4BNz8C5LITSWYlkiDilSjBQj5ai8p3HgnIUxkDhNySciiuDcTKLJCYZpGCcfI4XAIUKMkCJOQ9pt+82+JwatFYDsunQ4Rue0NlXjKmtk5cbepJyTQFk5XTlNlBBiu3RMEIoFEzmGbLSqrGvrxiiTUooppsCApIyUEoXMKPjqplldN1LzlHRKjAi2sjGi95xzAiJpYHU9rypmCpQ9MFFmVOIUv5QgJCLx6Eeh5c2TW5Txbv3ddy+/NxZm88ZZlxyvVje318+OXT+OfprCMPST987VHz17HsZxu9sZp47d8W79Diu4fX59/eTT58OTyD5zGrphuz7ut71AaNoa0BBLACmEUEozQwjeVrJyajmvl/NqynR/2L55tfnzV7978/rVfOWatq2a5eH1hjxRgrk1zlQorc9pYh85ehqVE5VQ8dU4+eMkZV05Iowc+tCNaZhyTATGYd0IZy0iCpBaqkpLrUEiCBFjGDqaivQHrCVaofQ43fWDjxSkEiFHkAqEjpmGaTBWhjQM0/F43N/cTE8MatmAIMZRqV7pCWRqFk6gTsmu43o5r588mVUa4rH3sYMcmTz8v8y9649k13Xlufc+z/uIiHxUVhWryKIoUqJkzLQHmO4BBmj/6zZmpoGBu23LokxZskSKZLGq8hWZ8biP897z4URmZRXpbrnRDUwABSSTGRkRGXHvPeustX9LOBZFGG46uTgxLs+7ae+8a6Tu24XWCxJtKSpGBkggkUjkgkRwdLKMIbqw3w8q504qA9AsumWr9bxDozoltMCkZWPVQiKXOE87f0u7KDdO3OYC0kap4qOzRmmTM6yvJzfF7SbfXG7X6yn48sEHZ4u+zTEPu02Y98FN2/XGyONV/+Snn/xyHvcX5+ff/OmbcZoZQFmbM4dYQsqpQGYAFAewBNfaX845l3wojXq7GuBSNY8xtu8Xjx8/6ZeLruu7g94zXdd1fV87Cdq27ft+tVo0jdVGCxJ937VtA8wCqQ4RVdVBD4YvKv+lIgFzfgd5x1yADzwZuBt9+MHuKuC7V6WHW5lvr2789kp3b/2992NVIt5PADIwIj3stTPG1DEzvENnl8wVRFlz4NM01a+rGuy6zhhjjJ6myVprrdUHJ+edCz0RCYE11miMads254xEKSciyvnAhb+fgrtvPgwhOO+qt2aMWSwW9bn1fV+TQfXFlsKIbwmZlcaplI4xAZeqLIWQfb+oO8sAkLJ3btjtNyG4wlkZPQxj01zudmPOeZqH/bDNma/Xl7ebtVTU960Pzoc55QDYhOCmaa+Uba1GVPfvslKyLtRTigAcU/De11oLpSQRkUBrTe1w0tpUomnbNoDYtK2sdXxSCAkKpVJKKiWIbGOp9hqAwFyklKCV0apyyaUQWiupJBFpY9quRSRlGmMbo42xVmothJRSCaFquaGSWpB6/uzDx2dPpFQVm59LfvnyO2B03seAMXBMURstJGTm589f/OSTFyGEcXKbzRCjs6ZrbOtcDCGmlAnhxYufaCO//PJLreXp6fHjJ2dcxKJf/uyzn8mK/GFgLjc3twDit7/93TBOje1+/vNffv6Lz6fJlVJevXp1dbX+Vf8F4rmU2phWCuNcuLq6vjy/2m33Fab6/tBQ3cLIDMhEEoBLzjmVAokogyFBojFCGSsE5hSmcahHgRDigOLNGQGQS04BCxIXJbRz8/r66uuv/vCP//B3r7//frnsP//ZZ8er1Re//tUf/vCb3e7m6OiobRtjtBCiDjyUkhAkI4RQtxLoIL0A3xmMujuqc7nLePK76ushWfgdC+69E8j9Xfhtw/iDFf+PCpsfg2wcVsj84Nz43kO8twn1o7yPd0BWzFSj04yl5pzvXB++y68WzinGkqNSYrHoq3FTV/JVnDKqnPI4zgwCUWqtiDSgRBQoJICIuTzg/9+DOR8IX+T3lMh/vZXtf1TfegXBUj3DHmgrQuRSalYhBheDj9GN47DdbW82GyElCsUgQZqLy+vz83MhtTQSIL0/oPZfha+8V7dwEH5/rv7h/1ZtwZ9VZ/fjH5GH1zbAQxqkfhwRYy5QQexSohBVK1dbEIne+c0Eh/Xj/4wwKlcolCslIdaKZpCSDu4sipxL/bp24M7zfBj0YDg6Onry5OnZ2fOLixsSntTpNA3GwPHqrOtySRMUZc2xFH0M0iGP0/p6/ZLMTAp+9tkvv/lW7Pd7IJHiMIV4fTtJk52LF9evvv7um91uMlqRyNqUbiF+8vGH2jR+htvthbV927SmFexdgjXILUgXoQy7iCLao9zYZcHpdkgAtl1Z3T9drLqml1IWd3ETZj+7yW9Hgdha0zZ9SXLYupvzP0qSXds9efwEpUAqSksUzBAzUCk5pSSEMsauVkfBRe9i9CVh2m2Hafjmr/7qr549f86MX3z5m+1uBwDe+czOJwdUjFXGqBD3MeSUArOWSvZ9H0JkznWHTErZL1pB5ENyLlPpjxanP//pXzz74KetfTSN4eZmG+PLEObzy1fBT1Lj8XF3erY8e3z84fO/JDn8+ou/zRndPgLj2aPnn/z048dnj77++qvXb15vt9uu00+fvDhZPf/Hf/jn2xwRijWdlMK5MSVwvhAmo9WhVcnVPmL4yaePte0md/u3f/v/MEkf4tX1ue3CBx+a589fcDHnr7dadpxh2EUjG2U1s+eE0SUoDCWXIrSS4+xCyDmhEG1hAWj7xXKxFNpyKmGeJjfF5SIL1N7HNxdvcsxtYz/66GnbWqstgJWyt/Y4XvrZeyGKFColFgRcIISQSrFmpZXMWoWY+96ePTqK0aXouQRCDcSCAkkusnAGAbkx+uz4zJg2Jd7vh1ev30QMqGGeh1QSUrpcX2ynS8BUICEIQbazyrRmRdoYFdyQ0v74rDeavds7x4AFBfZ9TzSV7AAppAIpStsfnz169uJ5CHv7nfUpfvPy26bR1ti+WxkprTX7/X4Ytuvbm2EaUNBiufzAPpK2ZAhvLt4M823TC6niZnjzzas0zIO2fPyoH4bdfojrW+gbmOc0T5HIWGMLJM4stLDWro6PF1pBmq8vvrsZ+Hw97rY3w37dWXSTe/XqIga4+OqbNoYnRlmd5jJwCQLblAsJnnButZGNOn52Mo/MeU7RFxCB8zC4OaZE0C+F6UhqSjkqbfq2lyQh5ehDzK5E9KNABEVKCV0yxMyTy7shbfd+ckFINK1ql3Z0qRCbDCERCVod98mDkOzc1sM0Du52s11fX6PEvm9XqyPOwk/6gyePjJLTdPV6fdUpddT1gtko2TbH/cJKzVJmMsxjFh60Eq3Vq74/Wj3JWU8zzzlf72+284UUTc4ZkR8tl6tVn0q5vLyaxteS2o8+/LzvWisWemGUXCBrKScpQUmUAklIpOyG0RzDyaonlUgBKgY0UmsE+9HzfthefjtfbG/T/jZ7DyVeYPF+7qZxK6gouRXYCLjS4vU3X70MQ9hebm7Wa+9jAUQaZx/G2cfEhTEzhHSHTjmsBu/+Ad31UyEApFz4bqOQpKwJaufcNLsQYkqJlLxLe2qjtbWm6zpjjbW6b7tf/OLzzz//+Wq5JKWAD/3aD1M8RFR74bTWUgolxIP5cK5roMMyruRSoIDgBwjuUkptDr6PZVYoSCVXP2TDvC25Zb7PwlX9cz9M8aD7AYQQuRSGyn/P1ay7t+YeoLwRAOvkRdd1FSl5jwCtxAHvPXOx1lb5d3At7jTnfRl6fZ6ro6MPX7wYxzHGNI6TtVapIoS01tb7VovJOUdC3Dfr3r+K6uZV7uXd/N7hlT5s/AWAcRxLYa103/c3N7evXr3+67/+a+/9crn88MMPhWQpYbla9IveNObk5GieXdN0t7c7peTFxcXf/M3faGPHeZRaPnl61nfWuWmchhiDMWZ243a34YKnx0fWnNRnfv+SpZR935dS5nm+vr5m5sVicXp6Wp9Y27Yl5yoC64xlTSoigZDygN1AREHi0AJOUkqUtSmv3JWAg5TibixVGqWUNV1rjTFSGWXBGGuNVcYIKQEwF65wUSk1kQQkIWXfdySICyKy9/7m5oZASiGheC7EjClFhjpTANb2R0enzjspTUo1EyiR9F2PSBmnGUD0Xd+0PWKxtv/5z/8i+iRI9f2yrqIKl0N4GWVMJSWwba+ULQWHYd6Pw83tTioLJAsgoASUPpar9eb6ar3dbOum/9u3G0GK+3RxyTk/WBgCItxNgR08pRSCMLKSduvnxxhzt9eAiMhFKCkEIXAa9vOr719++U9f/Kf/+/8axt2jk6P/4z/8+xTmL7746h/+4R8Qw3K5fPz4ce2xfJDPpHsvPeeHCbt3kp1vD8N7j+iBDLvTRfwji/H3+JwPBlbv8pPlbuvnQbrzrYP4/tjTW4ewgoqR7wXSQ8bIu6LxXeLmj91iTFwYgKoTWR5MKB6oX1BSStM8bTa3Ocfjo9XPFkdSakTMKQKgVrJfWmI5j/Nu57p+0XZL0y4KkNQWUAppQMjondQId2d1ftg0984fG//MwKd8GKV4L7T6gHPz52me+lwOMc7DFtrs/excKake+bebzfX11eX1NSBmoFwoMd1sdjc3NyenZ1ZYxPx234wPm4P/qk1316RYaqUsv/MDDxy8d9Cj7zpd728rvqu17jBcB+r0YSL04eYeIt29x29/z52vwveHR/2v6vySPNDWqiquMq9uAQohSNDbJvr3OwOZf4Ao+nMznA8PJOZUGAUrQ02nRMzMtVr0UCjDzACEgDkTolBKVxkQQ8ylIIJUol+2DPDmzfrFxyd99+h49aGfo5+mEWm1eL7qkDNtb91m/QpY/uSTD7f79W9//0WC7bMPj3/+y09uNjch5ckN0nJKbn0760bmDCHPBUKBmArn5BKwtGpx1J+cnMVAt1fzy++/nYZ5sbS5DMP+dcg3GcPopgSImOeYMsZSbPCS2UrdNe3CtIIpb6fNftrsp90872NwWiiJmjgGl0vC6HwsM0ffaEItx+SREjNP86CKZi4xxZyzks7aYE1nddyVWaBEyVIaBDVs59vtZh6cm31h7rquQInJIQkizLkUTrmUDOijj4FyYmOUUoSiAKamFVqB87P3KUV6enb62Wef/29/+R8enTwn6rxDH6f9/ubyarzZfPf69Z/GeXt80n340QefuBfjfLq+vVgs+xN36pyXkqYB1pdzSbury9FNRcmGWZSCpUCNMGmlU44p+xBmY0UIIvhcCqdUkHNjGTD6OOleSslEBYhzSTEGbQxAud3MIbyGIj755PO+XfnJ3a7X87T385TTDJmYBTOmyDmVpGGaQkyFmXKexjGmHIUkoahAmOYhxQKIGfw8j5vNbnb7vl2cPjq2jS0FnMtmKiT645XYLku8vtnvRiGTVMqYti61CEFKygm5AoUK13ilFKAaAewFQd9j3yxLJu+YUK4W3eOzxz958XMiu77e+vHvrzcXsUxaNwqRhd/tR3JZ6tIvTOHiXQoRleibbvn8g6cpjvvhkjHOfg5uCCmknFMk7702IHVj2l7RCstRDE1GuNlvtruL22GHipq+UUqkkre7rZQXMfMwTcO8d2nM5Cc379Pt4+F42o5X169Cnk3DJ03Lat7uXyexZ8AETDIpy9KAsXR21lmrx9FLCVq1Qknn53rAe+cGP2QuRYabXb69mUoOVoNV3W6aN9vtbu9v3+xWWHChAbE1VqgiBSqrNNGVv5F7KoqdiKCLiCmlibP0md2UpshFgGlQZcmsuBQmC9iUjMlP0UVNXGlQBFhycd57l4qgjKoIKogZUSpjus62zeyDC45k0hr7vm2sdWnc77fz4HIqMaYYo7FZKDTWt10aNt4N02JhtcwC4tFxXjRq2XAJRUtqbdN2C+aSis8hAFvb9LYrbd9oAQIzIRuiTMw5OV/1W6+1ZC4khWYVA8Qgheq1eGzkE0ltQVRSQwGtk9HJmCwJtZHKCK1M+6iVi2m9OfdxFir2q0YpkyJ6N0kqJ8edBPn4kXEzbHc3wcdhN2nVGC2UlJwEZIopXA5v8lTilJRUwBhSCSH5OQQXUkEkiSTuoi9U+67wLYLzQCsvd2M/9edz4RhjiBFIEGUATDnlXJQUta88pui82490u9kAMhE2xi6Wixcfv+iXy5Qzp1zbEe6vk4gohZznaZ4nZjbGGG3etiBXGfqw9RwxM5U7xXJYz3E5IK0fjGPc4Sjvm/2A3gVT33NB3jIC7gThfTsfP1iuva2RuPuBw2Qg1N12/GG70p1uxBBDHZ+rl8X7TOlDQpsQJJUCoE8//VRpzcz7/bDZbPf7faxzhClVKZtzPj4+bruuchR3u9295KuV3LXhoP5BlFK1mxeg1JZypVTOuZ7ApRBEoib36szYMAwxxrZtfRiZ/fHJsVBkrNrtT5zzF+fXt7c3TbNMKW42tymX2c8kiEjEHM7PX89uFIKWy2XTmuVqkWJhLvM8t21b6xnHccQ7yVcfdxgGY8zD8vecsyRRWTtvw03MJISyCoWozWiJYy0wQFFFjYDapVaIqOI5GIAJWRBKKbSS1WI11hZAIVVNxwqpSCoiQRVipFRtGlRKI4m6VzCOw2Zzc3V1XfHRtX8OEQglokIEYAIURIowIypESaRyxhQ5F5LCgBIhZCGkUrrvVyl5a7uT41PvUk6cMtRqPSVVzhlQEkokBShCzLnAOPk/fvX1OM3zNAthlLJS2Tp/mBLMcwg+5MPkJ92ld+s7c2g9qFlZRCg5410DCjESCSlEOfClo5IoBRgtAVAgcMklp3L47CBAkUTAZb/fv/zumy//6Te//91vr64uHp+dnp4cz+Nwfv7m+uqysVpp0zYGkRBFKdl7h/eIyIMowMrlPOB57uw2ftdhK4zv6al7e+ben6sbRu97JXyn7u7lWpVy5V818e7joD/8zv15AoEfWIXvCcL3F8z8rnB8Z57wnlFTKT3v2GuHnaJxHHe7YbPZAxYkm1mnTIicEksQyhjTLCgTJ9F24fj4Ub881k0/u6B1Q9IIaZSyUgORAqRq8VfjtECp/esPUKf0Zxpc/53+3g+LDerp7FCbc8e2OoxK51SfXLX7hmHYbreFORWIGV3M2/00jOPRyaMHEo6IkAr8yOjgg6m7dxKYf5an9/Dk/rbI4x2x96N96w8F8Ls3Qqr2152V9+MWcz02ajMF3WU133Kd6aD37mK1VcLyD/DW/G/rVf/XVB9wARYKm06vjvvChqEQ4b3eK7keypgTE0ljbN3VcLPfD0NOSUgkCeM0+u+3v/zlpx88/b3UUJMAACAASURBVOTJo2fDbr66+P779e6nn75Y9csU+Ytf/X693lvdnj46nebx1fm3w3RO6sXnv/y0aZZKb+JwKS2kyLdbFFogSh9n28pUVMnAGQFL5iyNXJ2slOj3t6/32908+fz9BDgg7pBCKTlFVLLNgn2YfQ45Ge+l98I2K6FlyMa78eL65c3txThuUhoJ0EgrhU6hlMRKqCRk4VCS222vQQkvmAQWZh+mAhmJcmHvPZcdgFr1R1I0JQtiYY1u2367ma4utxeX51KJ6NN+HJTUqEqBXDJwpZTklJljAudLcACZhCSrlDLAyNpwziH4KYaC2Dx9+vTTn372s89+0TWnpYhpjpMT0rhYdOHtevuny6uXu7nz+fXsX4s/KO9j09jTk0cAQgozDMOfvrr6+qvz7e6m7eTZ2Yk12s3hzfjGOUeCjBW5xJR8THPTYIoUQ4bangJMAjLHyQ3aS2PbprGnj85SEfv9eAInu/Fyvf3+4s2rx4+efvrJp4tu4adRSXz53daHyU9TNpJZI9RmIRAe5inVq+o0Tc5nICTJSFy4OO8Q0BqrDDjv5rATirteL1ZdDHma3DR5ZtMvVo1tj1dxt01X8yQkt0K0uokxMrIgODTnAiulEMDPToiiFWmlgndE0HXm0WkrSQfH+20wSrRN88nHn/bt2fXJ8O1Xt/vRxeRPTs6kTiHvL29epRQMYgPMzC7GOKaugbZbLI56QUY3/vb2ez/fJu9CSilDzuy9Iy2NbpVpW7vS8pF3OgG/ujy/un55O2x0q5cnKwIeh2kcp3BxvttPQsuUA8giNcYwbXfbb970/sKtb69sL20vOmO3bprCHLY707RcRAbQDS6WUqD6/BcfGU3BTy4G28im6VJKmVNKab/dZgwFMyjwcykxaK0aq4U0mfhmM2+2QxyQNG5MwnnuCa0SAqhTyFLcbNfFJWExKyILVkKI0YXkPKSIOVFMPOyZqQJ4dciqRMCcs88lFtPJuirDDMlzcNG5SDahRWmVcAITSqNN05mm9cNmcj6luWlISmO1mOeQU8YypxiJQEjRdYJEUTIizTmNwQ24KEpBa3jRN50xEmneMxWBqHLSzsfZg24kiLZpUNssJJY0T8MNlC4nXXzJyaeSSgrWUtPaEIPwQQqrdS+4be0HffORlcfMkmEmRJJZ62ib3PVolLKWjEVrQa9iUil4vxv3JJNpLGLxLg7DjqicnS1OjxZY+uDp+++Vm2cs3Oiu6xqtVHI5R4ghz27KjiFha5sgEriQYiEUQsgMfGhikFju93Tvgo142I6sywNErMtiVRhyKd77eXa1HlMIWQdDDrATYAbIpeScg/cpx5wTEW33+1RdspxyODDiaxdZjfuThv1ud3Fxsd/vaxy0elaVrlkjLfcCEJEyEKDUWksp7wuc4CG+5W5+7yHxEpgLcxWB9xnOcqcSH97udWBNVFaSx/1dHpqEbwd1GBEg37El7+3Bexlprc350Fp+n2i97zCqi28hpRCEKH7yySdPP/hASjkM4zCM8zzXRrX9fl/xIfM8n52d+RC6rlNKjeN4X7dQ5bQ1Nudcu/gegi7rklcIqgZg3SasDJh7Rn9VsCnlzeZ2P9zs9lsUoI28uV1Pk7u+vr28Oj89fVr30MdxGKa9VJhLCs77eR9T6PtOCGxb2y+64GMOKYRQfadKmgEAo/VyubyX9MaY2h9Ync9hGPquq9zR+lfSWg/TNIzDbr/LhV0IpRQBOG734zTKRW0Zqd1bIGQF0yNzqdNJ4m7u0WitjdHG5oJEgqQUUkuppVQoJJKsCCKtrVIGkXKuDYF4e7t5/frNen2Tcy65IBKhJESihCCAGUAAYylYCtWmB8JSyR+ckYSUUhiTiSQzStKk0ZpW6wY4e4gh1KFKIZUtHBiIGYVQSDKEHFPZboff/e5fAEhpTUJLZZUy2jRIsjDmUn2bw+YIITx0E+5tibpgrJ/5ukFQ3XxJIhW+3z1BIHW3ZVBCqNslwFwyl5KAedjvX718+Y+/+tU/f/lPl5dvlJQnx0dW6++++/bi/E2K4dGjM6SCyCnWeo/iXKB6AiLE+9TifcXnXbnnPaiSy4MpO/5BA9o7o3ScMnN5OPT3oxqsHNbV5V+dqHr4WHcnE7jjRd0vzhn5vSzg+9N+XAq85Xf8QAMe1KfkQ/ncXV1fbREtHEL0wQfvt7vdfj9OU5ICjo+BUdV3iVH6WPLoC0yyYIlFkLHNou2WUjeJhVJWCF0jnVLZw1z2oQT1rQMKD/Qe8n8jxvnjeu/hJtrb8oM/ezZsv9+fvznf7sZxmmukTSlltBZC5BRreOP+w1G3soRSTFm5KKTkO/7Xn6Nefih6HuBT/8e2qeP9mOZ/G3n5g3vTXVVqPSlLKcrB9OOUD8XsSBIgAgCiwGoYogAs9zsQ/1Mq5DHbRh0fL549e0wSpESp6tA5kMCcSu0fCj4ygxASkXIubvZfffX1drOJKV9evlku+ufPzp4/+/jJkxdS2r45/ePt13//979aLFYE+na9/U//6Vf7nf/Fzz/jAn3fnpwulBlzTt99973QUmuTStgN8zyj8/rrP31TCiCRbRcoxG47aiVRYIFyu709Pj59/Ojk2bPn/EQr2X333e9244aLi2FLyFpZKaX3fjNtV6vHBWhybr/PTSqmb8LVtN2vX73+0364LhAbKxfdol8sjo9O5/0EGWjBoiQ/l5Sm/XYgK+WRadqWAXwIKUVlbN/3l5fX87Sdp4JPTElkZBfmmEHkRN/86RUACyEW/SqkdHv7umRenCi7tN+/vHVTFAQlU0o8DN5NAEUq0jE5RiQpSJYQ3CY55kIkG22ePDk7Wq1KSrvNbpz81c3N737/axR+uZIo3fJIgGykTi5cfff9NvhCaLVaCNF8+PzTTz7+7Isv/umf/umf//j1N0rlz3727Mnj508/OP3225d/9/f/pTErbVqBmnOMMTNjEJXEAFJKwFwohwDOsQ/JOXd8Qo/OTl98/AmA2u/Hpm2/+e5frm8urTWF8er6+vLiXAsQsgiRAEpMEELKBYUAIhlDCsmFEHRj2oVkCLZR2rZdp7UBKStFkJrerI77tjXGqGn0UHC9vry+2mw2Lnh6+iSvjlLb9cBWykZQBf2qSpdljMxpvb4WhE2jT46WCCmGqeus0YwYSwYShcHP7hYy+Yk3tz54bs3J9nbf6qeL5vTJ6Yur26s0T//L//qXbU+3u9f+y81m8DHxdutIMDCnAs673X77+s33y6UmYueGEGaEXGuCUIGUKKUkYVzI1lK7WC6PT7RqXUyTcyhFv1r4HHMMMcWm74JL6836+PRYWdlRk1CMWd7O6R9/+0Xn7ZFtMjgGIbVYKOlLiuxSZmbFQFLB2VnfPl/9x//4f6YQv/76j3/842+niRdHHZHInKMLifOypWVvpwyL3uqmzykaI4TEIUTAmDmvThcrq2xDLKIjiDmUGIcwKeBxdyMNdKo9fvx4qZuSze3W+evZea9UYyVwiOt1HCa3WpWuWyTv/bxXyFZx10jb9MrknP08zGHKOaK1WhgJFnrZTN6lYRimQbfWLFrb9D555xygKVkGxymBQN32rVUqRjf7IcWJuCDBZuMQ1cmpBRis1aePmkUvjCDIxBnDJJ2D/S7sd5OP/sOPT421qCTDzruxhk4gt5yb4GCbbxImraFpbdt3r19d7oe5a4+ePXkh4JGkx33zlIv2IYbAWqFSIFVaLKW1q5Pjk5K997sQh9vb26msgwvbWzfMQ85FGmIWWjZdi5wxEucYrWj/8t/9xX47bm+3KUUBRoBK7FP00cW7riIAoFIgF1ZK972WMW63ow8hcRRCA9HhYl+VE4EklBKFOOA5pZSFKTNyKswcY5qdc97nXApgjCGX0jSNVKqGcQ4ZMK2REOG+jE6klIgZOAvxoJGID0UQ4zi+fPnym2++UUpVI+iuH+zOBCO8k3wodWtsv1gsVqvVYrGw1ioptJR3ylC8N45+yGGWfA/vu29fqAqkisN7IkvO+d5rquuW+9qAWnVwb0MdHqiGSWtr7p0grP5VTCGnlDMivZWL1YuriiulVLuJUYiUU8xAKOokZEppsVgi1saIQw9bNfdijONdP0ThXEqOMXrv6wChFLLvFynH7XY7TRMALJfLxWLR93195lV2VqexcEE8CICKpakrrr7vtzuZUvLedcu2aRtjzDTOKQWo7bkCQIDUUgbh/CglCAnGKG3kYtF3fRuCW19fTZM/PT6pD13fEe89MIsDjk6sVqsXL17UxqnqK8YYX79+/fjssdGm9u/VV/369evr282fXn67m+dxmoiEkRIzu+34i89/Uf+qIaVUIgoUQhSiupoSQug6Q6mVlCSFlFIZg0IqYxtrW2utvFs6AhBJBUJmgMlFo42SQmt0zu22ezc7H3zJmRABDKIEEDkxMBNKYKqwIQSBIHMOAFIIFYFDSACsleUihyFcXFw9efKo7xcp5dq6p7W4D9QxYMrgQgQgrawxNsa0Xt9+9fW3z549WyyP6ptFJKXUJCRJqa0lKQ+U25hSyvBg6+HOFqvFDYdP+GHmojAREylmECSsrmHLdE9PRCStFSLmXLxzwbsYw29/++Vvfv2Pv/nNF601z58/E4Te+1evdsOwM0Z13QoQkAiQ33rOQgopiJBLCTVTjg8MPbwnteAD0GZ93neM04cLduZDKffhm/hjg3zvfueuzZ1/UOdwaDV/X+bxe9rxbn7vfsruTpq+97wOvxHfN/reNQPLoa6jYmOQiBAwpexD3O/2u/1uGMaUcilFSpCapJZSKq0lCSKAV6++f/3mzfn5dSfVsutOTk6EbkBoqXMBASgBKaRELqTMIOi+DQbx3zCM9uN6LwObpmn7Hh0dXggwcLVi6cCfOUiOUiAXLEilYAGAQlAIMwKTJLm4uhmG6ZVUSls9OwcEqUQX5nEeck4phZCiS8mn7GI+sJqRc2ZiUEQKQSCAkCgEEjESEgJS4YJ0IILVKcdaay8IhSCAwlAQsUBhBiKCQzMjAtO79eJQuBTIQAWoAHKpby0CIFShTiQIJaIAxgKMSExckAGAKoIMmBGBFJJiSAyiwKG2CIgOlh2SICVIIcpckFkgCKJqWxfiQ5U85wIIIAQowUnkUhKBrdfGwgIEApTMFfQFSAWwck7fQ5Xyj0y+8n/d5bvvchFCNW0nJAiBJAGRARmBiyoHEptELgBIglTJjEBKKRKSGVMCpfTJ6SkzjoNTAltzsuqfW/lM8UeNfEZH4X//9zy77emZzXoI+Vq0EVKY0ub1+muplA97khxizlyKLqnEmDlHkRAzc9FeKQKmmPD2BjYLddweffD4UWcWgmgabhCHzDy7nNKcio8hzoFTJiQZQ9zub+cxE5XkmzDnYdjGecCctAANJEpJ0Tm3B4HKKkBaGRtD9M4P+9nl0Q9jioKZYmAGVGTb1aq3fi5jctOw23Cm4KNzobFKSrXd3hRO1mrndAqFstquPYNR+kQUk+b9fpqlNG6O8zghkBCIlLkU7znE0rYasY6CoFJakvrDV9/m9PdX13MOYpz3t/vzr776fQHf9erN+dcubdulMI0kKjmPOfuYZU6zwGXI+1jCYnX87NnHMYjtbj3t8ftvNwr74tWyXYYQfdwTCuBcckEgRVYiY2YqmiQyGsmQ5rRfZyO0n3Gepuv1y2mer9fXJyfHw3SrLZdSGL0P4zxMrTV926UgosfooRSQWCYqSLHuTElV4Wn26Mhi3RKXxFxSEDkJYOE9b7ZzisVFBNkAQ86FdSaTkDmDH6d5HHB362Psz47+ooD3cbdZ79oeQdU2qSQKUcBSitFKy761UusMwDlRiMVvyzxNAgkyT3MCmPfD9nr9SpJA0Ken5SNn9Ja0WqcUQ7hsTOPc6eRg9q5pY9tlCdnKSTG//uN0o3TfSSuXfbNkyJfjLUlWRpNui+BcvLFR6D3QpRApRRs8Ysqy2JwWgCW6ME+Dta4Uz+BzCro0WgpMTqexLROVcKrTIyy7KZBDoXTfWiqYg4NCWpJRooAT1h41ptzs/N7n8xnXQTSsjQSVgRMAt6Y97prjVpbdhJy1kBkg5+J9ieOsMK0W3HW+aYswFBK7XHLIKWVJRVLOwinCxNiiB0lFCeJG+EjBKQOSiwyFqWiFlhIFLwKYjEbphdWrhWmsjGk/z5FJRq2LkMl2LrdhsNoA6Ek2RJBjGqedMqq3uCQlOxI8w+gHkUvfN0erzhp9c+u3eydkUlIYLQtA06JegJuTUI2SfWuPOJELKaRgulYtuvOLm32+mbzrHGiAgoG52HZhmmMXd4lLLm4Xxpthmot4/uyoMSdWrYz2KRJw37SnilYEWuowD8M47LwbS5SNJcjJSKBSotvE5HyYUnJFEtLCNrg6ssqOiDjPLiQvtdddd9qb7cZfXez3WzzqT41anD06SwEgA8ecC8QUKEdDuWhiIIZSGIEUkIwZZJAhRZEFo1DSkhB3BGzBzM67UpKS4uj42DSmNjLHCM6n/X5AojqfZttGCMEIbp6d98zsvffOIwCyJs6bYYeIi77/7Kc//fDJ01XbaxClJH7LTquNYQdqyDTP3718+Z//y9/lXKy1eNe+9WCqhvH+ekPK2Obs7Ozs7PHpyUllxjTWNl2rtdFaSaXkXauTNUZphQCN1UbrUnI9kwghqktXuSCl8IMs6MESKYUPlIuaFmM4QK5LLoXp0HZ0GCXMOSOgIAQuNTKVUyBglFRKwcLATFwEAnHBwlRyKZmw5pRLYa6OaqXxISIQSXHXKYWISMUIImSoiadVLUePMcQHtxBC9CmFFGOYpjHlaK1B4NmN/bITkpjZhyBIIImUCiEJEljX2YimsTEnqQQAo0RUlKCElGMChjpOKmOGzCVDinkiFU2DTAiQiVhZrbVarZbGaCIQAhYLu1y2XWeJEAGlUCfHj1LMUkpgxVxS4nmerdVK4zjFmMbdbnN+8a1z+1z8sw8+amUnpBbCbm/333717fmby9E55zwKaqw12kigkAspTdIYNCInQGiFDRI0GoFKkG5s2+rGKN1Ko6QmoUhU41qSkAACoaIprbFGSKGN1FoAZqTMiCkzEAKJmDnEUgoYrZgLQyDKFUUrxH3qWDDj3d5ByjmS4MI555QTMKSmWXzw7OkHHzw5OXlUMgALQQRc41glZQ+QBWVBfNdGKIApl+LdDCVriUISYcxpimEmzgpRlIr44IxcgAvXSu6MWIATlAScEGrEF6SSqeSUExMKJRFpTnMdXyQpUmQopeQSY0aAplEVgM+5BO+vLi+/+dNXX375m4s3r5+cnWhFpYT9buv9xDkpLbQBqRkp1g2nO3uMEWtMEUopJRfmgvg+qP9hRPOBhqpN7O/i9B9+UU8r7/2ed2GEB97Ke7Xb76ieB1H2Hwt2PtB71UtkhlzDoncnKmTGO8MJAXLhXB8VDtRPQiBgwUx8yFMyIQFRqUrPh3lydSvHzc6HRAdYI0opAHh2c9ceN61F4OCnm+ubi9dbLej0JHQLs9muGUHoZrE8EYhKSAFUrwFY4NA8yoylIADiXUwW4SEi58/Sewygre0XC6Eq5jjfx8ffxhcP2Uqu4qpwSSUBYGHOXAowo0DR3m7d+nZEhLPHpzFnkhRzmNy0H3aZc84pxjjMbj+73TRXpc0MCCKGSFwksiAsQlRfgAGhRiUPABhBB+gWIIIgrF29b6f16ptXiaf8kAuLDzvn6sgmEter0l154WH4r3YZIRADVqEDWDV8/Sm6+wAqQMkgAMQBkYP19CvgUFGrhNAIshQAFoCHJEn98AgkgQiFEREFgRQsqWTOCECCkLCAIkKAzFkwIVMdNS0M/1qk84fDh+9FXt+5CyIzVttdSnmfkal07btAckm53F2uC9zBUomEIFW3N7RuFot+2A9XFzdYjo+Wq+Pl85PVTxr5Ytn8tHvcPnny2ZTO5/gq0tVmegMmoEmOp/Xe1zrO+vYKSaYn1AqmHKY8hD0gioaQEItAMm6St2tYmrz6eNGYFUJsTePbBSNozeO0maadTy4VKWSXCzrvxnHLGZEN5NFNU5gGKsmQkAQKJBaOzg207dqltJoUKd2XQvMYs9r4zet5v52nOSdREgkhWy0km852VLJzk3dD9DCO3s1JSkM10ptTTHkcRYml0f16PQCw0hazKEHsb1hIFQIHT12npAbmLIBSyn7Kss7qBCwlKUXA/Ic/frvfl83OI8v9eLXefnVxceHDjMSAcbkyx0fLR2eLgn6/v4ngpnGag7dajPPm8vqiFHp09qQ1y2+/+2azWf/hd99zEKuV/fDZR99+9+047UvOwIwgCbVgLYEFZgRNLJhRMGTnp+Ljwrqx3NzcuLjfj5vrm6vbbY9CSJ1DiDkXH3mcBk5ZouasFHWtEQAgiFNg5iwUKqMq9E9J3fYdI8eUcklcoGSRAkUoKcXtbgsgEIWQEpEZs2yFZSKVCkXnnBv48pV7fPbxp59+HuL2+4vfvXxz3XYCRWLMgoFTCSE4541q27bTmpSKCCUoObs8jDxhMgq1EoCCmWe3f3P+x+i31timxQ+eMBlI/tsxDsNukGg0HvuEMW5Rj41iYbhTSZTxu292GyeWffvxJx8u2i5TvsgzYxG2LUoWdLl4IV1M1/u943ZI3s6DgNw2ojemKehd3Llx5JKUTFrlnEIOrSZLMdjil6IcdXiKeZWmsPfFI+lim0Vm5ZLIKZMRRqHLviXVQzn//Vf7G7+92smhtFK0mRNGItZKrVYnx521Iqu8y9EjEbGOAacxpckpzKpnu5h1G1DLFHQKOgXhcyzZCYi2JZaM4Mc8haJYMjQCOkEz6KYgFJvBGJKIWlBJmZSRyhplloumX2igeR/Kfo5N26PUwCaKdhj1OMmuLyxNs2w4+pzDtJtk2xpqrFZW5BT2Pg3GYKfFqtOm0bs95xSaVjStso0Bpr4TjYHbtUeUMTbJHwVX9rsxhLJYtqtVu55e47gvZR6Lnr2KsYQQH4lFszhWjYE6JzeGkCBFa9WxkSspukX3aBxyDGo/hLYJjXYhr2e/n+cNpxJAcRLAmSBymcbBxxwKJELSplV2KczCdo9ySSHP22E9p3WMwS6g79Wch3i5uR3medo8Of7k8dGJ7pdhDNNuyJAKORSCOYFBljLnTEoa0CBVLqh9dMlbQKlsY3shRAW1E4kY083NzexmpeXxyXHbd0KKnHPwRQx+GCal9GK5PHt8dnx63HYdEU7TWPvH1+t1zgELN0ZJKYfdFko57rvPP/3042cfrpoOACLkDIAABARQd0IrSkQ5F96cX3z5299N46S1ZuaS60jOW3L3w9We1vrp06dPn35wenIqpNTWNk3bLnpzd9NG28ZYY/uubRorCJ8//+DJ47NqsyEBEZQDau8wyFftvgoSQzw4hHe2XF2wopLykI0ErtMizIxUsYWlarPCdV3JOQUplRQiM5S6xwuMwMilbodiySRIACMDckFSjFSqaVEyHfg0qeQId9NWgIIIGIs1JNv2vlWivoqccwgRioBCOedx2k/zmHPMJSGyECgUMYMoRCSQJEFBECgEAQoprW2efvB0t9spKYQAbVSzaKRQJA2jZFRAmlFnpswlc8zsSIJtSRnr3FRyqaiexaIXApmzEKXvF21rhEAuDMxSqKPVyTyFnAsXUUrxLqzX18tlx+BDnKXEYRiG8SZGJ5V4/PgpkpDSEGk/p93NjnajDyHGWIDTYpn7YoxOzBkwZZRCSKYcEiNnxyUgFEmoiKQAUkCGFNUFMAMz5gwplcqTs9pqrWssVCnSRgoJ1aqIuQZhKeaSMgMSkck5M0TAjAQk8F6YE8q70RvOOeYciGpNeokhIOblsv3Zzz47Pj5arZY5M4KQhAAF64ejBAAWgqVEgJJzPVBE/SgSsqCiJHDxMYzBDVCSYIBUoDAgMFWqCDMUwIJYEApABigIBe6z2pATc2YmQQww+/nQ61VkGEIKWQrJhZUUpmCtiuccb9bXX/3xX/7z3/6/281NY9RPP/l4v7u9vt7sdtc5B6PlYnmCyIgJibi8JWHWhXE9ou8zkvXfe01pP2RdMuMPMpbva7l73+r+fz0stzz4+aAe+ITv9W/zg9DfDw2Pd4OYhe7TdQyH/SNgBCAuVVsdOjULRxSMdNcPihJBEojCxIyltpcdYnrZ+7DfDcMwjuPB1qtjXjWrJ0iWwuM4HC07SY3SQggmKAIRkFAI3Qgfxu0OSdi26SWRJqGQJBIfrCS88z3vUqn4ttT+3xRplABASNbaxbJmBor3/r5RdJ5nZlZKIXohD/2PKSdmV4MKzBVXlUupo18VG8QIUK32XPI4TymFOlW8Xq/Pz89fv35z56yiFJIZYsz3nS3vVMfjj6R18d+G30T4/+vtPerMXfbzAYLpXWARvAts+e+buvxX0Kf3Jvyf/2sxpbTfj5eX665rl4ueF5hSGcaxcF4sFs9fPB+mZjfxzX58efHNfpyNabp+EeOQc5RSAmCKTGi6tl3Zo3l2W9ylsEkFpJLWNm50jbWnJ4+tNMN8/usvL159/7uu6ZQg59ckXNNx36+EUCUrhCQVZSl3++1uOyDBsl+sVkulVM4lxZRSKanw4aogASSAktJa20lhSJgYCxeQGqUSyujgOaWUYimezV4s9iaXpIxRRhFLN43DsPcuCyEm13R9U4oMYQZISsvVUT8Mw36/3s47JY2bs4/jtC0MxeiirVEaSylNY7TMiA4gMSBAqlBD5+LPP/v5R8+fffzRs747eflaXKx/X5MGgkS3WDx+fPqTF8/+3V/+crNf//rX/7BlTG7wMzw+fmb18fbWffv1uUB1tDp58vhxjON3L1+9fFWQnj15eta1vXfz5F0MKSdAEJoWQlDXdcwypRJjAAQtspJEgr2ft5uo7fHjx4+ff/Ts/Px8Pw4pp+RDLHHieXe72+F23E+Lvjt79KjRGhh2u+3m9jqXiJKlEkqrQ0HzVnwzZgAAIABJREFUISSfChdJgpCCcyFGkiKmcnT06PjkdL8fh90wT/tS/j/W3rxJkuzK7rv3vtW3iMi11t4bAwwWcjirZEbI9AH0pWWiTBrRhkYS1AADDAh0dVd1VS6x+vL2qz88MiurqhuDAZWWVpaZlhUZi4f7O++e8zueSwbm7WZDJSo4WZ20P/nJn/38f/lfC0z/5b81+T9ekx6Eda0FP8QYAQuklLxLipI1NSgBhEpnazHliQtIJYy1bVNRUc7vfv3r/7o9P398cVFXFfBYWeHTIAEqY67dUJKuVCUESCqQ08W5bm0FXruzvt8zlLLbbHwcWbKbxiKAEpec0UBl6HA4vBk2yYvPPtHJm/0md/X5p5988fz502+++a1zr0L0jFF1tm6aaZhKcpzBWtN1SyHIuR5CCQlLASmVtTanIkhXVbPd7/vgHJVpTNImF4brl682Vz70ZXFi6qY2VgGgrqTtmtOLCxHcbndwsfhYYskh5yliSlDVJofgYrRGaiWAZGXr9vTc6O766s1ue5NSWi0rhFRyjN6jykSUc4wpFgClSSmNAEoFTihA6aqt9dKqhgsrCQWim5xzPmVGAUoJZprcmDkXUNvt0C3U2cnT9dV1yQxCxuRRslIRZZI0MDmSkjnmlJSsKyu6hs7PWlNJpaSt6tWiM0KH8VVwsFkPh9tXwZUYS9PUOSOgXJ2csICln6qmBhLOx1evttebGPJU1UYpQ4K6LgpDSFW7MCgzQ7KNud1ev/zm+h9/+cvPPv3BF5/+4LBfRx9JwpOnFwIxRTeOQ5g2Lo/dsrEsSwFrK9l1rPVmtxGSlFWp+PXOmI3oh02Kabc7AMPJsoGgtjfpcNgr2Hzy5IwyhdEpKXW35NoeDjecBSlDJBNDZgCppLIhlWHyMZeq7i7OH882rRnV7bx3fiqQ3y3HwzuWN0ghrLFd161Wq7ZrpRTONW3bTtM0UxDD5C4uLpaLZVPVJecnjx9/8cUXJycns1wRJLl8x3Vhdo6FEL3zwzBM03SfJaQ7S85dY4G4j8NZa2dzIKXkQjgceri9mX8TAKSSUglgKCUjsNXq5z//93/7d3+97DrmkkuScs54iYeXrtniOCfN5r7BWU3NXsEjLSbne/V1bGwnABSpzMsvEFIQETBzAi6Q79NChABiXg5KKTnP1cmAzAJRShlSjjnePV5RSjraWQnuY2zzonnedb53n865LyGkEEoIRSAJBHPpFnXhgsgxhcLFVgZJMICUojAiiqZRKZaSWQharpafff7Jz3/+82Hox3FY395kDE1XV7YSSpMQwARwAAZJkjNwhto2zJkha9NeXweXfFXVTVNrJYN32+2GS5ZSYdk7Ga2pKiuY4XAYht4BgFJydqPsdrtcwqGHV9++OD096bruyZOnMWQhhJQKCXPOIQZrzMnJEgWGGH0IPoaua5q2RcJS0uFwuLm54sLRe+89luLG4fWrVz4GQNjtd5VRMVY+BOfcOI4x5pIhZXAuOOcByFrrvT8cDnXTzi+xUkpIOUfhUkpz4yIX1srce1//iOUjz8ebEITIUlJV22fPns6D5RC9AE2o/oiFEkgh5x2IeRk8+3tLzjPJ9ki4B/EgknScdsCRBUhSYi55GEZtjZSqH4ZhnACRBJGUDOCm6fWrb93gT8/OmqpCULvdhhCYc0n+H/7hP/7H/+f//u1vfv0//93ffPLJ82Hcbza36/UtIrRNU1VGa51z/FCz/YG80vdJuAffwgdZuO/1nTG/DyO8/yKXhEAfLoO/U2R++MO3QzA+wjMLFDh+zjJqbgInYEicC2fmLGme3qfZ/X0E/IAAIClF5jy3d4yTc867yceY5jPMDDWdxymlzBE7ds5dXV3F4B89Pru8vAzOlexXq8X5+dnjx5eAikiT0MYoqY7mdikl43eu8xH+1ISXZObJTbvdLpdkrZVSMPMwDLNRuKqqmQtcVVXJfPi0jzGnxFzAOed9DCEKIYCZS5pNEiRIayWlSCnOx3YIgbnMCKndfrfb7/q+JxIAOOe1ZmcEEpIkpvIApolw3+p6j9e8a50ocByaz9G4h+QuYEA4Ui4ZCjA8xEA/aEU8hkHnfcjv6eujOxGK3yMp8QNVdixePAo2fKeb4Tgr57l78b6cXfDbXqMZQj13274dDMK7b4p7ptmHR/l9nuG9t8Q72NJ3461cGOA4LD7ex3eONHwvODmbZ5wLN9fry4uLuZ/Wu9T3w263G6chJFdKdi5s1v3rm7VzLNBY00qdfcBpOgih5m4279M0QoihanSlW1iVXErKEH1OgedtkJxHzmPhcr3eb1BKlKVMUpV6FHVjS0FOTY4QigtiAICua5fLldG1JD25wXsnpbo8f7Tdbjab6c2b8aOPquWyO11d1nXDzOPkJrdjRkLRdlqKVd2U7aYf2DFHLCwkCUkStRAoJEEhLjIn3u1GEnmcDhXqebsHQCIBSa5q4ZPvfR+9l8JenC+HIYTgGfxcuy4FInBWbAwRFAZCJYxWISQu9IMvvvjyiy/aZvntq6scy49/9LPX377ebHcp5b/667++fHRR1+bR2cclfq3xNYdQghIgL0+//Pj5l1p119/+h9ffvr65uZayjNMWRRinze1GIYmcizFWCvDeexeDzyl7YKOUyVmUAgR0bAmBNE6HJnNVnyhNhFxyDj7EGLkULjnFwgkIQUmhtewWbVe3VhtglhKl5MzJh2lyw3Y3CIVtZxarBRCF5KMLDEKjrGxFgnJJTKSEqnRNrXF92m+umZOURQnmkgTlpqblo/Mf/uijn/zkcxeG281vV/+06J2DzApYWk2VVsIqYY0y1lhrG20QRWQkRil0xaUgMyFqpbTQBOSH7e3thPlweXGhLVaKxnHqx2E/hDA6SFYSMExWpdqSIsZcoODZyWlnRQpEgnMqIYYYEqsiSs5YGqFtpaGo7TbeXPcC30hqORmrg9Rc1SKXad8fbm4PdZ3ruqqqJaGNIXhfhEQhTFUhM/phCIOT1ujKgJQuhCIEok4RpzFyDrVWDNBP/X4YYilkRYKSgVBUXDIzMhMAhsSHIe4OIebIhIXIxzz5oiptjBAITV2RxALUNovnT56vlheQPZYpBK6tVQKQuKmaLKJPYwxZyLRYmtOzhTEGgNwY0lx7wSZlPoyjd75r9cIYqaStLSrWWsTsJzeNY/ahTqnhDJwN5KpE70ZXhHh6eaH1lPNaiEmK0pARqAlo6r2gSbI6XZ40VgsJUtCybdtqKdhU2mXn3cS7YUiBhVCLpS0gXIgFgQwRgk89SMEKbCdijLthE7jp2tbq2jZQpC8AyhJQnvxwdb39+ps3X311M44RpdaGcsyck1FSVWNtFHDOwuvGywq6BaVUQmClk21QN23TmZRzLHFyuWmakJfeD+M05uKlsFabRacNyuRsjsFNk2BljS3RcwKm0lSLnBFYSaUyQGZEKVEY9hGFkCiUVkIKREJiQYIZVM4z7HmWGVIKoaQoQghKCe4Fj3jQCjsrImau63oaR865bdvT09MYQgxhsVicn5/byqac5bv+kbf7gneXoZzTLEsE3umlI6UcGHA2UN3h1DnF5H0Y+j7nfB/a57umckAgcbdeYkbgUdB+v/fel6aZjYUxRsRM+A56QAiRUrq9XXvvmLmqqllnzlUTcz7w/rHPtBghJKJAJCkl3EEy5r0oFFDuXaDi6JrKpZRU5qkqCZ55KqkwzQT+O24nAMeY75e797LzfmpxB5WBO1b+8emdjaZzGmrGMwIWQJVLSimhOOK7BdJcpSZm+0vJWqtHjy7/9m//epqmaRr7/X70Q0ieUKRcvI/jOD172n/66e766np1sjw/P2ua1vspJU+AAgkKeO+ryuScpinNs0fggoiCpBAiF84pBR/V3Qdzquvq+fPnDLGU8PjxIykppjhNY2UbKeWbN2+4UJ6b3wQIhVorIVEqsqxtpQhzSvnNm2+J8PbmWpDgXLz3u/X6sN9HP/bDIJRiYBcCCQg5IQljrJQspRZSI5I2xlZ2uVpJpZq2q5uGmWfyTSkFAbUWIfi+76dxNMoIQ/fb6A8R/B+s7o4E17m2kY7RISyFrbU5J0RWSkEW320fvFu5Hke7PDuqZk9kzinNsw5xRzaaaUbzv0eWPBKhuF98IhAhMc1DPiq5jKMLMaacYkrKGCFFKeVwOLhxEhKJl1hZBE4x3N5c/dOv/vEX//W/rNc3z549FhJ2u/V6fX047JhL1zVaCqnEHXuEj3HW8l3zgA8gGt+jr7535vZ9/+U753vvlHDe2S+Pr93dgrhweZ+0+cE9fLtXxXPSsjDkeXB6tETei0wGhsycj/gbmJtNgRBI6vmEh0DOOR/9NLl+GMfJh5DyfTP63TkWGObq6ra1dVOfnZ3l6MdpWK9Ba/X8+dOurYxRtqqauksZAJQ2bV3XxmicQ1yIRFzmONl86/iOdRPxT9B7wCGE/X4/jH1VHdsVr66uvXfGmE8//VRrnVIyxq5W/PTpU2YsGUqBYRiGYRrHqa5rKeWR2SVASKG1FJJyTinFuW9UCJplZN/34zTlnIWQSKJwybPlUQggmOFEd0f8OxqD31FWb+E/32HoZX7L88T3J7rfMwPkD3YykPmukwHvS+Dvtec7OBu8f4Xvy0iO4hT/mH6/u/IJnilVdzeCD+d7f4Bb884Dxz99mHnfovJdw78P54SIiMGn9e3OucSFEHSIZXJ+msZpGsaxPxz2681uvd5vN5NpGqGWgZ3USajEEEuGnASBHA+H6yu/ufWffLZaXqjT5aJwmaZ8iDmAhGxzIEZfabFozXbdh1AK6hQ9+DROpRpqIeqSq3HAMWdHu67rmq6tq5ZIujHstvsYQ1U1Z6fn0xRi9Nstf/RR1VSnq+WjnNN2t31zfdX3B2vN6empMSyFVXo1e39IBGauamuskQKEICmpFCRSQkht9jEGxshAREySCyTmxFBMBSbiFEpMsWq6i4tLN06H/nAYsiQWyESYc8JjMgQYUUnVNG2KiZl++IMffvLJl9NYfnn73xfL5sf/5me//e3vX7++zpF//j/9b2dn5/3QV9bcIBv8CNNoRNculmcnnz199GXXLf/ryT9+9dXvXr36ylaMFLWBWNx6s3YjG4NKy6qqtSEpEcGHKTFIJCSet4OLVEgiFIjOTQy6bpQQ7NwwTWGaXMkFkQmBEAqyNcbqqqoNCZpt8EiojKq7Ggn6ASY37PY9EgPWjxCEIAAO3oUIGY0UElRJmZWQRmkltKntRg7BYU5gDMgKJEJTi/Pz+pNnj7/44vHTp6tDj11ntZLCEbLQwNJYpayWtRRGS2uMMbZWRiBln6I0pGyNUGLw0XlGlgqNEH4M0zhuytRUSFiBSKEf+92+HwJEFgDIRcJUa17USgGVABDwbHUhVk0KuOs3vRu8S8EzQpY5gwSSUhuUZKVM4zR99dVV16ST5UUuwfnDYbgZp+3kBucjUc4ZlWza05O+7w+7nXNFKRJkCYvLIXrXnhhhVC4cUipFFZDBcb+PIYT6cVeAY/TCyFoIiZJZCFMJ3fLkQ4h5CGLbl8n1Q9wPuSArTYA0p9xJikoRammNLcAFqGua5aJddrVAskrVpunq2lqlJCHjkHYp+ZSLUlTVpm5NVbVSGGeiG3MYS4k09bHfHw6HfebWNCuSaCujLBYofpwO/ZQSpSRLqQXZ4FRymPxCQtvV1Wef/IDken8I3vdKCi119moayrAbw4RNq0+6S0RfcgQkQ43EFoq1KjgcchqH3qWUjRGZyYXEUwmcIyefXUoOWZCSZiFT78dhcH1GqYVuhOkw55IcY/LBDUP/+xdff/X17bdXY8lwfXvVtCQJkZMSQGrXtZU1UkqUFUophJ2yj8whoQfR2Eqsqnacpu1+yyXj3AUXOYbEzLXWrAlqWtWLfgvuANM41Kqz2mRlQ86loDVNzliKkFpmgAwolM5MEBIDzLDCwkx4B2wjPBaLz1eTI5peAgArmRPec1BKKTnlGNMcWJqXs+IoEIU2uqqrtm3dNM1V7LM9h47xEfwDsXDmmRoiZnB/yWU2K92DJY+Ah1JiTDFErwIQqVJyyXOibq5bAzquktX8vTg2eM1bsgAEQKUkYMizHevuDkjJzrmXL19eXV0Nw1jXldZaSjXrPa2VUvrY56bU/K1SShujlBFS4NslB9+l/QshkJAINPc15xLzXJYKRCSF1CmnUmZm6bHw8C49eLSwknibqoAHQ4/jpvTdAqaUAoB5JlwhpJyO1ATIhQsD55TpToTMdIwQspJaCEo5C4HLZXd+fjqzNAVh5pxS9CENw3jY9/tDD0il8KE/pBQZCgIf+p1zA0JZdAtBMJNjnKOUopQyeHfY77SoZSWVMqVACMG50DRN0zRa6xCz0vLRo8t+2IYAdXOx3a33m81h33ftsqqq2/VtXXVKGSLKJYY4CcmFM2DRShLm2cK6WV8jlBRjZSpBFH18+fLl7c1NbRUB122jJZm6UkaBpLpt23aRCyMKKZWSpqrqumkuLx91y2W3WBhjlFIxxlJKTgkRjJExhmmcgvdGmRl78+Ey6UOS5H2uT0o5DzAQKaVCRHMrh5IiM5Z7aY/8nZJv3vG/3xxhyPc75lJKrZSUEknMGg/nIBnP7+pj0RfzfRUCCSGBMacSffIhjG7cbnfaWmONEDKFUFIY+n2lpZKMwLfXV//0q1/+h//jfx+GQ1PZTz55Nk6H25tX09gH77SSi67hUpjnYB4fA6n8/jTv3dL0P3649PB2+HtAIx+aMz/8X9956uFjRPAPre3nAHG5u5n5pFmOAaUHrRB3lRDHueqxKoLLvGswr9FzKrNW76d+GEfn/ThNIeScAQkFiTvRfl+jhnMkyhhzfn7W73chjIfDYbXszs5OHz+6SCnkUhAEJSAyddPWda21vusRfNsjAfeZMrgft/xJvBYCstZ2XTf7mEth76dXr15tt5v5XHl6ehpjNMZOk9tut8bUTdMtFysAjDGO4/jo0ZOTk2XT2JxzARCS5nfL7Oek426icd4f+mFyrpRijLF1Q0KEEGOIpRwjoaXku/n1v6hb/jXC5l8ngv5En+SfaOi862MQDPROoeY73Yrf97fe22W592rec8k+lIV/6An6Iw2w87uCiAF8hJSwZAE8k7qayjZceByH7XYzDKO13Ref/4T0bt3/5uvXLyE4kmyrZn2zC1PBJL95Mb343bi5BiWKMdWiqwrQoj7/5PGjV98cYgBLmsRwflI/e3r2jf4mhVLbRc7xcNitN1eH/sAl5pz22xLxgK0zxmoVo/TWSqWFtcp7SYQppZTKctlcnF3+4IsfnJ6eBge//+rFNy+/vt1ct131+MmF0rDerMdxyjGTlMuTZbfglHJT19ZaazUilpynyaWUSMLlk3MGzjl1dcWcx+mw3WxjyoRC6CRkIcSurc9OTy4vLvpDLwQhZcIEXErJkCH54sdU6UoKRSi7emVM1TTdsyefXZ4+myz/u39rLs7PPv/Bp2H4T+fLcHH++NOnP63rdtX4kHwtU6NfK9g+f9z86Ic/ZIZXr644v0rJdZ05OakK9LkkZkgFhsFNh03TqroWtgKGJBXWjSkxxZRTCpyPzcwpTSCDltlYEDLFNPS9dyH0vRektZSIRQAUgcyQEwok79xus23r9vz0rK7rwQ236+u2rUlis2js4eCcHwY3DYM0MoXoJjdufZpAG7C1qBplrbFGC8CUWILp7EmMvRBBQi4ynZw0n3/25MvPnl9eNgADgAvu0B921pq6UU2bmWkc3WZ7tVpd1NbaSmfIAoWQcj+6lL0xqrKaZkt6ScPY+wKckiIhSfa7Q5ymwmF9dQDis67uKY8++zAoka3UraqWzSKO6J08XTxt7CpnTF+X3WE47NxhW2QDsoLKgsCYklO2qWvd1PZ3vxlOVtWiTc4Pr779/TC9jmk4u6yYL6dxAJApwUfPn3fdBOXlmzevuRRjDDOSbGxHCVJ0gQWQtN7nfX/Ybd3Qp1zg0HuuZW3V5z98mgL5sXTtedN2QuF+6g+HyW8PX7+8UcAKEYUSUgNhKlw1dXdmCxYQDIKDT4CotYRUXnz1u18efvnPv/6msvjs2eqjpx8pJaahf/Xq27EcsgFrLCClXK6urlarcnJygSgBELDYpmGenPcwpu1hHcu+akW3sNqqw27XDyElWiyW3i2GsTWivrk6rG82l6ePf/bjP/+Lf/PDzz9f+fDi+ka9el38NMQp3V5NN1dhGuD5U1l9sqyX7WG4LkWAUmloEjQorFUgBZUUUkbnkw8HeS18aTq2ukaXYu8m2yogmIuUE6QAKbkRD/uMsqk6JpkBDsMwTfvb2+Grb242u1AYlIVUnIvjxx89lZhj6Pfjlc9YV7qqjCBgLnGT54o4JTUbrasWMKWUGFIqab/bvbl6s1lvhJLdYrlcnHoNEzEkWyxQRC4JOEtpuqadAByXHD0gkZRAspRcAIxSc5ZcSEEo53Y4xLmdSyJikvKe4QZHHyfOLjCleA63z91Is5GMWd23zM0/RyHmYZRSKoYwXzKO7c/fc0W8m2gdZ2ghhDtmeGGey8qk1ooAZ6EFAMFnAKrr+uTkpO06RHR+Gp3LXGIM4zTkwnP4TwhhjOma5uzkRCmtlEEUKeWckyCJRAzi3uHCzFKqUty33775xS9+8fLlSymPRtaU8nt0e4DZHW3atnv85Onl48czKXSWCtpoY6w1RiqltWQkIYUkIaUCFDmnOZ8DBHl+roU8ouXLfbPffYEtHLk2BESUZ1zBO4pC3HlusRSYjX2ZC9yNHGYeiBICQDFDKtl5H0MsBZTSUhKglnIuo2LnXEqBgZU0yAiMCYFASqmbujs9PV0ul0LS3JtXStrvt4d+N019zqEf9q9efd33h91m590Ypumw3f625D/78t/88AfNyeosxBRjf3V1dXp6aoy2lXF+Wq+vb9dXMTnvhvXm5puXXzs3ffT8467rzs5Oh94bo0sBJBim/dXtq3lywMzW2qpqtDHAsOzqLz7/9N/9xV8ZUyEQZ/7lP/6/r159Y7U67Lclx9PT5clqYY3y3j159qxbLL33s+S2xhpju265WJ09f/787OwMEZfLpRDCe3/Y94hQ11XJpaR0P7GaI390B0V/693k96q5OKUUggdgKduua40182JeSjrWCLGmP1BphkdRhwVKmQcfGen9JeldV+QRZXnHnCRAASTuY1opZ0A0ys72JymVYXDOD/2YMpfCUkkpibQs2QPHFFzf7/7+7//PX/3yH507fPLx06a211evNpvb6KeqMlqpqjJKyhB8KVkIIUjOPue36b3vWBX/K0JS+P1ORPyAt8JvWZofqD36rts5wu3h3e2U70B9Eh/3qkq+U+V3PA48zveQy9E6y4BlNsFBYQASREJJaaW0u+3YH3o3xcMwuuBz4VzKjMC4t6/f/2UpZUEMMY7jOPR9SqnrOoQqZS+lmIPEd2WhCUEqreqm0kaToFJKLvNe0tuKvf9BVXM89SGCtXa5XC6Xi/kQd5M7PzuT8+YfibkaK6W83+5ffvMSgIyplouVlHMZaJFClRJ3+5vZoVE3dSkxxljXVVVVxlghZIxpGl0/jCFEAFLGaK3na8wdH5n47buEAI+qrxw/3+JX6NiwPs++Ce8/gQGZEI6O2btj5p0ZKP5hOTcDafDOkFlm4URI7xa5w30O7u2Rg98Ty7sDmj3o/sMH1k562y1/x4N+93gkICj0HTf8nQboewn53XPthwSXB33xAMx4pLM+eNKOpe/Ad8/zvUJFOqICUAALJa3WtVYVokIQSilb2aquqsrKXiFVddX2YYxRAVjv2NTUtd0WXYocR3nzhm+vij8AZpJIAoBArNrz549/1ojgJ5SCxunbxkBj2sbuD/EwTaO1uq6rkLvNZnd9s7+9Hqw17Qm2zYIZx3GKMU2TIxTMbIx04/TNy33fe6Wq5bIlkjHOKfmcE+fMiKiVqms7TmqapmkK2mBlbdVVWhshBAPGOLsduBRS2lZ1Pe8CCkEIPE3j3A2MxIDJ1rJNFJwBliWVFNKyW1XaVtaM4867MZaoiKzSYIpWNYLkQsGxFrLSS0VtV5+ddt3Z8mNrKiPr549/hCjOTy+sPJGoTV33oz9fffrDL9Nh6xiiUc3zj57WlXZuSGUMYb/dvarqBcmccjgchuw15cZNfSmlAFk7z/dQSEjEiJx5bsMpUmSlsGnt48fVYqFjnJznYXR977VqlBZCluBjyQBAMeTgOTgcev/oEk9PT2OOwzisNxvnx6o2SoluUSNxiGm32xmrUk4CQStFkaKfiIoxKAk4p2Hog5ME4tH54xB6RCdVtJbOT0+71pydN20rECYEJ0WurFye1mensut4u91J4NqopjN1LbUllAIlFoCT80fMCZEJC5hY2TpPLgzjNE2iYCx5CL4zq+zBB671QlkUhob9WnCpDSKRLJgn9CDWb8LNtyOPm8tzY20VPecAkFESVga7VixWqDXH7MmPSlcnJye/yW/2u8N6fSNVOYw+FA6+V5KePLvYbgyBmqY4DMG5OE1pHHNJ2TucJlcJ7gyVGciFjIzj6K/fTC9eBC55sSJjF92qamttbVuStK1+dPFRXbchTr/5/a9dSMqYujEphuB8ihFSQQJUaNq66ezkx9lWniIAcIY8DkOMaTiMtcWurSptg0tu8MMwTGMYYgpTalspNRZG53I/OKUcsJ58HAZH6FOIgadCsUAafJgyJS51MtOI0UsEuVo+DXZRMtxe7xDEp598+m9/8u8+/+Sjy8tlTl7L6mz1ZLe5jgO5YdjdDq4HSc2qeySpGXZ5vfbeB0E5D255GpqFJey0SrbyZ+dif9ge+v3r29s+H0656ko9hOAyl5CV0UJK5hI4jCFxxtIfQobMSMSFxc3Nbr2eNtuQM2qjAFlpsTo5u7x8en5+Gfx+txtiiKJARkAlJz8NfT9NHpCUsovlaph24c2LYfRIAkhkRXvlAAAgAElEQVSEGPt+cJOXwhhjm2qxWp6aszZ5efO694dDKVFKFAIFgZAyKZ2jEUAZsBCRFHPnNSMoLU1lEDlzyiUJJQQJgNk+REIIJDGftufT8/1wgR583F+3ZgF2f6U4zvqQZvdaDEE8+IAytxvge9v+809JCKWUtbaUorUWQnjnAgYlldZqJnbOjdoAEIMDwKZtP/v8888++7Rp25iC9z5xubm9vb29HadRChljevHiRSnFWvvFF18+fvzE2oqEuDOFlqOdqwAg0PygUZbMm/X2v//2d7/61a/uUzQhxLvB590qkUFKUVXVanXy+Nnri8eP6rpWSgkhEFBpZbRRWmmltNZaa6lkUzfPnj09Ozmt67rc4SVCfBt2EkciWpmtTPde2fnyzTDXDB6v7Hf96Yxwh5c5jh+wlHmoSABcSmYos32ICFOKzrlhGt+8fjMM0+np2aNHj1erlaAjYq1weVtCyEgotaa6RkEyVblrF03VkKBccsop56ikaNs6hGm/3xACPXk2TeM49vv9drfdbNbrGMOTR58DEAmpUVZV3S26uqmN1UpLIkg5jdMQ05RyUFpJJUUSJGjudVwsF1VdeZ+klEICiVKKzznmnAvHy0fnZ2cX4zitVt3panF+fmJMXRJPkzPWSKUAcZimGP3pxamua6XlwY1zSCaXIpVSUhXAmHNMSQCu1xs3eRTYtp0x1vuw2awB4MmTx0dz7P0Cae4wIXooOu5mKeXOwDW7jHk2PJ+dnS4WXVXZUkpKUUgUgkqZB6XfW/w9v7+YOfiw2+0Oq8XKdVqLcrcvjwDlbroLSIQCjgjY46gekJipFOSCPMOKhJitg0rI+0Z7QQTMbvKYnJW4OjlDLq9evvjFL/7zy29eCCqffvJMEA6HzX53y8UbI+pKSymVJOaMCPeZXwag46CB3wee4Du6jxAA6f488P4XdzH994d690hJ/LBA736Z+j604t57xvwQ0IJ3PX7vlbPj/SL2PWInCwlAAAWozEjV2X8Ax+DDUXQwlsIz4pWJUCojhCEyu+04DONu62KOeTZxzwE2FETiHQA+Qs4ZuMwzL0DMOWuJhIgFS5nxVwR4pFISkJJSHatxyswiPhbzvD3Ayv2WxNvy+n8lokQCgEAy2mit5ntZ2erpkydd2xKJk9VJ27bGmMOhR8BpdNPkmPH2Zn10jkiZYh7GvTYQY1JKLZfLaRoAcByHlE4KcykwjtN+34+Dm4vdlFZSKUQsUuacj4SWh9Xnc6PQjAQ7mibhIS/0vu7zaHQGAigIM3Dr6I9H5Puj4YF/8l9I6CK/nS/i/f1hwAfV73eCi996v/E7td79BPZ9p/hxA3Umjx71XnkQFJxbJ/itzWRuxf1XjOzu04Dv6L15l+sdTAzMOQG8k7L8nm/z3kuAOPtJ6G0In6QQSqtKq0oIwwUASGttK1NVVVXVRle5SCWF3+M0cAhydBkJaGEFNiWl/oCHHZaglq3pqlYi+THW9WJVXzw5/5ICcqwqW92sfwu0LtERVynuh/5AtJRKtt2iH32I+9v19PgJmapZLLoYY0rRuTCOoxLSaKOU2Ef37bdviPRqabVR3vv50otAxtiqquYtXmtt09Tj4HfFp1jYoq2qrutCiJvNTgklhRJCFC5K6aYxMTpBqLUehsH5EGKe433AWWtR1zrUYppicHG/PTx90lULq5S4hcK55MSMQkkEg0pUzBJYEBuBVssmOiCw52dPJZkYcz+6xxcfa22aqp08QGIlpSI6P3litRn6/e3ttwTw5eefXV6cTn40lvb766+/+efLy6WtRWF/dXXlepGm9s31PmYnlGyaWghizkiMNCdJcmHmXLhkIrBWnZ4tTZ1dGEJMbvLBJ0lVTpySnwZXMgOIGPIw5L4vboKuWzCwj2504zCNPk4h121bayN1lCGGvu9TUlIJa7RBGYluboObotK5bXOKPriDm0iL9uL8PMaGKFjLFxddZXVldVMrKVMI+xAGpNC0umvt2Ul1ekqcJq1QSKVtI5QEUUjKDABI5+dPkDAm78YD50Ay+YieQ8qoSKUQU0x0VkkhmVTdLqThBJ54q5CUIUQWLOMopqDWb8Kr308q7WRZnl9UKSAUoUhXZuoaOlnoxZIKh2kKkxsFVcvlsmm2Yz9d39y0S2Frk126vbm+ODs5e/K8MLg+jYO/vd165w8Hh2iY8zik66u+a0BdaF0hAOVcSuJxitvN9PpVURqaTtT1sl20thKMSihr265aLow2cQhTCCFlW1dnZ+fO+/V6c9i5nKNQYKVCwUIypcyIgiQzMqNASiFyjlpBdVYbrTnx+mYfQ3DepQDB08igJc3bczHgMETESUpx6N1us2NmIUBgJl0IGYknl/MOpqmULEqupKiNuiC2koZx7C/Pzn/y48//5q//vLbKT/v1Zl3ZIMhI7Dj74KIbQKBedYuuXaQYN+v17ebgp4xgivM5JyTsFrXSwdZjt6xIpzHtr2/2HglMlUTyJY6BPZeayEpbqCSYQgZkCH7yMQktG9twUbe366urYRi47Rayw5TJVvVHH33x2Wef17VYr2MqWBgLABBKLUdXDuNwOPQMZGxjmhpcH9zw4uuXQpqmWWhTee8JZdsutTFa19bUF6ePtOgEX4/7PO32WgsSDDNqhUiQJEkMzMgoiJiocIGiFWkrAbkwAxYhcXZezdeIYw4C3gZIjqftYysZCaIH0Hmcy9AZmAS996Hu0m6zyfNhYG9uZn/rNGJm4JmNYYwBAGst0axVihBCKamUAoC5UXuefQFSVVfPnz/72c9+dn55gQg5Jyb86sVXv//qq91u23WLGPN2u805r1arH/3oR0+ePDHG3HtK5vnM20w/EszKimEcxqs3V1/9/qu53VdKGWOcB5UPXXwzmGAcJp/y9nCY72RhzjlLOddKw8xLmHXg6enpX/7lX/74z//cVNVcIwyFQ844N5XNyDuAUrL3aX56H2bscR5FEs6LQsR5GXxs/ztOd+4UIwAIIcvRJghHNYCUUgjBRec2tze363WKvmvr5aI7lg0WBuC5qbyUgiwIhNYKgCTJwqykKqWklIGOdANrKmt04WaaRkJxfnbh3dgPVgrqD/tpHJ1zMSRmAiQhhbFV23XGGpJEArVRtjLaaB+HlIJUoqoNICutY04xpeVyaSubs0NCrUXTaKlUijGEGFM+PV08eXJxc702WgJnP405lRhy3/f7w77v+1Ly9e0653h+eb6IsRDsx9GnVJhjykojCRETuxD7YSgFbm7WwCyUfPL4KSEFH/b7w/yKi7uGtPdtlvcL9PcheXOE8ji7PjlZPX78qG4qY3ThXEoRIIhmqON31lO/XZzNlKBxHG9ublbL7uxsRVQ99GE9NHrNK97ji3lc9dJbrykiAB1xiHzfY4dKKTljEkshKEqqrq1fffP1b37zy//0D3+/XHYX56cX5yevXn69WV+lOFaVqSpbVRaOhNtMiEfk/ywJhGC+N0sj8wfTPbxDZLw7P/mOL5AY+Y+pCvvDGb+5t/udpewHQ65S6D0H3EML+l3kWAEIgIKU39F7gMDirbUQmSGhmKkNQilDpJkV4pX38dB7qXGezaMgRIEoPrC7YymZkLWWWtF9YSbAvJ9+l087+sDnNPHRksBv2wXu6R93lmH87pnrHz/pkwAwDMP19XXOWSmhtZ7P3cbYuq6fPn26XC4BYLU6qapGCBVCdC5Mk1uv18Mweu/3+52t1WK18sEdeuec2+/3m932n379m7/8y7/6ccxK2b4/bLc753wpIKWUWs37i7OH5Pi2FPMBf1cAgfSO9ACBM5j0X87E0QOJ9WGfIwLQv8YKSv8jPJw/HL77DkonfQc8c36Tw/eXMXyITXs44jteEh6GXx/ib/Be3R6F5bsPFt/+woMf3qfhra2VtMA4TRFBCKHatgOAaZr6w6iVJVkrS1K241Be/P4qw6EZgYssqUoxbdY9ZPH86cWPvnx+epbjdPtyc/0Xf/Hl2fJjTadpcsv22Z//8Kfbwydvbv7x1bf/eRyAi7S2Thkyl1To8vKZsaerky2gMK2Rsj4/6wDKOPU3N1ch+FJSU9ck592ohJSk5JiGlHwpmFIigcYYayupNAACCClNVXcphZSKCz5u026zf/3t7eXFo/Pzy7pZ7XablHLwKcTo3OT9FHyYa08FSpTMjDGFXJRSBkGEkNfrG61129aCoK6qnEKMYRr9NHGKRNZUVdPUi2dPn3ftsrLtZr1Zr7dPLj+PoQBgU1ujNIAAAKOgMA9DBsK6krbqfvrTH1xd18O4qypRGVmZ5Wcff3b1g5/eXG8uzk/atpZaXF29efPq5uWLm/StxIJSyq7rEPmQx1IygFBapFRyKcDJeyem7CYxjSZD8WkgKaUUVaU+/vgj78fXr17kmHJm4CKlrmsiSpXN2qRhGmKJPgVT2VLiYRj2h37GF0sJR/sYieVqmZ3YDn4a0ScIKVd1QHAwG0R13dQ2Z9nU8uJi+ZMff5FS2K7XkmiaDpOfNttNP95KmXb7m7auT0/b5UprDylzu5CFYfBuGr1Uja2XCEaSImmHGA67YRq2eRpFLlZ3XVUHDP4w+QCrxfnyYrXt3wz+1sVh0dYh+lSStTWhhmSlOF9Uy4uTZaUu2ury9ORy3x8mP/noE061FZWxWkAqhcjHEJGSMfDxx+3Lb/Lu4PrDdrFotZXD6LUalss9IjEXN4XDrncuxMBPn37shvjty+vD7tp5J2v/7PS05OIOPkwpBiFlbfUIVFKCzPIwxv3kzs/OjakZ5KvbN95N/WFTKKUcb9drY7Wxpum62802MSgpbWUBk3M7qVCbyuiGyCJI5pJL1IqI4PZ2vdts3RDbZqWVJdQARcpSC7Pqzgrmfuy9cyGmGJxScrMZNutd05jV0jSN0pWUggTRYe+327S+4a5Z1tVKy8XtVRnGm2Haf/xx++RJc/5omtIv+00cD4Mi2G599EMMwFkBS2WsUabr5PX6xTjt+2EHAIi1UVbKVqpOqdYY62MvFMiKVciqyXIAVZHQNPjQOz9M3lRVLOxTtkZL2RibggsMMXGaXK9lLaCOSTMHKUmrTspam+bZs49++pOffPTx02+++Z13MgYZkhQJc9GAldRFW5f20zjFfhpIbU9XSoAZ3SGE3aHvT04upbLL5UoonUtJCbabvjZTd3H+05/+uDbdP4sXvofkYkjFyhoQCnNMKQsGiRlYWSlRpZJTSRkSCNBa2coWSJxLKQgFpER+sDaa0W4z6hn5uC93t+9ejl07cGSOCCmVVkqplBIiSiEjHMdWswNzNuAR/qE21/lCkHMimteNnHM61ifg/AtAAkoBZbQQZr42lZJj9IDAyLWtrJXGyKqyjx5dKqV/8+un3vuz8/OnT58uFktCkVLKOTFnrSSiBBb316cZiHJcUTDPRPEj7VPK+072h9fZ+ZcLl5BSzGm+ISVlAZgr+4pzXMp84865P/uzP5s5ff7O7JpTEnc+VYYCJeWcttutc25OuN1lBfX8t6RUSus5aXlc0xUshdOMvwMUQpYcZrbnHfrlOAEgBCllZY2S4uOPn7dtE6JPOaQUjLHzyyDgTuWjIJRHfmkuOSVmTuiZMyIqrbXSgIA421scgRQgBYlXr968fPk1Q2qb7tNP7bffvkopD8MEQDnlaZq22/UwqpSdtaLtaqWf1LX8zW9/9bvffXtze7Ver62tfvBlF2Pc7fdnZ5dCCgb23gPx8rT5+ONPEXEaxvV6ayvl/TROPd8wFEipzA2qRPLFi6+v3lwVzpNzQond4WDWtmqqQhKlIimBBNBcfFWc85vt3jlXcgEEpdTN7c1mt120HTPfUVyPckkQCaQ/MrmjlKqqikicnp6enp3d7YOzseo4lC0J/4CZ8+5jpmO8fv36/HQ1TY+sVcwM+PbIvBu8P1j4Mbzz7fz6kkRxrKEvuUzOxRhLSgiQUtJEi67rTId5evG73/793/9fv/vdP1srP/n4adtUX7/43XDYScmnpwshSUmhlSg5z5IPCUqZY3vH4T8zMucPZm74rp55oMr4vuXrXf1M79ej/+l6D8p3YjnfcqQeaMB7xffAsDYbzQWDgLmRBecU3/1vzuzN+SEwkUAJQhKJWe8pZnmMp82vnRRzdvC7lsrH8ychz08jIUgp7lyHTARzg4yQgkgQSSQllJwNvPMug5SCEPP/37rj6PsvpYQQUsIQonPu1atvh2Fo27brOmPM0WlA1LbtrMlK4YuLi+ADIp2dnV1cnp4/Ws4KsGQWQgzjuN8fDod+vz+s15vdbrff72NIXHCGZhEJRJASU5rbH469qHhn0MR7Ksg7mBTAt1AUeLhPc9cJIh6AXt4rIXg4sSNA5JLmrZbvE5EPPZmzi/TBfO8DG+dD8zXRg/HaEa5zj3d5R/A91HoPvTfv+UfxHerme2+bh7sL9z719zex3q9keOe5xbnr405XvsNleTDmfFeaEgOklIWSJGQpxfucEytpEEUuEGKUSguliFhJ66b88sXtyYVE5G+mAxZ7exVev+yVXDTVApL8+ve3LKZmsQhDDWnR2ouTRTBqmQJZtVDUOgfbbR/L1LZGSJVymaboo+uHKeQARJQoRUbSRkshJQCPYx+jyxwRY91QzqANa1vGce+n6ENGFCSgrmuldEplvx9DYBLGWtpsRh+mECdEPOzHQ9/X9XKxYCIjZRXj2A9TTJNzk5vGafIlMxFJCUAZIBpDVW2NqPa7YXLe+TS5PWAASMxJyFTVIgRmCDGBD1IIqiq9Om0eX15Y007T7urqm8vzx8vFhdaKYS6UwMKCC8y2IkEoFZPEs7N6cnK773/x3/6ha5uuWaTCJydnf/c3/76uGwQMIVXqcQn/fPVmVwCD48MhOZe0JmTKGQBAKiQqRDmXPLmiahACuUCKJcaEmVMCBKW14ERYmBNAAUQUKEhLIhFVziVcr2+RIEZfuAgpoyvDEBBBK6gtEhIwcgECwv+Ptjf9jStNzj0j4t3Olis3baWqrq5yt/vavoDvAANMYy4w//odGB57DIwNt3uxuxapJJGiyGRmnu3dYz6cTIqSyt3ta9wEAZECk2RmnjwnIp4nfo+QUqbDu4gBgeq6bprV7btWUmLw2ihjCimK4MiY2enapAS3m5vRjdb2zu+VgZhzyGM/JBJkChKZtYGud+2+GywonTMXiBVrBJASK07t0MXkoswJBNRazBcncia7tsfcI69Oz7/Qg7m8HkgICVKAmjcnhV4KnIu0uHHvNje3mMaffGFO109G1yb0LIJwvq6h0AaS5wzIEEPMMGoanj6dc46vXw/j2Pc9F1X15PGiMCYE23dht7V+zIvZWgqpdSHJECChMboRRWadIlEIOFhst2F7k3Z3kZmNEcbokPJgmYkj6hyTHe/6bp+TzXlEY0sGYEGUrOu7cRSKlDBlKZUhFAlFrOpaSkEIhCRIAmI/OAaWUlZV0bdjylHrGkE6F2IERi0FQTZSYaGFoNT3frfrlGTrYsoqZWRCaUgXOkUfQy7rYhhiF1PfphzYCh6Gm7OL4uc/f/Tk2bIskxC3vb8eezt2UVMlwXDCfdvu9vvBdspkU0RW/V07JBxUHaTQnAE5DGE/+nr0Zdr3bX/T2btKIShfzWgNShstjN51brt3zkOzWIWQ+5tBKqsEGF1BRj/Zs4K72+z9aK/fDn0XGKQxUJb1avno0cUXxizafby+asceBS7GvreDdY4RfcocggYqgTAzjDZ2Q0/gfPSZEQhJChKChCqrmkhmhhx5dL7rO2qMKdXp+YqXyg85DCl5iAFJomDKlDImIaUplVDSep84kcgnZwtj6rqZx8AhZExIOOGdMx3CniZ7Fx1nwwfO2wQfmAIGpqW7iQg9La1N4+epbXtfKx0D7N5TTI5L5Z8UZHx0Hx0Rl5wzJ4YDnSIzI4vjhekAKkx5isCabCwZ6VDGay211kWhibCu66ZppFSTYEiEnOm4avUBjDqlNMHQpweolJr+877lu79m3a8sTph+loIIp628acEMgMuimOBr06h0EgmZOeUcYzx4Z4iAOcWYc2Zi5BRj/P7777/77jt55C5OyRCTTKq0VtpIKZXShSnKsq6qWms9iU9CCK0NQgZEBqTJeMZ5ClSP0Xnnh2Gw1qaUpKS+929evxr6/tGjJ3U9E0KnEJXSRCKGkHMUmKWUU9wzcxbi6GmclmcmuSszZ6iKipcrrWVhSuf81eXrzz//7Pz8bNbMLi4eFUUhheitG8fBe8eQQjCZo5ZaiCLzrKrKEMK3336TUjo7u4gxxhCcc33fB8+b291utwfiojYkGRiKWj+tHgkhY3TL5WzerBbzBXAWQkiplTRSSBKiLutnzz+bL2ZlVQBw4ghC5gwpMRFl5pQzIJZluVwuvK+ml356Te82Gy3VcUEG8oSiwveV1bRsmfNhgYUIP/R2HpCzKceqKppZVddlCD6lGOM9x5+Pkix8aN36IFFgejdNEl9KiZDovbN0YtumaaQyxbXdmybvy0E+/LIpGTzzESyDDFqrzIXpFBBppUpjgt+9u3r5T//4j5eXr7Wip0+eej++2lxdX18ZRYXRRispaeo002H6kxEF0bQPdQgiZJwImfhhqYkfhqL9iHLxiV0uw5/c7/1ooMLxlh7k730Yxf4j6J0f4fE86PdocuriQQr6mEF/0N4J8OiHyykCiOPoCieq1LEzvNcSD+vBD05NiXnKppeIk4eTiRIJFIKQgI+gSikVCa20koebmLwYk9b7hwW8/+gOn2RmIYXW+uj3S9bazebu7m5TluVqtZrsEwAw9ONut9PaFMXB/CZIFkW5XC6Xq9liXRWmGIZx+v7RuvV6XZgyJ97v2+12N/RjzoBIAlGQOkDFkBBoyrg8uqvxYVP00RsIGf/YDt7HPf7DBPoPfYz34jR+Qoh5LxrjQxbnj6+b8keff9BKfUSl/QgG9YHERzi5O4/d7nQ/mpq9g0Hkx2PW/4Du9++ETLx3w9y3lEjTCt9EiOJDV3ww2uKnbfB0fKcUp16YmUOakD2UM+YMiWECoSGxlMY7uL3pFqsLN8Td7lYS3r6z11fDcr4ITl/+0N1ut1WDn5uz9s74oWyK0/UquJFubm7qWWLGGPO+7TIMVa0Qhff57s5utu3gxpxT0WiVs3Ox7y1CobVZLk+0lnfbm3HoU/JlhTlhUYJQMaa2G/q+t0XZaFMWpZZSxZj37Xic7iFz9t6lZDOz84mESBli5JxJShOCc/6wvQ8ocqa+t9ZNkBiWKumiKEslyyJlH1MAzChiSEOMTkommYuKBstyTOgzoM0gUjYh7kOeKcbtfocIVVl+/vnXs9lcCJ6wEAAiMxIJISRgRmKiXBakZHZ29823P2gtT0/PlCxnzerLn3xZVnM7hrvblqCp6huSgAje824Xu9Y1jUYUOeFEBhcCUsoppxA5RQSmFJkUIIjkU85AQoTggNkoPXDgDEISAQIJ1FJpSInbrpVK5pwyZwKRGUMEIY67RSQm0nT0ERIICUUpUQQpgQGLsjo7OwHA6EGIOGuauqgFmeu3u9OT9enJaW/3m7t3t9u3DGH0e1OQIY0Uu34whYYDxRgyR+dGayEGhThKMY8+xBRTAGApUCd23sfMrtJxPZ+dLE5f2he95V2bn315loTDjcoRAIVWRVWtZtUjiau7t25zY9+8uotOxAjr9amL2wBdoJaG3jS50CrkABnpAOB2WY4nJ/MUK+9FDK4fuLH49PEZouha13f7vh9zFEQslckJ+3aMHqty9uTxMyeuWN/0NtoBdi3f3fp2y+OASKS0FEr040gJhaLIxBxb1+6HG0SrVZKVKxtpqJDI+3YcbKuN0EYVpaxqoUyUJlWVQKIUOIWYERlgGPqcSciyKIuyapyVZbUcB9/1QwghCxBJDF2s52VhZoKGcbTb3UiUpVJG1wApJY45FQXGDDHn0tRlGQsTk1N9xym5GPDPf3Hy3/76+cWTshtf3dx837W3/eCdRZsXhTqRXO33+91+O9jOlEIWIQvvoDdlns0FMEXPyQfHu9YWtAd3245uE3mXtUbhi0asjGbUIVE/+LYLKWvmwtrhbtsLyot5OWtKKWJElzJHF6wfhjaOfRqHzBDrKgth5vP1en2OoLd3o+2ZU0mY3fBudEPfZ6OZiZ0DIRqtRUzehdR2PQJmyFKXpiyEUgDEgFIapQwzWHbO+83uru+dd6mopZnVtFLJYrcbEYE5OxsgjwGTKoQppTQaNVsfJeD545OiaLSu9vse+hCAEQgF4SR3IAES0QTq/2heCQfA9ftB5AOZ65gRJ46KwwdZQ3goNvmToeGDS0/+pPw6RC0w58yIjPcxzcycOCVOiACUGXLOkTkhThtTmTmTwMkmqpRGxMyshUQgzjTVx/BxJkRKKR22OwQpJeMR0XEvl4mj3TGlAylhmmtorZ1z3gcpxDB03nlJNKXkIYIxhTG6MGaiCvNxbUhOHq2cY4wkUSDknL///vu/+Zu/cc4dVh8Pa4QEgOKYZFCYaj5fnJycnp2dLZdLrY1SSildloVSYmoRlRJCEEIuCi0EjXbc7/fb3Xa328ojD2+33Qx9XxalMYVS5mgKJGbknBDzlDUoBKTEgngSGFKOMUQpJSIxMzIoqYuiUhLPzs4vbh+9vboqTHlx/nixaGazR82sAQDnrHWj1tIUSmtBBJxTSM66gTkD8n6/k1JNx4BSSinpnBt6v9ls+r5rmirToh/b6GNhzLOnz3fbNrhwenL27OkX6+U5AylVSmGA5du3N10/nF9c/NnPvj57dOZjeHt9dbu5yZMukDMS5px9iDlDM2s+++wzpRQzxhi6rhdCdF23XCxTSszy4fD6YSVzXzF9CEQ4AFNTjgCslJwvZmVppKQY78mrmXnKmhbvvVd/kMeHCCEEQJyi1e4L2KneTikBw/u9wWmn64HQMM3bMzNmvm9QlRS60EqJdm9QEJGIwVyleDEAACAASURBVF2/efXtv/3m17/+VVMXZ2enZ2cn//a7X19evuKcqmJhCiUIp2MMAA5p3nyoPPkIEDqAcJHvl4g+hcp/8E5/f2r4tN9Ln4Sf/c/1e/fgXP6jP+pTuOiDP1U8WCOcQsmm3dmp3c1w3w3isUPMOWeBlI8nPSA6rn19WA7fH0LTgIwzPBQ3U0oTblUcTs/v8f9KKRKH8dBkzQC6h3Pyw1PqQ6vqBzuRf3q/F3OUUi4Wi2nlOoQwjuOTJ0+0Nsy82Wy32/04jgjUdd3r129SykLIsiyLopryW+fz+XzRNI2JMRFRWVVK6fVq/d9/+d9X65OyajhxjgCASuqsgJGFkIeEuk+6iD+duPmj3/+povWfvtHRIPqn8Dz/U793Ol/jB5yfD3MC/9jP/zFr+H/yhn9wRRClFiFa522GZKQEQuvjOPrgE5GUUpVlITWJWwksEeocG+/c5h01VWF7Hlpww+7a79Gm84uVqMrdO7NbGDdURq+03rbt3e32zdNyCcJnjDH7kNxgbWT57qb95ts3Nmap1GzerE/WUqK1/cuXL+ez+uLipCh1TLnrhv22jdFLybNFU9Yypl7qqMtsfYy5p5iVapSqpZRHvDKQgNV6kbEWAsZhjAERTKEXShcxcowgpW70IueQkk8x1XV8E9+9udxJgc0MFyvR96NAXcwWz3/yJEQYesdp8nAXQDH4cex7U+Y6kSmkKcrSVIUW//jPf+v/IUqhzs8/Oz/9bLu/ffH6355cfPbkybNHF09KY3ImIjWBwp0fY3DeB0TQRhaFKAxoA1LF71/8GlFdnD39y7/863pW2BG2u9a6NiZbmNz3MPTQ974otJYFAOXMzFFrSDlb7wvNwLzfhWY2nqhyMVvvuz1CIiF2202py7P1Rbv7IXEgkjFlZJTK1LM5AFvvYgwxMrMYrXU+CgFNI7VEQBBCal0opXa7FjIJ1BePZm1PXd/1g2274SSGp88fcYIc4dHZZ3W5ykF+/+0LAL1cnFobN5vNi9ffhjwwp6KSpjICYghduxkyZ2VUNTup6/npiaxHdk7kGCHG3a67fnfDKcxn5eNHTzY3l126c8Ow78Z5bVdL+Vd//b9nb4aWr263g99lgYGZARWalIyzsh3t3/3dP/3uN69vbgahhIuhrKt61tRjWVsVUZkaqlL3o2WQqE0uU04oKZIYF0t6DvP9vnUu3L7rT5crowE5IcS6lkY1SgHkFIN//cOb05MnP/3yZ1pV317/029fX2+3W9fTsMXtu1iq1cXFarN5x8L2w5iuR5Cs6/LiuZ8tmmW5oKLr2s76/elaz6uyoGrYh4ySdDMOFkU2JT1+stYmRhiEYCJiZXbb2O37rh/6frta10UpBZmqngE3IeJ2P16/2w9jH3IWiuw4fyLPmuXM+2jHOPTRh34+n9dVg5TGsQtpqKtkjCgKDZmqaq6eVBwXV697Z9Mvf/l//R+/fPazn9Nm+227u9zt3njfxZhjlEPPG+uSNzlmF33Mfl7PpGYQ/qzWUqMQ3HUBtNAFailt3t29uXl3c53B1nOWzaKqBSlJzNZD29txCDlxyvHli5chxhjjYqajj2M/TJpBDuB8XK0WTy4eL+Z3r19f3217KUFKKgo1a5qybKpqvpyt37z+4bvvfp9CHV0gRCXX/bDZ7+NiPUOSfb/rhzF4r+R00quLsnIhEpLUJjF2u3Ycx7KsmYN326G7xEyCtYC7x6fPn37xFLPaXO+vL29ub3f7fmMZmnlNgjKmQktQABrKecVMMSVVSGtDHAMBIFCc9KqUaTIBAh33lARiepg7N+WPx5yydzFG59w4jsM4xBgZGBGm1T4iuheyfoTOftiKwAcBA/wwNes+aGgS1qaRNWf2Ph6hDsyQUSIzpBR9tIkDEguBmVPO0RiTpoy7QxKazAlSijklId7nUE3ZBkKgECglqcOIXBw/ZEpxwoQKISdoZwhBCEKk+Xz2l3/xi5//5X9Zr1be+2EcvXPffPPt1dVVWRbb7e7ubtN3/Reff/7kyePzi7NZcxDDJ76KkGp6xJN2OD3ut2/f/upXv9psNvcJ7/eT02MEIUqpqqo6O7t49OjRycmpMUZKJYUyxphCaa201nVdFaXWUp6fny2X85xC225v726ury/X69XFxfnTJ0+cczmDUnK6EJdlmRPEyEoWKBxiEjKHGGIch3EsiqISlVI6+ZgSTzZUAJRSt+3w7t0V5/DZ8+dff/X1X/6Xv5jP68VybowmqpGKYezbbg8Qnz57XNdFWRVVWbTt7vL61e9+95thaKUUX3319X7flmV5fn7++NGz2WylZLHbdilHqeTPf/Hzwa3+7//xP+422+V8+bOf/Wy/a2MMRVH89MuffvXlz1IEUiYnatvx+xcvh9F+8ZOffvnTr08vzkY3hpj2Xb9r25QBBQkpY0jOub4f6qr+xS9+8dlnz7uu3+321o45Jyml977vB845pQkqJOB9FqJK6YP5+IOKie+DS9br9RdffDGbzbTW4zh6Hyaj3dT05RxjjBL5T6y0UkpEpI6u4/ezmAO74uGK0QNm3qcsdsiIYLSsm8oY7b1oqpKk7Prum2+//e0///3N9Q/r9XK1WGglXrz4ru+7sixmTV0YKQUxp4nAycwHcK7QzDgN6RAIQfBknjzQ+j7e7rnX9ejojOX8EUf+XvsCZMRjv/fpquRHmBbEj6vOB2U83bfVH4Vdf6pz3EtHP1LHEsKDkxlDBk4PYiYEAkuB0xo10iFj43A2Eeq4z/xQ6Jwgn+JTG52QEhjT0X0wMYSVQsTEKQChKdThlKzVdGgcjlLmGGPMSQIQYcp/pA36D/UdUqB4/er1737z27qpj5QqqMtanksklFLGGDlnBELAx48eOedDiDllO4xutHe3m/PzM+/XMc44g5AixaxN0XXDq1evtS6ralYUpRSdFEobI4Riziho2iVIOR3k9cTIOElbB75YztMqdoqRtKFpzfnelXF06h/NKnnK0bwXCafn4f61Z84A4rAWiHQMmqPpJUkpEpIQctp8f2ikPP6K98wSzpOm8zA+gSc2Vwhht9vG4L33MUZEiDEepLMEiIT8Ph7w6CiA6fcS8X26es6ZD+Q0eoBkxYdDo2kh4SMf80OL6B8eq3B+CCCG+4B7PmwJ83sP9EQDwPunNDPn976dHIgYiVMKfEiH0kQaQOYE3nkSLBJaZ33gnMzQyxQhuDkUKyWqovB959KQlJfBlu1WtK2/uDA51oiFdePt3eXV25e3e+zHqzdXL/bt3vp29G59IhlVNVv2t5vog45x27ac49i3DIE5NrPSunG/3+12rfdeEEsppASijBSKAmMSzmMIAUgKyZlDCAiQvQ/MGSiH5FL2gFFrY7RKSQ5dh6jKop7EK+BcFCZGHNOoTbFYLM/PfdftGCIzzRer5WJZlWVpKiK9XJGzLgafcoh5jAGUQZSktLNjLouy0EYQii6IHKSixP3N3Q83m3ffv/z9cvbo/OT5o4uni8W6ruez+aosG610WRqpJAFY1w/D2PedtX1iUEPohsu+72/uvg35ZrE4QZA+D2XtLy7W43jOAJtNN45+7D2W6mguT8yRORCx1sAMfc8xkCBT6KrlIaXAGGJwpIuqrB89uhgGG1IiEmXVVM0sMfTDGONorZve5kIqA6Q1l6UujFJSCSIpBGewowMAU2RpChFE7tB56AbfDv1i1YTs22Fv9rVzGVMJqIQsMkoXo8+BMYXkkLKUmqQAFilBAhptH/teiE1Z1AQq+jEFIMjJhWR9st77odSEUEw6OgMmBJeT53zy+NG8fmxH/PVv/+bV27f7/vbs0arQBeQiRB1dGPswuKFs6EkxW8wLqTlxWp+dJHkR5Sa927AcUrYpx5wgAyEkY9AoTHGHlMuSQ0Dv2FsmlEVRCVJDNwTJRilATyS0EsC5qepnT59JYa76F9YXmFQMGCMo2ZyefHa6vuiHYduOPqdmXc5Pq2Y582kYXCaZEllUXolUNiBVyKFPEIQkYyCEVJTFallVlQTy0TvnI2EGBh/YOmutDSmOznXDWJUqMVmXNrfvdtthsCmBFCIR5LtNFzJX8zZzRhAhAAJURbmYrwGtVEIZY7QjTCkCMSlpZFEObbq4WDZfnX79Z8+MEddv3l29u7x6d3OzaWMIAjVl3XcQbEoxaqVMWatCkpYBAiRZ1yYm3w/94KLRpS41COp37e12ux87qbOI+PamXQRTNwZFQWK6Bogp/ioGm1JGZil4WtTgRJWuZ3oOjM+ePj89eyYl7fb7th/ni+Li0eLi0UobFAQEAqRcLS/guVovHoUwSJ0fPV5dvv12tD6EECIDirKspJTGlBezJQnjPd/e7pXikoqb27vdvrOjPTnJpyemKMyubSGDQs6cOnundlJTTZpOH69Pzk46d9r5PSB2Y2+9lUbXospMLuQYIWU6WRfDwved5yhi4HbfV3WTMkgpCEXODMyCKHKcvIgpJe+9lLKqqqZplNITHn6qS4SUMmVBAonSvdj38QVFpJRyThNT5B70cj/4u7+i3QeXTReyqeV7CH0RUgg5iR6OiIlAShICACf9PU+OVBB4702FyRSKNIlqByQNTj7MNEkoREjEk4NRqSnfPAGQEJN/dfoGlFKkRIigtVytlp89fXJycjqlz03Pm1ZiuVy17f7y8vK7b759/Ojiqy9/crpeKSlS8BN+EhFziogoCDjzVLHkzNa6tm33+/2k7D3M3kOa4pNRSplSklILIUKIxhhEEiSNMROkfCJ8SkE5pSdPLr788ouf/+xrrbVAzClBzjnGvttrUzR13dQ1p9y1XYxAKJEUCSVFkiIysJRsDDHKolBFIUkQoEyUGCKhRCTvo5SyLMqUJKFAFFVV1XVTVRVzlpKQKEaPmJWWdVNWVSEk9EO7b+9ub9+9ePF9iC7nVBSFlOr8/OLs7CyEcHNzM5+ttVZNU9PB2x/nyzkASKGuri69j82sPj09bepaKaWkQNIBmJCk1EobIdXo/H7fRk7Wex8iM6Y0hZXzRCsdhiHGSCScs9PHOI7GaCIare267qAuH/dRhZDikHQ3WfLuHcgHqN594pkQYrVaXlycCyGllFPhORWZQkzrD6iUVKSYpXM+Q4Scp0W8+zfOg8YDJ/zPFGR/BCjgPZMBMSNkhnw0QDLg4fN70fugTjOnlJgzAnNOhDCfz17+8PK777/75ptvQvDz+ZwIck59b/ftnZCirhazpmYOnPNEmz/KTUQoGTBPiX8khNIA5K2dkDzHKvG9N/VQPB8snEehj44MCH4Ylnd0uh37Pfxja3uflqkPc/k+NZXe+y8P+5lHhKWQhEfsf2YW06vCfKBbERCJyZ3LEOhwV5YkjhxCPOTeT/0e0vERT+xWehC4jYz0EZL0/Q7Xg6RunGyNx9iJYzYMTrnqgCikkFKSkEIKfMDOmdS9h4tpD5TqQ4sCP5Y1/+lzON1dEtKbV69//S//UlX1MUHB3K8aE4kkIicWQsxndHZ6Gny01o3j2PfjMPR9PwCDkqqqas4w0bqAYXu3/fW//GY+W56enM1ni67tSYiiqEIMKcUMOaUUYuBpdRKOebEZxJR4gUhIYup/UobpkJzEc8QPtfIPVVTO98OTB5udD2VQgumHTWgvYM48Hf0IyHlKT8DjJGPKvnwIqMwfiapH3gxnzt776+vrqiyttTHG6arzwUHAgA+mF3xYrxYf8jkh53x4qY8ug6Poh/DvC5sHFvMn///psh+8NyG8tw3wx1uL77+afOcZ8/3k5nAVB84chQSinHPIWUwjQxJTv4chBB4D+NSPvfcpZz10IifBcSl4bZSvStd37zgnojJ4aX1ywdpRM1cAKuXoQrvrL1+8eb3rLrv+2scYE+3beHpWLVYVi/J2tx/96KJ1d32KPjlXFML7ou+HPMH9XSIhlUIpxRTXG5MnRCGz1JByIjGNQq2PiRN1bc+QVJF9tMHbmMNqudaSUuJ914bIddUIgcw+s1P6/dxhvpgppd5eY0yjKcRydTKfzaU0WhtBBlnpovDOOtsla5VRptLalKawfesKUythEHB9NgcGpUwMeeju9nufghTwphQ/LBfrxfJ0vT49O30yn69mzfyz58/W60VZamvj0Ftr7TQeCiHEfLfrr/quG+zrk5OzxWIthVYGzx+tU7YpRefGEGLfewJdFAaBBNLIUWcElBlSypwTKlkqWRFozpQiZw7eOy99Kfji/Nxat+8GAJzNl/Pl+mazTalz1tvRwwSRV9poQAKjZFEUhSlSCNMeTE7IFDxnZkycAaWP1Pb+9m4/W5TeDZvNbQxUa1eok9nsdL5ck9S9HXvXxxyYUoKUIqNXgjSIUhjBLvbtcPV2M69jXc29zQS6MAVGKIQ5ma+6QQoQ3gZglMqUNZR1jVp6CKBpfrqcQdX/yl3f3fW2+/ovvppVq6GF27fOdqMdoizEk8+XTV0RC13iMPYnF7MsT4e03A5yDDGmmJJPMWdGQlQSlE42DUigDRWFGEROzMHnnICIhMAsshCJKEqEsjSLebNeL9frlXM+JTGMppT1VOnWdbk+eXR2+uh3//ob5zIBzBbzZ5+dLs4Wne1t2HEMPvWoYyFJGk7R2jGljEhKKVmWVDeyriVhDMmFMFrvOceUk7UypJQ5Z2AfUj84Bt/3cLsdX725y5GU0lpqo5KgsG/t7bu7tt9fPFkWRhZGlKY8WS9Wi6W1W6FQG8VZBDdwCkYRJAje2TE8frL+6qvn9Sxvbm9eff/ibn+178d+VDmaqqikqmKIMRKAABSqKFHomP04hhhBmMLF1PaQWKrCgNIups4Nrd2zAFSQgTfbkRGENmVVKkVlYZoGGQZrXYKsEAShkaAEahIgyKiiVKUx9dnJ2XxZlZUsKlk1anVSLtdFUcKufWeEU6LmJJtquV485pRJZKTI6Kx11zc3o79xPjPherFSutC6PD+/iBnvNp11tzE5JOd8vtvu+mGMDKYolVbdOEDmUplCVrvhru97ykVTLhez09Xpeg5VZ8t929o0QExSY1kZkrptR+cZWDbVYr1S0VH0MPRhV3U54zAMiLhen5KAzIkEpQgpYlVVwzCkmABAa11VFUlyLiOiPt5yPOSqx2mS9al36MHCEn9il3rIgr5HQ0/93oFocl810jFoCCHnSAKFQBKMxAA55QCYp9qI6HBlvP+xUhAihuCZeRLMmKem7p5snxBZSBKCJovp/RjzYCNlnv40RJSSykI3VdXUJSLmzErJ66vLvmsfP37s/boszPb25vHF+fPPni3nM0KIwYtDXgIEH6YAxDTtLgJOaxo53+8FHfIJJ/wBChJCIBywnwAQQhyGwXvPGRBJa504pxxTypIImIe+v9tstFb/23/7a63I9t22rIzWnPPm9ubk9MwsV01d9b2/297dbTspjDaVkNoYp1UgElNMVeIsAhMlJIlAjJhiZMGEAoCrsgReeu9iSl3XTc5Y59w4DkXBpkAiNIVSmbQWQgJzbLvt5u7m9vb67u7WujGlFIJfLFbz2dwY8+qHy7Ydv/yJWS5WRVHkHPf7XYBuNm+01sHF63fXWpar5frs7FQoaZ0lVEQUAnsfpupr6IfLy6vtdssSbm/vhmFMmYdh2G23zDCMdhhs143eBUSy1llr+77vuu7s9ExJxWyttVrpew0Jj5A5fE9D5X+PoieEaJpmsVjEGOmwI0APiP9Tv6cw4+QxZeQPAXj88HYvcU8e2h/3HyLDfbP34AMPVAU+vGsYU+KcU84TLs4NQ/fi+2+/+bd/bbvuZFkpKm5u33lrc4o5c11VTV2UhfYeU4rykMvJiAIYAAQD8ZE0SUJNQxUSgg4RkkwHSycfw8TpkDeZ79l9x9Sxe3Jo5vdbbfjHpSe+t7cy/Hvh0vhJQ3g8K+WDo/QAyODJlZpzhhwRGIiYIXNmzpwTHnC2nHICyEQHaYgIxaHbu49zYzwKr5Pz9vBgCY4LYQg/FpH9odsO7k3mx8EPTOeN6fk5dHcT7f7wzNP77Lij6/NHw7c/8Hn+aUKznOYQIcS+H8ZxuG9giITW5oBmFlSWVVVVdV1XZX16qu9PWM758/Pzs4vT87MTACQSUsrrm9vb27t23479QEjnp6ec0mCtlNp777wL0Y925JQYwEgJ2oQpvDZGACMApJCFMYqEUUoQxOgjYVkWk70kxiiIjDHGTLCvw2zmwUOeqM2Tgimn53OK2owxxRilEh9IwIl9dH3f932vlLmnex2fTSEETQ95eoTGaEQMIRxRY9NutPDev3r1Sik17UZPnTPnAyMLP4aF0r3TRgjiT0Ml/5dwQX9UDv6fuCMBoBCgtUQChhiT8x6cdzGmGHmKodQaQUaX3GjHGBJhGb1KQXAUkGeQh5yUIJUFcObIOTHHBAwSQBOZ84vHLHth2r/7h99fv3uz7zY///mf13UTM/zX//pXTPn33//+X/71G5ddJZKPSQI0M9nUjdaq73sltTH16YkhAoYIKQpC51zXdYCQcgoxAyLShEnLzlk7hN2uZYpFzYApphxCHsdrrbRRJQA63729frVYLpSElL3ddEpKY0pOaIwoi7IoZAavDQtE50LOejFvnM23t3fz2Twm2Lfjbr/TRp6crNYnq/ksD0NgJgSBgEVlQgghRh8syFzWipOOFsaxC5twfXOTIlXlbDZbnZ5c/OIXf/6zn//Z558/i44RVFMvlqtCahfy7uWVB+ylGX16d73ZXm/ImKKQZ0qen5+vvbd2bPfbdhw8gV2vVvPZrNBqs7l1zsYU9/t9zKEo5dn63Ejdt12OCIwxptubvpfJzcPnX/zk9HQxm8e37955H/t+7Nt+6EfvIwDGGGLwoqmasirLEjghUAwx+JhC5JyLqgk8uNSNLngvUZoYab+3DO+sb4XIwLmpAgg2pfn8i89Pz84Aw/X11Xff/X6zezFb1zGncYy6sLNmNpvVspQ1NiB43PfbXecsLurTRXNRlat2786Wq9PT8223uX735vr2NYFZr6u6MXVZEmJE98PVN52NALM3t1dRwsnjR4v1k0otgvWbzct22+UU67m8eLR88vh8aJ2q8HpzoxvhckrTbrEAJEjRp8hIsiwUQHBubwpJpeFkFJlox+j7H16+vroURNlZLwiaOpyenBmpg1Kfff7k7HwNEG8312/fbm6vw3IGkpQyUulKSOmCH50FirOZXK2bxbqer8xCVze312/fviXyVSHrUsbowpiiBSOVEChILhdNiGG/3whVofTMECP3/dgPAbnIWQFRTJAYY4Kr69vtxm9u/b6Ny8XJ+vTUB1uqVOlYlEiKi0oWDSmlmtl8tXxUNyshoO/GYWjTZth3g5Jx3kizkPv9/u6217qO+a7tXr3bfJPsAK5P3Jf14tn5hVZaiDIGst2thcCYAPPoRx9cZn57PW637pmlsiGh5nVpdFlFUJvdrhsdCJIaUHJkFgKQJIBBMGVZNrU5WcPV9fXV1eUwDNJgXcrCCEkgSczrlR9jHOHp2UXfdj+8fXF7c6dNfPbZfL7U+/317c3NbutPV88eX3xZFycXZ81idqrJVHWRsvvt7/95fxejk1LUMe4ip/X6tKzmKeHddtCmKqtZ3cz2+9GG/aOLpz7m3b7/7vsXu+22aepXP7wxSpyfrj9/9kWmtB/am+u2UM16fr5enasCA4ybu7uu70KMPtsxjESi7V3f+xhw3tjz02frs1MIcpol/dVfpRAiABeFicn7YFNOMcBu20kpLy8vQwzOuWkQWWhjjJnUBmPMYXD5fpeFxCEPFqWQOeeUYs5ZCBJCMoiY0mTteD9exMkA9H47fapvpov1dD3NOU+k0ImVAgRlWZDkmH0/7n0YAKKQk36QP7ou5ZzF8YoshEg5xpiEIBKAJBEh5Rii88GlHAFy5jh9HJeIROYMmTJPBT9LKU2hpSQ4pNsy5Bh98m60Y9+3eylFacxyPm/qyigppZA08RMY7k3/wAgoD+uSeGThSCllSoewrOnLqZGecuQnrEgIYRj6EEKMMU3MF6J6PtNG2dE1VW20nKLhq6KaNY1XNMwW69W6LDUhBGdjcABZKulD+/rNm3/4f/+/GFHrypSVlK0QgxBCHBkQZVnVVV1VTTNblMVMSUOkCl0tl2tEyJy6ri1L3cyaqlTD2F5evtlsbopyfnJy8fzz59rUmbMQCBBj8pnj2+vLH374AYD7vr++vn716tVXX309axYvXrz8/rtXKcKfff2LGGPbtn3f6YYRoW1bQqG10kq126Ft23o2k0q6EGLws2ZaoY8AEEJ48+aNvr0lST4G60fnXUjh++9fXL3+YUKcBR9jzM6GnNkU5dSjdl0XfADm5WolhTBKiglTGpNzvihiSnlKFT8EcOfEnI7JlNOR9gH45x76OoFuETnlOEmCKXG73QWfy0oro6Q6AnAOk31mPtB9/kPY9g+REO9vMUYkvDczA/A49j+8evm3f/v/3N7elGX5f/7yl5evv3v5/e9/ePmmrovFcv7o5GTCYvuYpSy05hhDTolQGGOsdSlzYQpEAhAEwnnPDIvlOiYXomfOQh6St3JOOU3hIIQT5vT+78jwce5Xvtc10h/t92JKcN9Iv081ew/vOPRFcFine8+qOAKbDt3yZEJAypxjTDmzlBNpMjlnpxI9RJezB0hI+QCYpynCEyVJes8XxT9QGfNHHddHbNXDH/8h4v4+wowOWaA0RTkgAQhEMaFBH6yP4f+iil8iopJqau0mU2JKmZmJMgBOTt8Qgtat0UZrI6XSWhdFURSFECKl3LZ7JBj7YUpXV0qlEBfzxZ//7OePLi7Kogje11VptAaiFE3KFUO21jrvffDjOA5D3/Udp9x3Xe+GoesLYyqlCm2Cc6Ux4iCz0nshi6cE+jRFEx6F8jy1ZPcKMB6Ikwes0aSlam1mzWw+nzWzChGZk/d+HO3tzS0CpZRT4hhTCCn4kDNPfd29WpimOPkwWxGqmQAAIABJREFUZcpXh8Sb48So73spZVkU0/enlA5+zog/Bj35kMp51JP/QDP2cG70p2Q+/OiSKx4HDx+uBR/+4Q8PWfyRUEE6Btqk6bI6RTkhTVFPMqfsfbTOR85M3sa2bdtx9MgqepmTFlgqtYiRCLVSBRYoBGb0KSfGnBlC4NHGlAABgbK1nbUWWJbm5Onjn84XJ1LQze7Vdn/TLLNoVNUQgzFC1lI39QyAvA/eJ84MgFVVInFCJ8R0GMScU8qQc3YOcg5EwzDEoU9DnwAyYhpdPCAjCZhDyhwikTAp+bbbKk1KUojWe1tVlTGlkGIY7H67c24EjMqAlLA+OV0sZ8Pobm/21283UhbM7AOPNvbDOFpXV01TzWfzBZESKBFgGPbDMOR+EBK0EUYXCCZaFYwEAG99SGF0ntGjiNc3s2fjI1PqOtUXFxdlzXXD+/7q5Zu9MXp9skKad13bzKrT0/NxtO2d3W0uV+uT5ao5OVkGF4CxaWZnp2fr1aIqi+Wy2be77Xabc0hZVXW5Xp0uVpVPPQnetqkbPGEeB3vZ43zRPS7r9WodEw+jG8fRe6+VOT0tiHAc+/1+Z20Q0hdFIafIMAYkwZBCTMA5QIrEJCBDdi5KVWnTNE2tFMTYOed8CrP57CdffPH40UWI4fLy5a677V3b2yFscwZOEWLWylgDHG2ILvjkXXRGSK3K1fJs0ZxpOYfkz0+ePn/++XZ/t16ePnnyrBs2PrSZXVkZRM45vr198+bt3vvSxljPls1c9gPYFLd3abcNdshFQfXMrM6K00dlX6v5rBFKb+76XX/3dnM32CiN1IXgHfgQEbGuSyBOyRsjiCRHpbAI1gQrY+QYMtJhUJUhCgnL9ayuTrPXzuI33/728urtONjF7MLawag4r6rT5ely1iCjKU0NZTWjDGkYO+zcfL0QIgOwHUOwyfWgIBVSmUJHG4BYK0QC50I3jvNlURQaJcQs2s4NQ4CDwC8zUD9G6wdEQdI08zJlpwuDhEJIKags9OnZQhWMMoyhM6U8VaZuipRc2+7H8Tb4kSg3hVJSCsB23+UMJ6ezL774yWq10ppzazNEpU1R1QAxpWgjKDWNkrMuQRcys89DGqNznpWRZ4+ax88eoQw29CygG521fd/7EAlFpTRJCUqh0QKRutanMJQVFYZCiAK5Lg3nQIIFEieOKbngHQQ/JojZDr7P3a7fumgBY07w8uVlWdWFqUaXr2+uUlB/9tM1oQLWWs0kFZwV5lLQTFKz79sctSlmgkpmHULa3vVSJRLS2tj1ow89onYuAFFKvN3tx3FE5MG6V2+uvQvr+Umhm4wxYwo5+OSiZx/7tts77xKnMY3CDUgyJBitG4dsx9TtfaFviE2hGonFMNgUk1Tq7OykqDQS5pSE0HVdz2azrusGO/jgd/s9CRKS7i8i1lqlVFTKe393t91vt5B5WjQ5EK+PzIlJr8uc84F8eAhoTpxT5pQyUgZIIcYYk1LqmKB7KG8YIOeEkEkKIQUQpBycdS4M0wjelPrUmLLUOScpCYSYltnuZ6855+MaBzNwOvjTDgFBBxiUEESUjnXMQwXyPnE+A0+FY0oxBc85IiJwTpk5pxRD37dVWQmiSfycBriEyDglcgMf6zLCQ+bF9KuknOCipff+ng46xRKiIASMMTvnEHE2mz1//vzi4kJK5b0fhrHrurvdFD2XN1snkMrCLBaLs9NzrbRArutSSyEQysIsFs/KqpaConfjMLx9e/V3f//3XWsRFaAs6262yCcnJ9PjrqpKazMtHM5nq9lspVWNIJUq5rNFisl7H7xt6tKUKkU3jm3b7fb7rZTlcnU9uk5rWZbF2dlpyhyCR8xnZyckvn7WP/nVr/5lu93OmnnOvNncffftC2Oq0yfndV0XRVkPg5Ti9ZvXt/uXtze3RVGslusnF09m9XLeLEc7Wu+UKokkIjjnbm5vrq6u3rx+TUIKKVHghPaJKcYU78ALSIcwACYhlbUxpUQkATGGOAz9fDZ3zuF7MeQ9rv29e3Ninx3rqQlti8SQJ09yOi7yfVBrTaSeiT+fcuq6/uXLS2fD5188a2QllXwIEPpAjfmwjfl3Yq7u9b33X36wVQh5yuYAzuPQ/fDi+5c/vHj16oebd9d1XdV19fbq8vLycrdrC1NVVVOWjZBmsgcKMeFjfQyQM0kphTRVZSa1KR5InTyt8Q+DyxCn3GwpiWHCsHPOPBGHGTGkdN9xfSS53ReUU/OS8Y9KBx+nvdy7yx549PC+GfqE33GM5mYAPOwbT9TT+3NUnRIwkxApDda2u/1mEtyIsiCYlsgEEYHImY8+zPuFpvwHJJKpkZuUm4fu04+MlMfMAXov1R7OSIKEJJJ0DG0npE+bzT/K4/g0neLfu69EQCmlMUZrPW0W0lHKnWZRIYS+H8bRHrJNYWqZdNM0E9WzbfdaawQxmzVFWUohTFHkmL74/POzs7OyMMFZraRRKnEGJaYBQahKH0KI0Vrb96WSgjN7a8fOuXG0JCDEqii6/b40xWFZ7mjNJKIYQowhppA5AQIJOhyxH0cRHOJB+AjWEkKWZbVarU9OTparxXFekq1169Xa6MJa2/d2GAY7+qIopJTH43iabsYQY4wTHD9NlzLmaVCUj6yzfD/wSClNU8CHRwp+0kDdd3pI9OAN837r4Y+iUz5q6v5oN4gfMEvf93sfw3Z/JED+vkkkPvR7CRBIiun4JSGnS4h1jlIE8j67cbQhJETNWQJrQVqrWQwJUUipUCchcgKXIKEUDBBiGgY/ONt1/b7dO28BQMlKwHzRPP/8s6/+7ftfvX7z7vrmcrbIM2VQkjFNQYVhbUyRMyoZh8EO1jnrEbSQlBMKIQkZIebsiLAodAwpZbDO7vdD32XvYD4vhZYJs3NT5jhIKQgEMhNBTNE5N1oTlYjBj+OQUtbaGFN1fXv19qrreqRUVnI2q5arM2PK16+vri5vd9v+7PyREBRidj72fZvuwsnqRIpyuSqKolZCQs6ZXcw+JhGjkhGJJYGMWgSFRBg8qZFyTIJsxv3gbmNuTYmZVYCSabZYUGffbXd7QrFYrIpSDaMty+bp0+fX1+82/z9x7/UdR5al++3jT9i0AEiQrGKZrjajuaMZSQ96mz9+HiRdze3RdHe1qeomWSThEkgT9vith0iAIKuNNBqti5WLCwSQZCYyImOb7/t9m+ub25ssl4xDUWU6kwRpWeRlWczquqqLepbzDen7VkqRkOdZoVRWFjPCCx9G6/pxbDlP3Zi6xnbtEHxQUi4XSy6GtuuqqiSMqUwRQpq2IQRub3fW+hACJYJSkhAn0QIQ6kOIJBIOmdYpkraJJFGd1U+ePJsv+X5/eXX5NsQklZyv5irnt++vvn/1+3bYIQ1U0MFYQihjwrlonBHetM0QTMAAFEBpWdVVWVZ5njOinKJZXpTFjFC+Wq8IS1c3P1xcvb7bXjKqpGYA8WZzc7tp2o7M5rqu12Uuxp5EE/qWAGacEymizqLUyJXPgJezXBdFsx+2O3NoQgCuikwqoEzE6DHFhMAIoYxSBhQAGMvKyo1Z37JhcJwRKcG4PSYPACEFqdlyVSev/vj9u9/94bu27TDl6+XZ69ffQQqkKvKSc4lmHFUmE9Fcpn7oYTuMgQKLzjqIdOiiN44mKBScLGVZlaPbM8U449bafjDDOHmKheDTEReN84j+aJWi3PmYbKyqSc0hObOYSIyeEJBClln29MlS6GDT4e7QM0mKUnDh+8ER6BntuYRMK53pEIIZrRmGuq6enp98881zIfloxoCJaqaZqqricGhuN61zSQjPGDehzUtWzlTEFEgafEw+VfNyNl+9ePlstO3Nzhs7Hrq+OYw+cEa4FIpxqTTLNFeSOjd0be9sDB6dcl0/xOAZBcl5SjE4TBBJQk+ABkMSpUD3+8bSwfkQQjDWD4Pb3N6tT9ZPnwjG2TD0EG7jy4RIYyDOAabkXEpRUVISKLo2AVdSFM4y6/zQu2ZvKPNAyW7fHppuNL5pHOdiku/EBCHibF7tdu122wxdG57GJ6eSC8aVYJJxyX2yo7E+hIQYMPbjAACMS6lyIJhSbNtmu+mCoxSzQs85UddXN2Y0Squvv/5ydbLUmbDWCJHHSKy1hFIh5dTdNU0T05FdOe3olFIYUwhht9s1+32RF1wISunUU00yp5RwaqImZvRjSidjXCkdY2KM3F/bjjHED+6JlDDGFEIAxgglR/9edKPtjO2UkiE5wqHOC6m5HSLnFJAxzgQXlNJJPYaTC+debvoAWHyAi05hgw8uxHvf4PHiPdV/xyeOOHERvHeTA3AC6k1uTzOOSsip0nggbU6CnPvwGHycEwXwEJXOlFJZlk3BaxMCdFqlKq0IocMweu8pZYvF/Kc//ebnP/9FXc+miLbr6+t/+/df9eNQV9Xd7e1g3WI+Ozs7e/r0CSWUCpHnmVYyJQcYVss144IyEoOz1ux3u9/97rd3t00I4Fyar93TZ+rly5fTYLYsSwRirD8cmiKvq3KhVAmJERBCSE654FxrKSWjDFLyKdqIDjCGSDZ3N8PY5IWez2cIdhK2CSXWJ8v1yaLruuvr68uLS61ypbRz/u3bd3//9//w2WefFUWuVJZlWUzx/eXFxeaVEjLGoHVW1nVVzLTIbm5utCpyXeZZzhgNwfZ913VN1zaEMURACoRiSClEH0MkaQT0k7KYMiFl5nwMIQISShkiOOu8c5NrFI4YoSOEk97PAh4A75/Uxo+bqwew+uRxfZQ4hwBkQpQdDu27d+/M6M6erLNCITK4x6h/AoH5pN6Dh0aUfFAzEvJxjf6jaf8RlJsQU7JmvL66+uN3391sbpRSi9kspvjtr3+1228p4Hq1Xq1Xea5T8imEEBMBGiMFIrJMpYQJ0zgGwQUAtc6HEKfoYM4ElxSRSJEBQessgfvfG0NKqRB64gM552JMH+tb7+kb95UsuQe2/G1IIaV/NgXt436PfBJexh4vSh7IHfe2pgnmOknWH8gqIbTb7eVoBkIipem+3/uAOXxAUE2vEhJ8oNeTP1NCP05rI4/2K/Ax/+K+rX1ku3v0JDihnEwt3wc2/8O/jH8+euA/KvvjCI+M1I+3xZPgPUZCaJGXHyZk988qhOCcc87t9/upPU0xTl/MskwqJaRYr1f82dOyyGKKIQQMIaY42dFC8JMsJJOckUJQEmLszZj6SLh0zt5cXTNCvLFSyuk8iiEQApPMFuEIBKOMUcb+gm9tWqp/tIWdtA2LxZJz/v79BaWglCzLvCyr8vPqZP0EMRnj+24wxuhMr5YnlE2CRZ8Qvfd0HDjn0yHa9x1jTCntnPXeEgpCciWFUoJzeu8pD9Na/0MP+hdxl/RjOvB/j4+/eTR90KkDUEb5h0ebEMP9dX0KMmKMcqklZUVWZ7oQQhGUKfEpbmdaIIcQEROjGIJDAKkk5ZAweR/abrjZbC/eXxJCtM7NCDHIYJUd1H7r9rt+HMd8TrjihPOyqBXNmKfeeaWL9Woxjv7i/dXN1avttpkw/M9enHJORpOsC4tF9fz5+Tja/aG5vd1ZCwlBZ6A1z0pOpLi+7r2LlEBZlJzy4KajLCYMITghMinVOI53t/ury7vlci6FLIry7m4glNS1fnL2rCzrbbP97vvv2oMpixkhEGMYzdD3vXNOabE+OZ0vFoQQzighGNHF5KQiWVYXhepa27U2pGAD2ECyPFNK6VJYEzB5LkbgbYImxN1g969f/+7b3/3b+qS4vn3z2z/8motY1YoLYQ1cXWyt+YM1frdrRtu8v3hNUFgbgISYSD92TbsvS11B5pztu+6w3zdNJ4TIsny72QKkvBSIoJQqi2Kwg1JRL3lZZSmlQ3PI8/L5s3MpNVAyjOOuOWy32zzLnpydpeinlC1r7fTWobUWSjEuQggupcTj6uS0yAWmcXN9QITTJ+f/9I8/u7x85WxA4BfXNwD//vmzLy4u37764fe93UoFa10b5xJIRLnbjdjaSHG/s3ZIFPnnz1bL9ayqlQmNijLXrB/vbrekqKVSWcY1l0rrGpPqO6zrqirmmZYQS4wNZSbPWF0Wy3lFkkhcZoTnfN0cNn33PoZ93+/3TWSkRoicKy75bHEuSmyGROWBUpfnc2tI141N0wsZGI8xJcG4EkSqgguX0mCtnZ0snjxZ/vDue2OaiNA0zfvLi7Zx44g/vLm6uLksslzIkieWoh/9uN37YDvJiuTZaHsffOwt3HSFx8Lw0diU2DB427KhY9HGWIKCSEOIQfKiVCrf7a7G0cYEbe+QMsLJvvFNF4wDxiGGSEiQMtOZ4lxqXURPnU2zuhxHa0abaTWvZ2en6yITkbSQsCokMg/QhdAXuSqzvC4hk2Wmq8Ouubi465txMc9OT+fLZbHdXhBOEFM/tJnglOfd2HVja0NHOB9cP5rx0B9EljNZEQg6D0WkSFlKEMH60AcYgdgQxxCc96FpLGdFVWZ5XkqVZRmnxFnjggeKYUj90Pe7bRNTpBQo4d5HbwMACCq05BzivKoyVTRtG3gIlDaN2W5N2wUhkXOIMY2jpygo5dvtYVWbOoer7R0gjcHvt2PbhKEFOzKmdLBsu3GDNX0/AoBQNER3c73tutF5NHYkQLggSvL1erlazilNbWuAABeccBZSsjYS4mIOKsvHxnT9qGRGovM22NEhQZ2xPMszzbUKhzvDgEbGIYi6riXLLt5d3t3dxRiUFG3fKC1S8ilxY8IPP/yQAMu6yvNiuVzWde2DnUbg1toQAmNsqoKttd77H19MYzxG1h2dSOKoiAshcM6Xy+WXX37ZdV2MwTnPKRe8nRolRAgRU/KIyftgXBASjBljDBM2gnPgkVg/HJpt07SASfIMpti0++tIipEAYYxNBryje5weYySmwk5KSch9sl+M7D6H8AFX81iawu4/JiD59Bt4KA8mAMEno3F8lGoLSPAouqOP9XeTXFMpdR8ckB4eCWMsxAgQgQDnTEpZlsVyuXzy5MlisWSMjqM5OTnpx1Hn+Wefffbbb397e3Pz5Zdffv311+fn5zEEyaGuimfPn7569d0Pby76YX9yerY+OcsyyTmEYMeh77omRII4xbvTAH5WzYqiUErsdoeu3/VDb4zphj5TFSSGiQFQKSRnDFNkDJTiRamB+KJQX3zx+eZ21zbN5u6ismXf7968/c4aq5R8+cXL09Mzxtj7d++bphFSzufLxeIEkLx69Wa73Y3jyDkPwe9227dv34Tgz8/Pv/ryy5vrm+BjCKGoCoLst7/6LaV8Pl+tT55IlvkAp6cnX3zxkjLmvOu6fjBjSAG8m7ggnHFCIASMMcUQHJqUphASRjlDJJODZiJhAkAIcaq8GGWcc84FZXxCjTzy2sGDgPMjsgXnnHPvA2PH5iLGiAicC86Fc77vhqZpYkB+T938z6TCf2B2Hj8RQlGCdhwQQQi1WMy//vrr05MTH1zbtpeXF2/fvokRF/PFfLH+yU9+OpvVm9ub3377m8uL9wTxyZOzz19+9pOvv7TW/vDmh//6X/+PGCIASQhKZ3mWl1VVVdl6ffrlV1+VZemcff36dd/3hJDZbFYWVZblWmdKSc45Ik4t34eU5oeF1eREOxp68W86kn7c7z2YgR9OQEr59DOPvzWhUx76ven3n1IEhIk0OZ31UkrvfMJEKd0fLr///jebzbVzQ0JPaaJ0CndMmCJQwoD+mA3zHwu/mx5hSvFH9yAPvSKlnN3fCONAOSGM3EsHPoK2/ifmrd/vGunR1TrpCe/JpYRT4B+N0FJKwfvHL1VKCRHuV17EmLEfOufdT77+0vuXeSbHcUQKXPMYjzFAkdN73hdQgCQEpDgl8VEC0fv2cAjWeeei85M6dzqMEiLCPVuM0SkVJwR/dIoDTFL4Bzvch9h2AEzkft7DQoiH/WE0Q0qRc6aUAgBvvVKaUT6taLM8E0LkeR5jbNtWS1FV1al8QghZLBZt204atmmMN7VAnDNC6cTqfKCTPcriI/ARBJiQj6mb9ys+SsjHK2TykSvzwQf8SbLnX8qg/Ktp8pRMkS/0IWwdPw2JuOem3o9uJh0NBYKIU14fAaQA9H68S7ngWqu8FDoXhMNqtS/KS84lIEOPET2QQGgCQoBQgMkuwuF4XZ+aeQAE71zXdmZ0lKhZVZf5KkW5ux0yWS9np71dhrRNAZUsq+Ipi7zrmuur2yzzks2KYj6fxbLcbTYb722eSyWLhL5tjLGeUd/WJiEGjyHgfF5hoikGpVSe66JWQw99P3JKcz0r8pICs9Zv7w7NfudcBHQxJGdBiKLIFSUEgGVaff3Vl4SilFDkS0Ta97uYLCEhJnd9fTGM9vp649xQlfL0dF3kOkZ/aHYEUHAeg93vb0M0SgkldV4wAO4dxBj7MfZjkNJppWVOGOFcoIvby813v/mDOBz2v/vdr//9V/+tmknrm91hk9D1YzabFzHG0bl+uBwHPwyjNSb4wIggyLNcCK6qvK5nhRDUmrFtmqEfok/epRT90Pe3t5sIduZzl0ZAVEoiCZIBBR2j3263sNs9ffqMC8m5MKNturbZ77u2tW4MwWslp9HW6Ox0EY0xRkgpxoQoVaaKXIqSFwqeVJzr1XqplNofurY1BLXgRfBpc3PdNe3hsBnMgdAgBCFMUMkSipQkgqIiSZFmVbTcR+ecs93QKsmVMNz7RFtQ4xDt2+suBrpYna2WZ9vdtu988tqPGcPVsj5blF/Nysv31+/yXHKGyUWCUOj8dLaKa9I1VdMqZFpkLaUxJR+iTZDmy6V2grRm16oUBJUkRJaQASFN64BEylAIUMIVmZcchSpmC7I/WCA6yxdZvvAxujA2/ejT7aEZzBCN87Nlvpgtbxvab/bGWEpc9NjGqERgJE+QuJQqk4xaZ2xMLjgjZanFoj4535LdztwqLjAJ50hZzIui5EIC0dNJN45AGKGcNw22LXQ9IIH5TC9Wi7KYKVkQ4Idd410gAHWdQ/JudGVeLhfVcjFLaRjG0bheasIEBRa9HylGpWi2LpQsGdVhHM9OZstZkReSMDzsryOGvMiLqsxzKSi62PZ9FxJmJaWMGRMSxbOyKkoKzAFEYIGxVORFSoJxksBKSeo6894QkjBGwTgA8YFwrhnTMWDTjs75FKlPyYzGWj8ODsiE2KYpMkycMzmZl7rOO3NgtG/bDhXQnAtRCgmMD0pzITTjWikkSTMuYkzjxMA1EZBhTACyLFZnT3w+yxPpqXCUR2v3FJPONGHJ+wgJAJFgwgjGQeohz1NdJwQGQLXK6rrWkhPCnQ8IAoH6kNphHEbrPSotCElCZE+eZowzJCT46Kx3FoEQIYSgMgDNs1zLgtJpduYpmzgmkTPqEZxzh8OBMCqVBAAxaXnUEQpvrZ26JmfdpCcZuhnGhIhhyhKgZJrc0Ufv/UfdCiGSkCzP1+v1Z599NgmoAMAa472nU7VAaEwx+uCc895v7nZdP3LOYoohuphYwmjdeHVzeXt7a63nTJTFXLCccYZpGurGlNI90gzjtJVESnDCXSIQjPcbnAlxCIRMy0wfwhEGRygQku6VVjElBOJDnGR3RxLfkbNCCVAEYIwLQYWQnAtK2dEhBEcJ672ybrp44X0oxQcS4+OdwwSyZoQDIYxRBEwYE0bGqJR80opyzggBqWRVV6enJ5ubmxT8yXo9n8+yTE+ISx+cUiLLZNPg3d3GmHEcByllCJZATClM2MmQImVcZXI2K5USCNGHFJND8DFZQgBAcwFd2w+9m3h5nFHJmZDMJw5MMY5M2H1zs7m7bZoRWEjg2EhubzfOeyll0zd1XWc6I4QhIUDZ23fvfSB1NdNZluWl0hkXHBHysnj+4oWoxkhbqVSM8XA4vL94b50XXLlgmWCU00Ozh9Q7G7lgZ09OYoqXV5fj0Edv+75FRICYUiQMKU2Q8DhKB2T3uMRJRokpxeCD93iEUEwa3gm0Th7C9fBezzSpgFOKxwUypslU80jGPP1SKSGUAMYUnfPWur7vp7XYJHab7vIxnA8fB3/f/2uUfFz3IR5HCQ+SvwcJ9MP/O5X+KUSgwLlMGOu6/snX3zx79uz66urbb3/NGQPE5tAkZJmuKFPPX3zx9MkZY+J//9/+z+++fxN9LMr5Ynn2P/7T/3p58e7d+5tXry+cc1zwoii/+ebpfL7Y7Xar9ZNnn738x3/6XxhjTdMgcGOM4GK1WpVlNYndOBdThRZjSOlxtTnpqemjZ/rjYvLPCtM+bZzuNY2TG+uY6zA1P48j6T/hDU5gJEQMwQMQrRUAmVydV9dvDodGSLFa6tVqrXSeUogJp/0eJkiQEgI52rKAHvmFeL/3xY9VncdS+OOd8GOqygO8H6fjLcWUUiKEU0qAEMaATe9olH1yI5RNYaofMzgfdoX4owDwv51A/lG/dwz5JpROkY6PxMaMMQIEKT6MQDhjQogYY4qRTrEmdAohBUxT2A5QSp0b267tmr0xPWDIMhmjIzRxTqdxCyUfskpjQE4AoiApBiXzoAPnGIPt+mDMxFchU5YCo3gMPojpGF1/XIinoxhjwml+pGdFPL4+x/eEiMHHECLnlBAavB/GwXsfYzTGmMFkOpNSS6mEkCGG1XqZ53kIYb/fZ1m2XK3W63UIvqrKcRzHcez7fhiGqqrE/Wl/NNeSewgvZeQx3ho/kfY+BIH+WDAJx3aIkMeEov8H+Nq/pfkkn6TPTw9giptMfy4Wkd6/TdHH90kPQbtICeGMyimlhHEqBNdalmWZlxkTdDY7yfPZRLIGEhAS0EAoEkYIYQgUERlTCIDIpiNLCJ5lOs9yKTNClFZyOX++mD/J1IwgXy2euHS7bf6463sEIotlqZ+GMQ5te3M1COE4mT1/UUleVOX8drNDdJRywdUwhuZgEeg44H4/Mkq9Q0bl2dkZIG2bDgCyrJrPZvu9pcA5lXV5WpW1YHwYTN8G527NGOyI3gXAJrSdAAAgAElEQVStstl8vlwsfTAxBErh6dOnhJC+7wXLzXg4DHdcgM4YgbC5vdrthtvbNstgPs+rqvDedl0/DDaFUBY5YzAMzWgawelytZZCF4UwLDhPmQAzjkiizEieacGA0tCNN6/e2ma4btvmzZvXr9/+QdwkIZHyaOxgvHShT3ESx/ZdZ4MPgBhj4IQzKvO8rKt6MV/VRU0BmubQ7BszOko5QRJ8NMaM45ANTGsAHjhjlGdKM0w0RWHMOIx754MQOiERsr/Z3HV975zxMVg3OmeVVpSRhDEERwjlgocQJsAYpUzxLFNl8pIxvVwppfV8VjpvX71+vd9tvWdVmRMixtFcXl4410QYCXEEIyWotIqJhUhnKgNgBCGr0StjxtaO7e6wI8TXVR5JO0aOlIzu5vbyVXPwZ+0XLv287TwAz7MV+oLGeaVfnCxPcv0KINVVMY7tYbvx1kgNZyczyXI7lm2rPEgTL0e/9R5Dsi6Ms/kz7IO9xb4PwIPC0Pfeh4SUDH10PiGCViBFsKPh1FbF/PRs8f791gViLOG8lNIlJC6Cb7uU2uhRq2p1Oi+L4vrQbO82IQQlCQEMMShFpcoStpzLoiiKGfjYjrYJRBdiNs9P5rMluLf9vs11ISRhnM7mi7woSALGSsojejuONAElnDYtHS3zEX2Is7kq6/nJ+mmZLylyN7wywzZFLwXJFQ2aLmfZfJ6Xhez6LnrnrZUSGBBCScAQbCKRVMVccUIBciXLTEslCMO73ebm9tanQOg8K3RZlimMQ9t2w0GqrKgqRJoACOOzeYnEuTgQCpRRKWWmcwRJqRScqkxkGbFm3G97Cpgr4QJJKTLGAKk1dr/tKYlaa4pxHIe2dZiAUkI5S4SmyAAk4TkhOiXaNHcxmWNmjycCyWpdFyVJQLJMV/VyNj8JBRma6F1AghFiTEFKkRJLBKt6oXK5PJl7fO5Ca0M72iZGgYEUReajGUfDKROMTCYGk8AYAIx9Z7tu1Iorla9WkhHKmPQBOBWI1Bh/s9lG7xBZjDQlJrherOeEkWE0V5c33iPGozUuISACF0eH2FQPaa2UFFwQraUPdBi89x4nVPK95pAyNokMJy/ZJEIRnFNCzTBsb+/SPWOMEhIRp8s6YwyPokpMaRrVfbCfK6WyLNf6uGChQJSUQoiUUgwxBB9jfP3Du3fvL2Oy1o5Ns2fC+zBsd7dv377p+x4Io4RX5bzISUwBgD5ewtzvTxAIJERIyBgDcr9nOwLUJ6o9YUyEGBEjHKsbBhNXEACRpARAMKYJ1sUJYQAE4dhKpgSUEi4EZ3wqAyYpyrEznJ4/wodB50dmDTJNij+lyU8NKaMxEoApZTsgpunzlKJz1pgRCCgttVZlmdtZXc8qrRXlhHHaj6bvDtZ1mAIhab+9Oxy21pn1yYn3hlBgjHJOAVjCSBlhgiqtCAHnDdrkowWKTBDBqdI8y1XTdsPYIFBEEIwVhULKSaDUGJ0xF/2+vdm3266zKmMBLSFk32w55wjx/cW7H96mTGcvXnwhpFJKX29ugQjKxPrkdH1ykheFC54xXpTF5198Ht7ebXbddrvd7Xbb7T7GdHe3LYp6Vi5CDLv99vLiJjhApIzIGANjMHRt0+z227v9fsf49NSS1lxKAQicC0I5IAkh+RBitClBQgghOGtj8PdJV3SSrE1IxpTuQyLv5Zr3o+yHyupjqfCxbCeAZGKopuj7oRtHY4w5toSMTrvlqah/bDx7HIb8SPv30Qj/EZWSfHqb5hT3f40hAiVcCApEimoxmycMgvNvf/Mbxhij3FnvvB+qAMBX6yfn5y9ubm6HwV1e3nkf/s5iVS2/+urnxsSE/OZ2DwCz2SzL67Mnz4qifPf+Wufl0/Pnn3/xlbNOiNx7iDEqpeaLuZJ62mE+rNZ/3Md9aFHum58E6W+2JdO59JhwQj465XHyTCLCY1nljy1L5IOjmKaECVkIoWnay8vLX/7bL7fb7cn65H/+n77JsoILzfiIIUwzGYApoe1IHv4gpCTwEPB3XFTix0X746dM7gPePpCcpvlDihFijJgQEAlhhAJjD3k2j9o8wo7tPaFACB55v/ghXO4/Zb/3sELlfCJxxRjx4SsPX5wIRROpZZJMPCxSYwyIQBKLaVJ9OAKQZ1qK9Xq1nNVVlilK0XvrnIVp5QrIGGWUSC4BCaCelWVKyXjfWBNCsMYML/r20DT7/f5uO+3KENGYMaTIOfXWO2f7vg/BT5GIx99uSpNTPP25Iy0lCCFOEo7ZbPmzn/3cWoMYGafjOO73+7vN1oym6/rdbjcM4zD29awax3G73f7qV7/Ksuz5ixc/D/72dmPMyDmv63qxWKSUFovFcrnknHvvp2vqarVar9d5ngsl2b3i9DHL+jGrZZoewX/nD/p4jPGj8cDDd8nj2UwICZAyKgXP8qzI814pwQWj7Dj2AOAAnDFNCI8pckYojwwj44EL4JwxxpPnKUbKBCQMiUiRlWU5X9TlDJj4KdJeCm5GN6vPT5bPPvvs6/Mnz99vvr/dv2l2aF2W13khn0lyYm3XHXhwxdibP9rLoY9CUO8i5xyI4lxst/uuG/oezs/ny2WdqTwhapBS1i+efW2tHYc3ACB4oeRc8GZezxezk+V8BQh93wMqAipF1jQjQcapOn/ybLFYZlqvVrW143a3UbIApI6zFNh2P769usgyneU5Z9k4OM6AM2AMrBmvL2/6fhiHEByMnXnx/OnZ2XJW14hm6NuuabIsSp6l4DgX1axiAqRkZa3yTAGAMd22ub26eU3/xK21wbusACAhJIfOV7VIGHaHnVaSMp7lnHHqrHXWKikxQPBOKKxqsVwWFMlu29xcbSBRAKJ1ptQQUxSCL5ez09NFvcwT2Igmgc9zkRD63r979/5u21qLRX5jrEGg33//LiU/m+dVXUvOg7MphphSiNOYBwDABYtAKONc8BRld+AAMc9CXgrO0fr2ZhMgJdPb4CE4yIUUmt36K+tGoHbotkQEnYtSSMRgnRES0OtguOAMUHKSOWKsddv91viDLrhUxBjrLFpDvOEOAhXqy+d/f7quxjZ1O8chI1ErtSiz3SyrTpbL6Iuc4us//c6OjMH69GwVPd/djfvuDo1KOHHfbNdvqur08urdt7/77eB3AbcBDsa2lAUqEDhEB94CZywGGHsT47b66vmzF5//4fu3TdN//+q94CnPl/PlOsZxt79r2rtMZVwBEel2f315ud3eboucZlpxLmKgdX2ymJ+/enVjXFis1FcvvzG+3WyutMyW89V8vkKMFBlnICTUdbaY56t1DUkNbSSsBHDWRxugMyEhdoYLVZ0WpDNNBNc03fNn5dMnL2bFss6X3/76//rj979tWCoytfzsbL1aFhkkbLOM1lgQVjt3CBA5AE28Odih3VbluFricq6X9SzGEJNnAupaAa0HY4GBMYPW2oy26UdgnHAaIVozjsbHiN6TEMEFyEtVV3VdquAE53mmy6zIhKIhWTvYZjv0sgdIiYQIY0ijDynaEALmuqjzWnFC4tYOKaAHJBAF5craMBrHByYEUkKHAVSWzWf10/Mzk9xhaJvOcJ6vTxdFnr384ssXzz+3Jv3yX7999+b9Zy++qefF02cnDLK+d9b42ezcBdOPBxM7JjCi+eHdK+cihKiVQAsUeQwR0kTqRwLAAFKA3V0TfVgt54vFrJ6vOOPexeCBgXQ2DW1jzb6qyqosxsEQDozStjVt3x6agw/pdH1el6t3b262+27sW0HL4ANKpJRyxgJGwIgYCOETWy3LPJdiWlg9AEumSPJHaUaglFJSMkJJOsLPUkqYjsFl6T5y9rHmilKaYtxsNr/+9a//5V/+xftQFEVVTTnddGK2zeczrbNZXVdVKaXKdKa1Hka32dzQ3/v16awf99vdTdPtOWeU8ovLtylBma+229syW3AhlFJTiR9TSDEcc7+mEvG4WiOMTpGKlBJ+REVbjzj5iyglnFH+sM4BApwLxrjginPxIMabxGkxoQ9BZxnjnDJOKOdcCqGOXsSjfgimcvd+2P6B2/KjTu9x7RESUoBEKTnGnR/dHfEBxK2UzEI2hQQKyZWWk3xKCBaCubm5fP3mu77f9cNhf9gtFkuAZT+0zjvKoK7LphmcD0prIGkYx5ubm6LMOWfOO+sMQqrqknOpJCccphuGoJQSgge00Qw2JB8ZMl3M5stlEWIipOn6/XZ3I4Q4Ozs7Pz+vqqrvzPv3l9Owez5bPX/+ojkMAJRz+fLll+fn50qpy8vLPM+NMTGGt29/+N33v2SMNU1rrXfezWc+JcBEfvlv/+3b3/x+HHxwCMiUUJhI17Zv3vxwd3fXNAdrBsGZVEIIdnq21nJOGdFaMq5iwE27vb292273lArGOQCsVquHpPtHwP8/E1H2oA3mXExLgscv3IMwOEV8GN+HEK4ubw6HAwAuVwvO+XSOYEoJ4nH29AjacaTw/38lqJPJNAiQrLVCMKBgjI3RBx+UVF3bBh8EV8NorAuUS851At40JkYqZS4lMKZiZCkx7yEEynn27Nn51z/5+ptvvhFc7Pd7F0JR1UVVd8OQAlAml6vTh9N9GC2glVIqrShlKcH9pP9j2fO9gY08oE7+dqvyZ7YXDzvD6bspIuAnAWyfqmcxhOk/44wnDLt98+bNm9///ve//OUv//jHPxZF8c///M/OhRRRSuWsSMlNHRlBYIQm/LOg1L+yPfuLz23aN8boYgjeB0poCCHGiMAfITPIMRwOGAAHYJ+QOf9/agb4R/QqgIdkyanNmx7WJNh9+LGHl5kxyjl3LgUfJ3gJ54wmSAkQfYBUFPrkZPny82cxBu+9c3bSnHgfp7FfCsmHmEKKMSVEGSLVegoVhRP0zo/90LdtOvoHYj90/TB0Q9903cTG7PquH/qiKBAw4aSwIISQh2MtJSQkkQSMkUfZjcQ53zSNtSMhkGU6YcqzQj5VgssY0zgaY8Ysz9frk7quEXE+n3POGaPGmM1mc3d3OzkVp6vFer3e73Z3sxmlVCtVFqUxZrvdfvvtt975s9Ozosg/Sni5F/jSv0RDmcBjmI5jhiNS5W+jOB+PQB5//lfeUB6osg+pg49W1R9CIx9+4ONsPkaJIIQDsinCNaWUMMTovHeTYZNyASgo4ZwzShMjkdBAuQfqEsYUE0HKOWNUhDTlkknGBKVMUFkW8ycnnze7gVP14vlPi+xkOT/L86pvxsN2tD33MaflUvOzu2t7d93u7qKgS8JHb+1u2wsJiE5KoShVio9jH5Ofz/OyKLKskDIfR5MiEMqkKCiRWVYdmqZtnJQ+V2vBsyKb920ahq5pDjH5201/2AclqWBS6KwqTqMjf3r//vLiWkqqNAeU3sXDznIqg0VGaXdwI4NMIWOqyEtYcc5RcGJNoqCUUJzA2Pv9ttNKS5EV2czb0LdjsFAUPAUglIgMl3nOBREiuXgwZhy6fnSdcxEjCSEJzmdVtj59KgT6OEa0zlljPCJ4n3wMhALjICJNKXLBs1wv6ryqtVRgemPt4JwjyKNPMSRAIgQv8qwss7xQSnGuOGU5kJgwjMYCcUWZh4B9b/u+TRgoFWbsUopCos5UStF7O5gEFBknjDEgYJ0x1lNKpVJAoD2M3cELhadnM6X54XAT0Wul14uzlNCaoGT57PyzJ2fr9bq6vnl1c/tmMMgZq4pKShGM8WGUWhBCIUbrIkJE9NZFzohSLAEdbRhcoJQOPnaDx6BlP+4PTb8anp2ePTtbHW5bb8Ld5pXkYz9saUIJVJVFxld+qL3rbm9/q6WrqtVyXRI682HT9i4gEmh6tnn99rd9b8pat5u43bed2eoMshIYA6VkSkgQCBXBk2DhNnR1vaWs3u4PN1e7lEhdqdWqnC3ylBwSOlvMlsulYNL52A5NTLYq1GxR5lkuRAaYnZ2+nM1OV6vLcewIyTmbfXby4vPzX3RNDwjRhPcXb7p+VxZcKs/ESDgAy1IUPsgQpfPCWEaZFLoUMi+4Jywhtc3YxkS4zJ4+/ez585d1vpgV87E7NPsryWKe8VmlOY0htMYmzkVZSJ2tt1s/mmYcrVRCM05UckNocCD+oKQGmpB4ThIBn2WUcmlcsmZoW2FGM46RckzofEiIjDHNmETMKZGcirEbs5wUudJCQxIpxKEdwsEZ1w19m2t6eloeDjYQn1jiYpySaatidro6e/702aKqd7vbi8t32+3tMA4uBAQmpJJaPX36Qghtnb++vq7n9eefv/jFL37WmsOrd3/6/vvvun7ojWu78eTsGeNSakiAh3b/w7tXn734iiuUlByaft8cKIs619WsZo76aDHB6ekLTE5AJDTmmeIU3717RQBLIeYz3g2x66wZnGBcMFWV87PTp6vVMsW43x6G6Gb1ui5WWpTjGK2xMfq8qKgkIbnN3bWxIyKNMTkXgg9aZ2VJKAT0oms62wdAKMsSSCQErDU+oA8mJtk0xnvPOJ8u1kqpPM+VFoQQH8JkwJNSKqUkFynGlBKlVHAxXfS994QQxHvQ/ESMuC8GuBBTgeucH0cDQKRUxhgzmubQ1FVV1zPO2Xq1WiwWjLF37y8227v5oszyrK7rLNOH1g+mp4xoraRUgkfv3W5313ed4sXjTK77qPcj3gxhcgFMWBaSEqaISumqms1nCyGE936yWhBC75Hjxwl1CAkxOudDTEgoHOVZ01aSIqFKZ0LqI8eaMsr4ZHgg5MjhRDg6EXDSmk2Zgo+KKPxQnh4bTXIf7PXQFRKC5JhTH0P0ccqa51RqyQVjjHLOKCWACSApJZUSxgxNs2/b3XZ/yzgbhm4YunEMzhkgKcs1E+Bc6jq3uU1VPSaMQDGmI/iATC1lpoVgJyfLsij6bmSUHt8+7UBo0pk8f3ZydrYkPCTwiD6hd26IiQNE7633uijzsiys9VdXV5kul8uT//Jf/uHi/RVjYr0+rapaax1CyHXund/ttrvdrmkOlDLvw3GRIETCtLnbEODrlZovZ10zeJt0riRXUvK+7/quaTAwiowip6AEKzJd5Nr5wCiVgjEl727vhqHf7/cnJ2er5UJIuVgstNb3JqM0sYIQpiCOo0QpYkKMKUUCwDkvy2JK23ogGH3QNVFyn64AnHMA3G53XdcpJacBSsJ4NDqRY/E81UcxTmsS+DGa83Hu3ENEHyD96PaRiYsATpMKQglMmyhCqHfBu8AYn7KjOWNSaSF0iOhD8j75CAicUIEJCREIzLo4Gq9U8Xf/wz9+9tnz1WrZtENKERG//uZnT56eZ3nhfCCJITJEilPyM+WcCgJAGUtIMU5LcvIovAA/GNMelZtI/l8kfuGPkg4+lLVHgyzEeIyOJvfvDA+AlHTvODPOX1xc/Ou//uub16/fvX9/dXnVNJ3OioQkIaGUZVluTOv9iPdLuwmFM53Ckxr+mDNN/mKzdyTYP3x2zOGYjG8IADGESVnM6DQsw0ch3h8CGu5VsJQCJY9f8XvJAOLDUyYfQTTgISfwoxjAv27m4g8A2clk/PAnucdeHYUcx7iSYx84DTwmleX93XEiYB2DdwBjDEqJxXJ2/uwJpEkhEmKK3jljnPc+OO9csNY5672PmJKLSYSEMVJK5RRoElNwlgJMjrhhHA5ts93vD00DhJRl2Q/94XDIsozeozKnNEjEeyMiPA7r+NA5GWM3m03bNohpUqFIKbVSVVnnecEYBwAhRFZkdV1xzna7HQAUZTGNebqua5rmYeNsjAneB+/ruuaMTSvBi4uL16/fUGCZzsqy+HiAAZ9weB6oOT/Sc5K/Mkz4xL/3H+OzfMhbn3JjPx5UfEoT/ZQVSwEoJprSdLhDjJO7yfvgYogxAUeGiVHCBRcJLaWRskRZAPD3FnzKOQfCASJBAsAh0endUzBd5qvT5Rezav3Tb/4hBkqAORuafWfHpMVyNCnYPNrs+vL2dtOOPc+znBE9mP0wBOY8oY5zygUhBI0ZCYXZLOOcEWCUCGt775JSIkbCeVZVy7azZoj7na3KZZHVnOeHu7ubm/b27hbRHZrWjJQkUIWqipP18vl+v3v/buNcv1xUL794IUXhrWl2hjEkgi5ms9fbnbN9mcV6prTMJVOEAmIETEJILRggeBfaxjB2WMxzTjNO87bfBsskR0BGGFJh8lwCic4OXd/2XTv2o4tpKlCYYPWsenb+9IuvPuc8Nd1d0+6sNd6HQ9M3hzFGD8AE54Iya7yUbD4vi0wJCQldP3TWjpgwxRhCigEpZVIwrSTjQBlyTpTiQjJKoe/7GE2MoapKxriQXdv0sQtKasHBB/TeWTMiYIxxGEZCUWdCSBUTem+NC5xxymiCtN+H63dU55FxonPY3N4gcfO6PFufEUK8jRhpVc5evPi8LKlU3rht02VCQ57nwAihSEhAtIBIgHpnY4qI6F1gWjBeEMoQnY9OaZ3AOt9TUD6wvnc3m9t5tT5bn/C1urm4vbi4MMOfhFBMaJqSYkzl4mStN9eb7e17SSyFr+arp0pyCsRb69EhkYncdV2rdLVc1VdbMhjbtCOXGRBCOSqqKWWCEe+mSt23bf+avj8c3M3m9vrmMI6xKvVonQ2ec5sVZDafLdeLENK4PTRDzzh79nQ5X6zKcpFlM8ZmZXlCqV6vn+33d5yJPFu9fPHT9XL1/R/+tN9tD/ubi3cXQjVn57Ioo1A2ET86QC9iygnNuXBSkYRCykVezgczujS4EGKiikudFVlWCq4I8LqanZ2ePT9/ase7TDEtCUZrxsHZMcuK+XxZ6ZkZ2r7t+j6wWVZmWZ3xm+u96RP4XmeR8kiYZ94REZDGI/Esxa5tx9FbG8taIYDzEZEorrWcC54RgiwO27uBgs8VSkWdCX1vfEj90Ixjw0TUkqhlZsYx8UhzXtSILqKnVTl7cvriq5e/OH/ybHu3KfT3f4Lvbrc3OHaUi0UxW62e/PSbv6NM7g6dzl8tV6uvfvLVT372zWZ7cRg6IK9G412wIfj1yc36ZBMD9ENng3l/9cPt7nK0TaD+0G3udlvC0ml2WhWzSKNpzGi81vVqccaSM7YF4hmLs6r2QWVFluWlsWF/GG6udgT4bLY4O3365Ox8Nqu7tmvpSCGVxezZ+Wfr5dMU2fv37zebzXI1z0o1uuHy6opSUeo8hNZaN3JblnWultHR5BgGGmw6Oz2bz2dAYlVlCCEEY63xITgXlNZTmzfN26Z5qPd+NGY0ZlJdHvVXKTnnEEFKOc0x073nacpb/yCEIxPsmk2SnyzLp3sVRdH3wzAM27utm6Y73o/D2HeD9/7dxft27Mr6J7PZ7PzZudIwmF075ISmPM/zrOBMewdt4xhnlFFCYAqnI/eT/kmxRQhFYOn+0jft5RBIVdVPnp73/cA5t85aYychEkwJ4x+sPyTG4EOcDEhHbx6lXIjJP5PlhdJZDPEorLqXzsLUsxF80G99pPR6bEkC/CS/6GM634f1yEOac8KYUkSSpJaMM0KAUZg2sgmjUrIsC85ICG4ce2eN98Y60w/tOCbnLGLMMi0V2+3aYQy8JwhgrPXRhui0VkKIlEJZVTpTjPKyrDDRw/7gfQjBWRO8j0iCkOTkZHH2ZHWzubBuiMnnufLeICbKYBz7hFhXM61Vked3dwdrrVL65Rdnzsa+H6dsiSzL6roWTMQQDoe9c/a+ngQpeVkWRVEQwtq73cnqrJrVT06fXV3c9O24Wi9n1TyGQAAP+7tmf4cclJKZVkrJWV2VZb7bNykGAliWuRAcU/LezmbVixcvtNYn63Wms/vQ80+3Lg9AuvuUcxBCKJUJKR8EhA/xWpTSGNN92DpMZfDh0MQYlFIEWIwxeD95WTnnk8LsAfDzyUr8z3P48IE6/9Ht6N+DDwDY6dFRCoBpIlCkBPFe6MgIpYRIqYRQMWIImBIQwgkVADxFTwgD4NbGGElZzX/xi7+fzWYJw9X1a631yen6y6+/evb8hc7y9H8T92Y/lmTJmZ/ZWX27fpfYI5faWc3uJkcjQg/zKgH6p0fQ6EmQSIAjNsRmL1VZSy6x38X9+nI2Mz34jaioqmY3NSAwgUAiMhE38oZv55jZ9/0+ZmRkwERAxBJgqtARxZO6cboH+CfcEv45yUTAX84SeKzafqzohOdZD3jgXjzpSJ/oOM/6QTy5+4Zh/O677//zf/7f7u/vx3GUUkqlrc2m6HIpdZblUzoUwxSQAID8QwYg8E/9T/wzyugPnix+Zt9lflQvMjOlkGIigufmLfixuPcJjfEjVP/BLIr/SjYjwM9S3n+et/6vTXoOpJ0JGDhZXqdm2FQrP73Ye/9IKOLJBPlYDeI4jjEkKdTUNiOK059KKWu0UQoAiBMAKSUUSmN0kWVPgXghpCndAAh8pC6mKdou+pCCTzGyVlMshBBCGz2b1xcvXvgpqJQppbjbbebzOrdmcspRSkQArAD/dL071UhKqaqqhqHf7/d93zVN03XdOAyZzYuiLMtqNptdXl5+/lefa62IoKoqAKhmVV3Xn3/++eXlRYyx7/u+751zL168+Oj1608+/vizzz4TiO/fvf/tb3/7T//0m81m86tf/kqp/3AQyTDxf3/d5r9bGjslTpRC+AFB+uwllFJMiTgBgJzk9EppF3qGoBRImYQEpVApTZSIohAKQSmlOEKMlGJUGoAlJ1tX51V+JLlUCvpxWG/WeVZ+9PKzLLf/1z/8n+vbTsv7pm05qll5mtLoxnEcKAOOKTIM1ibnfQiOiCZWQYotkQDW93cbRHlyUroxVlV2fHSOoLe7fhwpGARrrKozE4K7vXp/LyRpI0+OV822yfP6yy9/9cu//tvbu9urq5tx3JWlKcv68uLV+qH5Ct7vW1cf2cuLlzfXgx8752jfOKNBCGGtUtpIwLbtESC3hZI2elrf7oPziMGNMXphldWqTJETjAn6/Zi6rttuGpooBpFSmqKJMbezzz7/+D/9p/9krL66evv+6julrI9J4m8AACAASURBVNYmhLhed87FFNlaW+ZFmZspQKWqyr5pUowxT+v1Zt/6GDF6ZBJKmVlVo4gx+vV6nZVieVQ4NzjP0zxaKYVKciKllckstJ33LqWU5cokSUx932mji9wmCjEF7/2+D4AgJGullFEokZkpSYp26Nqb6wcX1l3fn5yVp2crpQUAxUhvvv7WKK0kNO3VrtlOMMCQhmEYdaa1UmWZt/sWAmqQQnHyFCMrKaQyADmAzvJlpXU/+hT3AFapGYjZ4Pjt23f7bfP+u69enB61m5urm69ubuPrF3/9xWf/k1Gya7bt/l3b3sS4Bui8W9/dyO39OoEfug4AhISYhuR2xh4JFUP0UkFeqEBKyimoVwAbY6o8y64/bIdhGIe434+bzVshrqKLDBATPKwdQysUL5fKkHTer7drIUSI8WHtcn3+0csvj47PTk5erVYvAavNZnz79lpirmSe58Xf/Op//KvPvxSg3r55yHWCmsq8tGVYHeuTM4lqGP1+vXsvkzV4fnLy4vj0YvDu+naLspAq3zWb7f4hpKaa53VdA+A//eY33371vs5Xi1kR3Xh2etJsApADClLIttu23c1ivtRGaW2UskrlCD46ZWf1rJqPexVckqgFyOjcGBtQPehImPYDVPWirue7xrXtMDr69PNPitL0ff/dN+/JFlVRLuozQOr7DcBN8HEY+hDS2HPfxRjZuYEpFpURMoy+V4rqQs1OqrOj1e4u3HcDAOZZvVq9PDv7TEK5vmuV+EBJCTCXFy9++Tf/w69++R+O55f70d2sH07OLut6uTw+6vr0/ur+/dX1MPq8KCtVP6zv3r57t22aZt24MVqrhIKu3324+jaM3OyGSFjOsnJW5LmNHHYNtM1wc3u3nMmXly9v796vd7fD4M7OzgEpz7OqrrXO+yH9y798PQ6hqurXrz4uimzo3PXVbbvbc5JuCE3TZ2aY18dlWTsX6vnqxasLbXG9vvfRoYSQWAljTXZ8dDavTpb1ycnyBUcce+9Hv983+75JySXyMfbbZtsP0HVcLxdKqTzPtNFN04zeIXKMMaY0EVyaprHWVmWlpBzGcXqUT7WcENJ7z8DMCQAR5HNI2/TcZ+an4WFZljEmIdVEqiyKYhiGKe1pHMcnYlNZlifHx4m7l69ezldlu99JKaqyPj97qVTR7tzv8zfI2hgTH4eQAifmPhElQmJESgkedTAT6fTs4vxXf/Pr84vzvCiekrim6sqHEEN03vVd9+79+4eHhzzPldYA4slANLW2tdZ1XVdV7dyotAKESCmmlIjVgatxaOE/j4PnH4P4/mJM1qHGe/YqpRQBxRilRKXEJEdSSmqlmAiApcSJhi8krlaLo9WqLPNu3/okD6A4jNPeppzB6ljVizolz33sejdVXEKoer5QWiqlhERKYDNDHPt+uL+/6YcdYGDoN7vTemmIY4xOKfHxxx+/fft93w+npyfM0HXDH6+vT44vL1+8WC5Pirzc77uUcLVaIW7/y3/531+9ev3rX//67/7uP97f33//7i0i1vVs0c+dc8PglFL1vK7rmoittTbPlVLD0N/c3LTNviqri7MLrfTb799OG1yt5KKuy6qgFMuisDYL7t47L6TK87woizzPJmfNpOTMrJ3kshMo8vnubxpXTK3854d9NpsZo6fG9lTvTVfCBGKYVEvTAGeKT8wya2022cPcODZNo63MhHos3X8o854T7/8NbhrxYy/oj5v8DMRTgiUjAeCBIOqcI2IAZIIYUowEIKRUSllrcqNzpYzzAUAiqBh5Vs2PVifX1zfffPNtTOHFy8tPP/vko49eX1yeW2uNsYByqoGszR7HR5ASTfLMJwsSc2ROfzk8/t+w2+Uf5/g9HTDmPwfC/AnK/umwO+d2u93V1ZWUsigKIcQ4jtNjBGEyqemD8nMqYilxxMSJmf4bdsmPOdsTgQ5SmlLBSSA/xW6IiWlxiNejR5evQJAI8hGXKZ9Io8/SHiQD/amk9/92Pid8/Prlf/zbvzZaICRKkWJEFALkUwshEYUYUaDJtFIiRN91hRSTB0f1nXExkpjAKcREIQSt9bJefPLqstSyublNMVBKU3rIU2fgUPLRVFqjkrrMs2o5izGllGJipkQxcUxMKQYf3EgpJUqByEf2RIGwqOtithDapokvShGBJ/YMHeQfj5Ad+qFCTjFqpU6OT6QQQ92nFObzum2b3XYHgAJFiG63i1lud7tjrVXbNu/evQOA5XJprF3fP+z3LTEppaqyPF6tTo+OZ1WlpKKUUMoss4vF/Pj4yBhdFBlKJKTpMwkGSBGYpWBggcIqrVhwSuIRzkIIjqJClFKgQEailIASHDjPh4+fcGyfitsnLujPk9YPXxyCaaZygYSQIJB+yI1Rz+mxU4LYBFx6xMhKJVWMCYiUZMHEKabggVmgFKik0ETo/OhjH6ln1IxDTKP3kckgKIiINJMMGo3EwBgBCWUQwMCBoANwUmAKAGRyu1SLOrMlIyQmApJaX15+rG0WIub6dOw23ZpTMAJJmUguIE7LvBKQodSLeeXD/v7hSgiQ0hqdN82+79ftzq3X+8xW80LHoZLZaWHL4uSzo8q3/ZBSssoale3bpm03lAYltWSBRBJkpu2sLC/PTssse//xJ2+++arvh/XDMPQCuECsvv76D9n18Em01tR1LUMcQQ6BPXuIlFdiXhTztklN2z+E/WymAVLw3lNWZFoJJYVJCfp+YGYPvRv2ABRDNKgCRyRAQoXK2NzqUok8Eyt21fX17uY6dOvC5srHvtk3biQh0WSAYiQQMQohlRAyJeh610Hsh9R0bSBQmZ3NSim0ECKl4MMQ06gyCRL7cXz74YNUfHw8m82ryF073HBiIXRWSGnIxxBDUkoTcIhJSJUiMBEnSZESsZYGUAKDERYCup6Gcew3Cd0ojXNNuhsBDXif9S7rhnW767dtKxnj7zfrzTfWwMnx/KMXn+675Xp3t20eMEkppFIwuD0nmevCcxvAJwFWSUSfgrOVXhQyr/Dmvhl1TxkaJRaVWS3KZVEa5OSvHm5uZRqOZ2HotipdoftudKLrtrv2nrBXnEB7EDc+bXwUMcVIfW46FwciJbDVotNyhsZ+8iLPVH59yyYLyoBGlEpKjAEi0Tj6sXNxiAkgaZmqowUJ17uurMzyKF8sbZ4HSm6/S5iq4MT2IXZ3UF3I6liCidWyevnx624fHzab9eZD09xzpDqfHy+O57PMub2xXaSH/f4OOGlptMgoBiBOLvk+Ctqj2lg9F6A160rmPsaxv3e769htUIVlPjtfZVWp7q++uvZf5bZ4/eI0M5RSC6LJMmmU3GzW2+16345ArVR3gaKLqfeuH8J8dqJESQHIuTR6lAZVpXUNItsOd1IQGnzYbNq+7weUmLlRNHtybpZlc4rDZr1+SH7ompQWSsM4UoJZ8iO1XBToQxpGt+9GgbLIlkbXw9Dv1lu3NyubXajliT6uKqpP0rJ+eXl8bFIcN3f7u6vm5n17+z7tG6uM5fKo/OTi5O8Q55VK0vSr5Ti4h4f129/+9h++e/vHu/sPGNHkOQqIIbbtOsTd2I+IwuiM0Nw+fP2HrxlYuJEyU2n7KsTddjcaWwz98N13b779/quXl8WnHy0iOxReKKxm9ehGF1iOCRCF1HleaJlWi8Xl2UUMcd2n1fxUYjH0gRFJxCF1m6sdQ1qcZ68/ujg+vkgJTk+/aHZ7Ivjyk0/9ODLD0fz87PT85OhsXi2jT24IUmiBr4gphDEmF5Mbx8E5dA7GA4STnHMxHfJjR+ecdzGmFCMFCuRb3zDRvm0nWc3d7Z0AWZbl5I5ATEJonIZdhHTQGU2stIhIUqHWEnCy5hpT5NJK1pFTL8rGLmWZt69mgGjPzsEWm96/QyQho9IwDIM1GReCk5BK50Yu54uxD0BJCp4ysqb/epJESRQMEGJUSkqpJ5IcE93e3Hz1hz+8e/euqsrlcpkXhRud1tpmNrNZWc+MWSmls8wqKfq+7/bN9fXbod8JKQVKY8zD/Z13rtt3wOhGx8TTYme1VkJMoBVglgKlwBhCoqSkFCgTYIqRiREEAyYSkQSjINAEWoIUKJjJB8cpCiWMRMkEMUpmgdIII5JUwEZ6wYPRIcuiMoPSA8i26buu3Vzdvr29f992Wx+CUjIl6ju3214rXSQ3akgYB/CcybBazE6OZoLVfr9vm5GSMkZprbXSAmQIkcl5dtMmdXTN6FqlkXtmYimy3dZ9eLf13h0tL8oXi8VyeX//sN931zfXxhjv/cPm1hT54mj56RcfjUPcNd313e1ivtS5Qg0RvKeeZAQVWYbIg1ZQZDkl6VUudWXzC5sXwG61tIjrrgeAmU83gZOLnYsDcAAaNLpMegQuMlmVhQ+prGZZnk+Ss6woqnqm84ykSFJgZmWREwEbS8oEEBFkBBEBWEgQkp+mZgIFEIrEEFerxYsX51lupzaElGoSKD0OsVkIjNFPZZ5SiylhhEilFL33Dw+boR9iAkQphGIOT7M9ABLIT/nZQPwIaXyqAHlCb0YKE7xHyCdORwIkRAIg4kQUARJNO37xg5iLGIkFCk2oCDVKi0gCpUQ1RXcf2B8CpRRSiUhhs3149+Htt99/8+79W2P1y7PLX/z1Ly4vL4+OVmVRSCmFkJQYiBhBSHycYTH+MNNmRiJmQBYC/3w0wVO01zRtfEKvE9E08GZieJx2T8roCbcIzyRrCAAoJ4Q7HSA6qLQSiNMklpmmrtOkLpyUutPXU9NkCk9HmAhLwiijpJaoECMTMTEzaqV/Mpl85KQggwSQiEoIJVAjCQBBIICBCQ6pMAcU0CPxBwQiI7OY9HLEPwLdSyGUwukhIhARDtyWHwSeeHjDz4R9DE9gn0ds6QFgg1N26J+PXJ/2/wqBf/3LL+sCcwvIgaOLYVSoERSQIhIxQQgpUmRkbQUICsmNYz/9fxKlc36k4DAyARAg4ziMRVa+OH/x1599PM9M//AQY6AYOKUUAzJPIP9HMYYQKKRUMitNJvKyZJYMyELCxFqOiVOg6Dm4FELwYfC+95MlPivqZTmbS1swxZS84CQRECX+kKr5w7j5qXlCRMBstC7ywmgFyPP5bByX7aqdvJUxJuccIofgmSkEv9lsJg/Acdff3tze3985Py4Wi+ViYVdHMYSh6zfrtRSY51mMsarKy8vz4+NVWRXTwgiTSBuQEKZPBkYAK5UGwYyCQAAyQJo04wggUIpHctRjeuifjFOf3tsTGOonPOif1X6PI3Tkw3MHf8TDfdKIMk84ffGINhZPynbmCEASWAAhE6cIU56H0EpZIWRMwcfeU2tJJO4iDT54JTIEiSQFzyQmBQZhD5BQsJCRIRERYw/olcQxILIpMgMZSKUIKaYIiHmRr/IVoPpw9ZCppaDgO4mYoR4ABxROSNJaSSmVzJWRq+VFN2wf1p2SYLU1Juv7Xd/vtey8QzWbYypydVaZl5le2LIIM+pDv909AI4CfdOs+36rJGdaChTRR5jqU8Ayz4GoKkqK0OzGEJqmCQKt1vW7t2sfN55mp+dVlucYvJQxBjf6xGOQsqgKTaD6wW23awKNgr2LQmcCZ1UxMzZn5rZthUSf+t53AGC0yk1uBSWkyEmArYrlYnaKYAt15Bp1/X1/fx/HoaQk9n3/sB1AgpDSKIxpHD2FkSY+EEPoRp8C9TL4GJQyeanrujTaAKAbx66LzntTmAS03u3evr/OC1nMxEwUhOPoN5wgL6rM1tIA9eQ8acKUmCKVhUWU3oXokZICQCUzAEUkIJjgqdsPuyaGzqvEGiB54b0qFln0+XYrerfzvifpQnTvbx9ub9+8PD8/Xv36/Phyq60bwy41wVEUHEh4jwxGqLyPDTNJBSiIE5ATim0mZK7I4KayVMiZEnpe2qO6/OjFuYhhv7lr7u/muTo7WfU5VGaM7Ve956Ef/TianI1CpUGoNYuRyEeOQmCuJPJIJAR2EkaDtTHzeWUUZ+SU0DFhTASZtgAxJMfkYnQuEgkUGlQm83kxOEDVL4/ys4v67CyP4W7oO+dCJnWzhpvvXWgEXiTOmr2LQ9pF7ga3b7sP7f6tG+9zW1dFLji5cbPvb8bwfrN78/7DVfA9kOKox25gjDEwOUE8uHinBQHkMUgZE7iOx10GLZqoMnEykyczneXiLmz2TdMjFvlDVUghkkKQOpdKjX7rRp+86rqAejuyQ6G23X63H89PtXPk9s2wbygE0JkXJjOrPF9uRwIklDy4ttkPQx+Ol6cUdQhqsxZugG4vHu6Vd37om3IWikL6IJgr78mFYDINEkGOgxsk5loZ74qugXYTks/ylC95PudyVprTwpwcv9LSjM3th4er9d2N291wv9HRG201GUVzSCedL5SxdSUWdfzq279/8/Uf//7//j/uH26EUMfH51oYF4bgAqVRKdAWUKDAFJO8uv1j198XeQEk59XRMP5ViM57vVpd7Hbb6+v3X331u30LKS5n85oBhGRj7OBCP44h9qMDgVJJVVTF8dHR6dHJbtu2Ypifroqi3zUtMwiNnsfvr9/OF/ny8uXxxSLPirZJRX7qulKA+eyTT3e7h83ublbUhS2UhK7fAKGQOsvyeb0qy4o5heRTCgIhJUFRTGMK51zX98MwjOPonBvcOIw/fBBRCjF4z1lhjJmVs+1mZ7QVQlRVJVAwgZDTlknwYRKBAlCKCfmohRTG6glSr7W1RSGsBB2VDHbuqhNXCZZkNGJZEYubzS4aUwilQ4jdfp8sZDYOncNkOcnCZuQIgbRCOWViTalBgAzT6s7IJEBKBGZWAoHS7fXV7377z7///e9ns9nLly/ni8V6vTbGzGazxWJxdHR0dHS0mM/LPNdSApEbu932fuinJq+UUvVdKwUOfdfvu2EYYwhALBGtNlKKlBLFKAQIFBKRIDJHiaCEBEKeEiwQAQSDIBDMSKyIFeAkh4vAzCkiSY0ggQWTQmCUCiUnUEhWeo6tli7Pk7FOqN7HzcPmev1we33zoe23ox9GNwov27YH1uMY6oo5OExesrOI0vCqns2rpR/ifjd0e59l1qiyyDKlJLL0ow8YfHCTObMf2sR+Pq+8H5xDrYq2CdE3RPSLLz++vHzRdZ0Qiohv726KImfgMQxtt+3GJp99mmCMO3e/uU0Qsqwq6rycZ6ZQhEFlqHPo/S6EEZkBjDZ5Vhzn1SXKACmUpYjhbrt9YD5iMQitO99umweLcux2ElxuKCXKrSyLXHjOi1mWW6W1tlk5q4vZTBlDQiSBrCRoTQSkDSmdUEUQkTFNOxqU0z5nSuUSgpVCY9Tx8fL84nQaW6VEUzb3Y9IVMbNSsuu6KXmrqqyQk3OMUoreu+22GQbHLBAVomQOj8acA6HxIMt7RmV/GuEcXJ0CiOMkfxNPaEYgRELBgASQGBJgegoHODTeAaY6AoVmkIwKlRUiSKG00o9WpoPrVSkhJCaKu3Z7c3d9c3fddu2vPv7lr371y88//7wsS6315HRFEBOB5pEe+jNhJj7Rb/5ElvrPio3DrHIqoMVh4scwzSoYmGl6qwQMTIg/FDNPAy1EZJgCUQDFpC+AGFOKwTlXFIWU4lEdLSc3GSJkmQVmBGCmKWVlUowio5ZTP10BUCTmxAfiK2BKk3CdH2sHABQEEkEJ1AIPdy0RIk0CpSdMJD07BlIgT+W6wJ/IMAUCC6mEVCCemgGAhwL9MLAUj2PpP52F/Syqjf+SBO8nKmIFEP/ml7/4xaeXs0rF0JPrYxiBEFlKtFJlQmgGMXpHEKUCqRGQUgqP9aWIkSJQUkwxIaBAGVxEELnJ6qrWUvlxSBJZq8NqkVJKCRhRCKUUHEJQZFZlplAQ3dP9CYBABBwkEioEbZkNE1U+bTsXUOlybspa6uz5keDHoJzpamPGH0x7z5SzTdN8882bptnFGIzV1hqlJCIWRZFlmbUZoqiq6uT0dCK1fPnll8xclmVd13mex5ju79b39w+IIFF89NFHL168ePHixTD0s1kFAOv1erfbTdpXSmm6zxUgo5i88gxpGonGGCc9zKP1ERjYGC0BOcWUpv4ETiGu/y7+PQSQT08NZqKEzyaFMcaDa19rIo4xMkOWGaXExPIJIUwgbwZwMUSKIMBYw0zMSUqRZzYvMmslUXJulIMe3RBjACAUIAWqA/xVwU8BVvg8o0YKAUo9zh2njD4xweWUUpN3dHKTSiUn174fHTNLqTJbaK2kQqWF0TaEzKhcmwk3J4YBun0ymoCttcXJyfkXX3y5ml+4gd0YmVKhc6lXw7DZ7ZpJCWB0ZnSGKJlSs+2b2nmXun58++7D//Nff7Pebp3ziJKJTa7rulKg7nfu2++Cj+1ypfJCGa04jTG6Yegp3QMl56LSUJXK+6gU5xkE74ZBZSav67lzfrPeaa2HELf9AACZUbOKVquVADn2Hkgs5/OL8/MyX56evjw5Om66/ei7PuwBktKyqIp+HBlASAUpOOd9F5USWZYZY513lIg52SyrZ/VysTI6Q1SUyI1JKrBoY4zr9TrEwRqYzTKtLYLSKi+LOSWwtlAql8KmGPt9RIgIrLUuioWUcs/7vnPEqLXZtwODFMpw8m6M/eCbNmjgWQ6owNrMFnW5WKJQzdpnZXnx8sXJ8ezqw3f9boMprk5WJtdNv7u6eXe7vmn6pulblwIhciJUFOM4DmQ15BZiD5yiFKNr+i2NXROiS/NiWR+/inERXd48IB0fVUVlF5eh/c5msl6uLl+IONx32/fD6IWS9coiBpaKhCbsGUYQY1EJJkwxFYVhMkTKhxRxEFIyGqWwrucuuOSHGBOaKqZ8HIiiBghKem1VCNS3UVA39B4AjTGzWVHXxc3Nu0hOW6EzEZNvu97mBUGzbr5SsPrj1/79268EmrbttG1WJ5hbYXP37up3271s2uvf/e4ff//7N1cf7gory1ntnUYZUXKKAlmlCCP13nNmZgLzpl2jhHqRH52/BuFBxqLSSgpK/uLy9ORkmaJPycXIRaGNlEPvm7HPVH20mrk8DKGJMfb9sB/c/YPb7+DD1c1aIUYPyWkpMab9ejMDVR+fzOdLx/vB7epa9L2Ikbp9Z219ome3N3fr+6/vb3fMnGWZEuri7Gw5L/th9+bbnR9HIYNVy6wqy1xF393dNA9361mVAwkmtVzMszxG2oEo83IuFQZ6aJu7Zt3fXt0fzZevX11KGa5u73qX6jqPsbm5+TrCsl6caFs17frbN29++5vfbx+G6EVRZUers9GP210T3KE3ZiwopSCpcRjb3fsrvlkulmVeRhf+5Xe/KYsLgNmHD/cPm7XW+uXLV23z1T/+439drlar46OqrichorV2HP0wbACEVtnx8fHl5YtqNnMuWGuttWdFuVwtHx52SqkpVcg512ybzXY7WGh3YbtdxwQnq8UXn3+y368+XJl9t7u6evfdt27f9RenLy7OXg09UVLMylqTEsYERqtpGZzEacaYoiyfNp0ETDw92zmEMI4jpQTEzOycG8cxxTjp4uq6TmnwjgElsgSQSh2mJQCQWbtarV5evhhGx4B9Pz791kaLPFPLypydrS4ujquZ3G/W7XYzDE7sGmKc1aC0jRHyPE+Jh2EQUkolGYS1NuWcZTmCjJEAWBsDwAcMhhRKSa0PUWCTnugpI9sYk+f5pAX9/vvvU0rTdx4dHZ2fn5+enn799dcfPnw4OTmp6/ri4rIoiqEfnPNS6jyvQkhu9Hd3D5vNZhxH50bv3OPySlIhMyUKwQejlTE2EQGkR3g1A/ATkYWYiCMAKYXAESBmmY1hTEQTx3vig4aYQnQhOcAIEJ1riZxSkFudUtjt1h/ev2t3mxTj559//sc//GGz3rjRAyMnmM9XRZG3+24YujwzRT7r+t4YFULY7bbOOa1+oLHGGGOIzrmYwjiOwzA4N2RZNqtmx6tVSmm73cYYx2GYJplN0yitb2+vm6bRRlezwnvnvM/zPHj/4cP7mKAq50rZs/PTD+8/NM238/nyk09ez+e1FEJJQRTvH+5u7m727TpBWdaLk5PV2dnJ/e33u/U9UMepVYoRtVK5Mfbu7k6SMaCurq6dC9bmzFgUdZHPCKO1mbVmUoFmNlNKK6mUUPIxY1EhKBRKKKuNAAHE8sfWJ2ZyzisLeZ4XRVGUxRQoPZ3eSck8KYFjjDEma23TNNfX1ymlk5Pj6e5RSk0QB3rqof8rbfhHlP+/t9MG8U8atBgYEay1iHKanMUYQvBaH4aKQoijo6Mvvvji/Pz8s88+ffXqZVmWB1rss5/87xccf9B+T1iQ6Zr/kwrnySxGfNBUT4TV9IiPoqlwYC7LUkqZUvj6q6+urz7s9/tf/OIX5+dn03j23xJDN9FxH+VvE0VJ/P9Qck7zyckfCdN8j//ibvsZiV8gEPz3+1AQh1kuI0qRRmSHiqRSMI2yQRxyawCtEokQBUkNQiGiPkgrQDIxIbMgSglBSKEIEBgFI3Kg6BR7ow7HCgVMnLGpWJwGvI+tijYGD72dDKgw6aGJOEUJIPEA2IwxxTH4bmCdmdncSgQEH6JERhSIk+nw0MmZMFnP0s1/AkPBqfHpgwtBT3f+dMFNOXJ5nm+22zzPiWgcx6n9E2MsiuLk5ERrDchTF+HVq1evX79++fLlRx99NJ/PiOibb7558+bNzfRxe0NAACiklEprY0bnx3GcRLsxBkoJgaUQ1mit1DTKQymlVgKAKVGiA/DgT0k0nyuYn4M6+V8Z8vKBXvWjhpNAOTU2hMBpdpyYJivoDw8zxGmJOuRqsgBGBtJGzRd1nmUo0AeXOCojiqowuZoyuFCAUKC1lHLyvE+XFz5JAn50Xn7IG0V8hnh6uqWfppdTsRdjlFEqJQgoEgsUQhiBLKXAyd5MkklyUggo0EihmYQQpizKWbnKs+rubnNzdWfkoipW0Q+9G9thu23ut7vb7fZGKzOvl5BIKx0CuzG2F4cGcQAAIABJREFUDfU9Mmk3MiWZZ5U1Y1XVZ+fn0zLp3HB0MlPFYnbiGLz3WJTW+zSOKQRQCoiGzTYxcfBToLCQQmqFiWI/OOCd1pkQOstmTADghZRTCL0PaRy9FCoRpZCafWM294vFsdK4H3br7c2mue+GnUoYaUiUEpGyKitylCiQtJAphkRxHBNxAmQUlBe6mmVlZbz3KXkArJflQlTA3PX7ftgD4MnJUTkrhNDjGMYxpihSZCCKIkhhlQxScj1bFHlRluWrV6+7rt+3Tsos0yYvihg2zscYWEs7n8+Pj+2uGSD1Fh0KRZAR27GDDLPlqv7o08vTi3mew+5hAyXlRoKUt5uHXb+5u/3QdNvRD1JrBTi44EdiHJVJdWkyJbQISVKus0W1PD8+TTR2+/tM5TM9O66W8/kXfpwPXabxZWGOslL5bjaf6dPLY2uovf/nZvPN4BpttLT5vt+BGJQN0kyMLC+lBCGAJJIMEb2jbnDSuIw8ekmJMpsFzxRTipRMxpRjAgHBCMkmCq28SCME74mYtRbOu67veydciMSsJaAAFiQ0z+uiqAOKDUNyycd+Gz2nCDrnehWR9s3+23/4xzubMcLQ7u/ygk5PSgAWgkMItSmFNBG0RhgBfYhCJmPBGGya2A/7uE/n82VRFahSpBCjp+Bj8EIIkyvngrUmt3nycd/2XTMsZkeZ0Ur4sB+Zo/dhHJ0QUFYGEHwI7F1uBCBGIpQ6pNgPPWsOMXjvZ1VhtfFj5MgMbJTK82LcOy2IEixn1fnxEXl39W59d/f+fv2ewc1qZRRqSSRCWQhXA2JSclDCGqWzLAkZXEpjtNH1PMgYxH4buiaZvLQ5AEbmVORZVqo8lw+bt+tuGELxyWe/+uzzX0iRBKPi/GT+eox7W5qLs49v7m6Cu5HCSEFS4nJREVHfhRiDDwlSaFuBDPNqYaxerhZSzj+8X4/joLU6Pj4yarNv24meZ7QFFj6Q92Gz3hCxNXm2KBDBObfZbLa77a7Z7ZqmnNVS6d1u13Z7m2VlnoNIbbt/8+absaP7u/bmw+bi7HW9KKTmrJBlaXeN67o2pXS8Wh0fnywWKyVyY3ImEQMwSAEmRkaGJ50HIkgpJiKXmGhwAMwGECmlUBYIMBEkY4wh+BTTlKonpRBCI2bMAmhyGSlGQGQpxdnZ2d/+7d8eHx+PzvtIfedHF8bR9UPH6EE6kN1yZcrCakVSaETFRDGQcwH3+0R776nvA5MEkm3bchJIar/voqM8gydaBvFkf2etJQJMIJZpFZvic6evn5hzh6wwxOmvU9rYtI53Xdd13XK5tDZfrY4X8/k4umEYEYVWBlEMgyuKqiiKzWYzbTG9d0IAICl5SH4PlEIMo0/B+6qcK22lAkQiTsxkrWEE57wQwJCIk8CECJNsC4BTYu/9OA6j64khsnNhTzww9/v9fZ5hUdQA0bsuWazK/Pr929ubm2o2c+OYYnTOuXHUSn75xedaZzGEk6NFWc7qetF1A1bSizjFCWitsjyLMe733lgTU5B0+BW8d/v9PsZojJZKLJZzFJBiMtbU87osimHov3mz3TVb70dAkJJH50IM2lhrTVWWSor9vvGeY+Bds+m6cbGoP1y9Y4593+x2m2+++Xq7XRMFpYUAkec2y2yKvuuazWYjYGdU0Aru7h4AZ0Qp+NjnA8sMQDALAFUUhbWltSVLrMraWKm1scZmWV7mZZGX1hiK1Gybu+vbRCxBG2ULm+GBeglAkySSpBBSCSLURlZ1Xtf1bFZNh+KpLJkum5SSUmpK9hqGYb/fS6mmq6vvhxiTEFJr87Q/mXTNT7utn1E94MeJ6j9h9k3KS/pJ5fjTfLnHjRgeBIqIeLCATvjclOIkJXVuJIoAnFIsy2KxWKQUJtxrXdfn5+eTAO309GQ+r+VEWXzELz1uGvHPzA8eZ1I/JVH8vASdyJ9TffVkPnqcgfMTA/IQ7kI/mCenf59IAUopYsUsiKhpms1mc3X1/rf//M/rh/uyLD/66KPpfD2dxB+NDg6ppOJZvSe11kopKVWMQQgxaWRpUtQdzgkfJmfiEcp0iAp8dFLFyNPP5GcQoJ9FTOCzEcazeg/Eo6DuqQ58GkU9w9sg/2jA+u9V76VR0hBcu+8eBEYtSSoBBzqQpigZBLAETsApcUiOhGKlpBQScSrEQAIjJiICRiGkVAZBcKTgAxEJRK0VIjAnoZAnfiY+ujn5kAGQqKNRYcgJgFGgUBNqE1ICBERGiQwQfRx6N7RO2IoXKzElDqUAk/j1oH98dKPxD/XPRI98UsJKKbMs01o7N6aUQoBp5QghTKKUacCV5fnk4X40o8cpvq8oCmutkEIKlEK8ePHi/Pz8+Pj45ORksZgz03K5MsZOoM6rq6th6GIiQJRa50WZiNt9F0NgIjeO3vvpfpNSaiWlkEzEAqWSAiDxdJP89HHw04vsx1Hsf6YynPC1k5p0Sq2doiYPOeyTnY8opSSFQJTTEZtgM0oprZWQAkEIFgiCmITEssyttVKJEF1MPlEEySgYJaFgFCQVGqum6FKmRzMl/sC0fQLMTmfq6fN5jfrYf3q8dpgfsctEU7qnkJPz9eC+JkpMKYoUMAZUSqaoKCklTJGpeX18fvaKgtis23ffX+f2uHp9jKi8D+v13bv3390/XHX95ux0tZivxm5IEfzo+jaNA8SggC1HVWTzy4vXMfLxydHf/O3fSKXuHh6CdyfniwW7YrFbrxMAUgLno3OJGbJMEMVhcEQACYUQSlklBTPQoYLdF8WsyCqlcjdEYK2N5pSkFCD16CNyiiEFF/ad63q/Wp3YLANoPlx/d3N/O3qvDbJIkT0I1NYWZYEKrWXM5X7fee+i91NrRGo2mbA5asujGyKxUnpWL621zBDSMIyAQlSzOi8yAO4H3w/eOwqeELySKIXNLMVCXJxfLJfHs6perVbv33/wLuW2spnVxki510pKbYt8VtfLWVU37d6PO44tYpZSHrwZPdTZyceXH//yi8/zCpv2Wosysykv1Bhde3/vQzf0u5iclHi8PPIujsMuDkAQFMLl5alVKY6dyTATxSybvz69dGN/G2ICl7MppPno/AXAi31TBV8YcbqcL+OFnddyeTLz445lliAOfh9BSR2bdo0yFixLKwElRaCYJEqJKiUVRzF2oes6aYFgEApZZkpYTpi8pChdB0JoK4vlLNfS9c5FJgFDSn1wSUmUhe7H4X69kzr2fbRaCmkSYWIGjcXM5GVQZkRGo1Bw2ncNsJDaZoUcu26zu/n+3T7PxWJZlHl+flHz8aJpe8RIiaZgA6F0QhGjixSMQWPZmJhX1I37rm9DVAylFIJiSIlCTF3XWWt0kdtJ8iD0OPq+DV0bK6tMYaxFNWrPiQikVLPaKllYNGFgQpRaT0MNnRkG6PseDPShH6ObzXMjrRdht+ljdEjj8uwUUojDfuj9xeni1eVJ367fv/v+/ftvUfiy0qIqkQMnYBqt5aMjW89UjCDAammUFEqmyP1+uOcRQkgURd8yRXv56sQwNc3DMHRKyazMAcbN5u2m+369SyHty1Kenpwt68VHl1+cr873bguaXr/8Mkb11nywequtKAt9fHQy9L0bNogBAYh56AejbExJKbVYzov89P6uNUYXkBWocntWz6IPQWvLDFKqGFO37/ftnhko5zwv2rYVLAXKh4fN9fUtJZ4vj/KivLu/szar5/OqqkffrR92XZM29+3D/Z6jfHH5Mi/0encz9t2uud9u7tq2tSY7Ozk9Oz1bzI+0LClhjJwiCCkFipgCAgvxw0p4CChiToc+3rS1AWBW8uAfYWZjtcBCSfW4u0kAoJQBBiIBjIiSHzuDx8fHeZF98cUXzkfvU0rQD24YxhC8i/vB79rumkUnxEg4ap1plTMHREmE3oXB+b53ziUpMgGmbZromKLcPDQSVZHPvQtGJzHFuRIxsJCSiSnRU3DUkyno+do3bdyzLHvaRBZFURTF1CWcvlkpk2dlWdZZloo8MLDRVkqdEhVFWRQFAOR5LpUI0UsJUk0JRAjAMcZ903Td3nsvpZgZLcQE8kxEMcttVmRN00gJiMQQhUQpJDALIZgIAPtheFg/xBSEVsPQdcMmpjZR2+xCVc2KIneubdu11TArC0pxvV63bdvt95PJSyu1XM6//MWXbhi3m/uT48VsVs8Xq2F0PfjtuAcAKVFrKZXomsEHNxd1IsuchFDT+ktEw9B3nY4xlGUuBGw22yy3i+X89OTk6v3VbrsZ/ZBSRIRx4G7ofQw5kdJqVld1Pbu9XT88rIfB7fcNopQKbm+v1uvbdv/Qts3NzVXft9aoIq8Ji6LMpcC+b/dts28bgft5paXA7WaXOEjBeZ5rYzOdG5sDSya0pjCmNLYUWhX5TFvQyihlrcnKoizy3CqdQlrf3SvUPkSKkNviZHU8FXv4eMlPfjwpkbXM82w+r8/Pzw/21EeD0xORPsY0ZW9M4ucQgpQKESiltm2nlyyXR0LIH+vlnmnIfuSdeUZfBPFYJDxHMj6Sz3+IaICfwEUfozsOxNyDcQeeoBT8SE9h50eGhMgpxdVq9eLFxWa70UYrrWazmRBYlgUiFkUmpZw0vROcZir8nlLjn5cxP0oY/zeR/3/EUHkKoH7Ktf/JTnU6DhPJ49GVdxBzCSEQ5DiG/X7/3XffvXnz5o9//MO337xJMX722acTgCfG8JN3c4i3E+LZ0JKZQaDQWiutD+dOiMd8dn5iaMJkupqCMJ7jcximjWZ6XsMD/sQmx/xjsSs+H/DhMyMfPGdyPtsD458vtP/84PfPf7cCmVLs4thA7LUBBSm6oIQQQitpY2RKwAxKSwkck3NuiBBJKWvMJPVkBgGESJIhJXI+AQqGiY7FKKW1hkEyEkOkdHBNMkBMk5RRGmO0sYlcioiun9jKIBQKJRCQ6UkakRKHSDGk5BIDxqGFskap5Q9gIwF0gNT+xWtxGg1NsaxTI8FaO5n3pnpvKjP6vmdmrfVut5vOz4Qn1VprrZWSRivn3NXVVV3Xv/vd71ar5Ww2mySgdT2z1m632xDcfr8fRhdiUlozYEjp/mEdQrLOuzDhT6OSAgBmdenGIcaIFPFxyAn/Si3385Lv5xyXP6HnVHLSeSBiiOFgyQViZH4Ul08sIykUskAQKRJRnPqnQiQAIiYUEIJ3bvTR28woJZSRKYWmWXfjWlu5WC2PTk59HBmSMipFIEoElOAZq/Yw0JtEvPSU4kKHcTkflAE//r2mdzjZ0CdNgpJKqlw8zg2JiCECE5CKUboBKKUUvRuoypdSqVk5X81PgZQRo5LWjbFpeik0MAxDt9mud9ttSi6zBROniG0ztruhabxSwijFUWemNqvy1ctPh95/8cXn/8v//L8i8v/729/e3twtFvPeN0Jt6jpPkYYhTHKFPJcoEgjWOQwdGKtnVYmkUgx9PzJHrYXWOsbYtP04dpwUyQgWUaq8KObzGROPXd8P/Tj64ODhoUv0959+9tnLy9cPm6v19u7/o+29miTLrivNvfdRV7kID5GRoioLVQRIkOhuzj8Ys3mb3z1vnAfSCDS6CaJQImUIF9evOmrvebgekVECIDg9k1ZWlRWW4Rnufv2eLdb6VuJMGrXTplBlU5V1oZ0rFEISspA5A2aAbBwJZwRmGJP0GYy2YixprTOPx673PrTH/XE4eh/c3q5xXVd1jD74FEMex6AIqCy0dk1jCrt69uz52frcmqJt+48fbrbb/ZdffpGF7+7u+n7YnF+8+uwLowtm8T5qoxRVIoqTXS1eXmw+T0mfby5fffZifVZ9uPnmj398U9hVZr7fboUyS8rMylaVqQtrlovNIR+TP0BCZ91msfrbX/zaaZ6O2xcX5/uP25vvbwqgy4vnF4vV19/8PvejP+4hDptNuWlefvtNn5PSrnr9iy+s84zdbXt3aHc++SmMMYNgDNFrUADG6SJn8H6CJNaUhhYQdfY5jtkPSXHQVjllFWgGFcYp+ZwzbY/7xaK6vNr8zd980R79m/fv7vd3fno3DYNSqqqcUmZ7v3vz9vDx47Gp08sXy7I88z4dBzgOPPi+TL4AsDYtG2WNO3ajn2JOevRy7Hk85sxcNxfX15vFoiExKWBVVyGMOY83H7dNVdZlM3Q+o9aWkGSY9sOUjcvLNaiBu+GjT9pa68oKSQHkGEaE7KwpnIME/Tjut8cwsqYyRcgJtCVADaKQaLNZl+XKqKpvx0EAOaLWHFIGcVoLYkzJR9/5LuSBlBhlOImf/DCMRnt+vi5d2mwsboovv7h8+WL5u9/+1o/b0qErK6Mlp9C1bd0YpUARrNeLumhSgr7LMfCiOQPRMU3b/b1IBoXOFuWirky1XOrbt9t3398WtlYEwQ/t1Kmyca6Y/PZf//X/2m1v/o///f/8/MWrF+fP0xS33X2fu6vra2MWfT8N/71tlunV8+X5+aLV+2kIHCj7sfc+5Kxh3Jbtn77+tq5fvP78/OJyU9Z2CF133Aa3auqcUtrt92/efDi/OD923W631drEGNu27fuhKurVYt0P/Td/+v77799dP3vedr2xRcpydna+2Zzv94d3Hz4cj8erixeFq794fVG6xYvnz1Ic//mf/+n92ze3Nx+mqWeW5XL97OL55uxarVVKicBoUillYACFChXLAzf5sdr8UY2lFDwIPfIjSmGeiwucQm9zVgq0nm/Rn7Ke5gNUa71er4koxpySuKL0IceQlCLBMMX29v7bXft2GO6Rwj0Vik3bHUmTMa4sS1uUWk8fPtwpAq11jLE/3vfHMB59VSyqcvh4cxcjN01d2xqQOcVh8HOE+iMLcS4K59/MOj3n3LxVeGSMz+e7iBwOh3Ec568IwziG9tDNK0RjTIzJ+zQvFuZiIMaQUjJGaYOInNlLEubkfX+//XB3fyuSXWG01VkiAANwymmxWhZVmbIHYK1Ba6mqwhkbQxy0zomV1u2x++abb0LytjCKpBuOMW1Fdn7CyR/KoSysy3GY+nazOV8tl8+urr779rsUU+kcCrx6+eLLr768uL68//gRIAGmxFNKI0LSCoggpYAomWN7PEzBI/I0mbIuZ654CBMRLJdN13XjMHRdu1yunLOzkUwpTCk+e3a1Wa9vt3fD0IUYlMLtfrc/7NMidcfWn4/O6cWy2h8OX//pLYJaLpYAuSwNoNzevleKnFMAabmsz86WpjgbvEkcvR+maQh+cjprVRqtROKxHQrX/OKLl1999UuD5sObt5khJcgZravKcnnsg9JGa9LaEWlCrbVVqEGQE999vGn3XdeNCu315TXkrJGM0g/ISwHJKcWc05xssVwu1+v1rAd+WhjPuZIAcRjG7XY7DIP3wRirtUbAmckZYzLGOueM1v5H8IMnIVV/kaqIf+GLf76+m3tXOg04JM8GmfmfeUuiNTk3v0qgNb18+TyE6dvvvlksFs5ZIigKBzAP80+CSWPMPOh5BIr8f6c7/YRFnecyD8HSn2ScD5yTGeZB8Ji7AHPgIQzDME75/fub3/3ud7/73e/evn07TUNOab1azRkz/1HUGPwg+BrhpG/WChKejGPEJ5Ul0aNrcKZKyo8hqZAE/vMvED4seNXc/RMiEdIP8xie/GH6/03PGYcwtMkfFQYFwtH78ei0IeNAFzA7XgWRtEDOcUi+Z8lgtMpOSIOQCCAnypGUyiwp5JkuiqgIUKHWwBw5S2KOQCDAGVgAMnPOMQp4JGU0AKIoyi6z8AkLqeftKp9QOJkTA6MG5QhZfBiOHCdjnSESAGRAQc4gAKB+GJeIP+6cZ0rqfCrMe+fHnE2iU/gbEZFS87H31Ds3C5HnizVG9BO27fHjx4/zDnBeG87pnMwMQHNKxGlowzkGzllCTJIzcxyGPPlp1hLc394cdjuFYLQGyjS7GwFQDABkTqfPNsIpR/QH+RvCcMp7mK9f+WQUhSfMIxGcgzcyc5b5NqF0UVgkYOGY48MLIiklIdDKPDJb5swN9cA1ZsikSGkFJAxZkIkkJL/dhW7ck4HNYTP4/uPNh+PxIJARFRICnJLmZ6vuzPwkUsTCiIgKfnAbfQyWxB8o5U8Vi3pQCwggIWqEObEUEOQESgKXguq7yBKNVVXlFk1dV3XhFpJNXa3Oz1ZfffG3Tb2RTJwxhhRjWC4WBNmHQSub4xAm2W/742Hyk2A2cYTtXZejss463axX56vFWVGUSpOzNqW0vb/vw321GUtXEelpinxa5emUIrMAQlGAwpw51q7UVQWwSmkMcUoxxCjGKGvNNCStTblcAYA1BlFpo5JjbSYegoAoI7vD/TffQde17bBDnZ1WxihbOls6IZ5i7HejtVoLUMoAM4Era41EIsIpTz50oycEFWOK/d7a0k/xcOj2ez+OUYAXyxhTjjn3w8gii0VNShW2Xi7PlSoUOALrXJ1SaA/Hr//0/Zs377rOd31HSlhSWRmkfOy2wrM7QjILZ86J/Rhy7BYV//LLX37x+S+ePb8E8nVpzs4aU9KH+7dff/OH7eG+7bbBgxFRRMLaj2Spvtpct9gqxQXqD9+9ub5cvbi8vN4sXY65azkNyOWyrBdVM4YuDPsPb/9o6PLy8sXlpjKGCLqySqO/2e6+bbuPPu2BBFCmGHKfZqw1glJSoSiLurZ16RqFRTgcIRwxp9JWypAmAcbkY4isSJaLUunmcIhaE4ks62q52JRVJX+MIfZIabff5xy0xropuuN0PIahh7o25+floW2nKWtNi1VT1qjVUJV1iqk/3hPCctkUpt7iMBz7EKMxylptrR7HwSpXFovLi1daU4zT27ffFEW5XJzFeJzSkHnsw6B0dg6s4RITKMgyITlUOufIMYaYUopKEXPWSnOCvh+398ccobCVUkqdOPtljtlz6AY/haOiKFGyiJDycSaeweF4tGVjq9oRBnHJTynmHHIKWXIG4RCH27vviIR0Kp1j2XY9WhfOzoqqRB8nUmy0ZuZhnJi991NKkqOKAfyEnHXlrFa10WdKB8HIkABEKUIFh+Pu2B1TDnVzqbQJOeYUytqALdzHfL/7+FZ0GPvm4vPqbM1ezvMrD76oXOGauqo3F5V2XblI++O7GLLV9pdfvbr9uH/z3cfDtssJw5S+//bt68/bpqyql8uPdx/GD4e23fXdXUqttaYfpu7YO1cQqtVixSyzDGwYBk6iUFdVlThpowXBWFPXtQBeXV1enF++f/c+TgxcDF16+TfPvvryV1XZtIf23bu3CFyWpqpsyuNquX52+VwpAhEiFJ4pbYAEsxSDSJDnTFo5BXw/gBaenGXyiKF/RAWcLN2QZnqB1mpWVMhsSZN5bYIApyBvhTQToWe+uTPKaqeNQkplJpau728PPrtSnZ9danD7w/9Apetq+eLliyn47W7vfX7+/PPXr75cNReStR9y33oCUxWLwpVKaaW0MQZJ66xC9ASa8FO/Ryd3AZ2dnb169SqlVBRFUZazc2+xWMxdHyKO49i27TAMIQTvfUoZgYge20WTcxY5PRdjjLXGzKGlJ6UbZ467/XYcu7LQdWMEF7vd/W5/ExMbU2aOiKI1VVVRN1W715MfUgyJjFZlVRVsbbs7xDCJ4HKxun7+XDCiyixxEc3d/cf20M8LHEJVFMUw7GMYEeT6+upsvZ6G/t3bdyH45aJ58eL65YtrV2iWKBwWy1IphRhFQmZEglmOMb+ZWpOIzF5EYzVzzpwyp3lii4SklTaa82lHkXP2wZMgMC8XtUie/Ljd7qZpRMQQfAhT33fv379lpqYuf/3rXx0OR2Co66JpaiTojof9fns47JUhEY4paOEQp2nOGkKwziXfdV0/DLLbd4DLoijquibSnEUpUxSVZBHQzMRMgCYmAUpzaTYnEDALomqqRiuDAiSgBBQA8mmtgAKayChFRDO2cb1erdfLpmnm/l+EH5daD94WFIG2bW9vb0OIAOBcMe+Pc5Y5fSpnmRMfCJ8wWeRkIHoEEPxAznnKXTzJlx43e6fmYhZZPVnunTRVwAAsMG8l5NTyPdR0iECnkEYGnAMps9Zqv98DyPsP77fb+xjDer06P98sFs38eVFKPbY/xhgiJQI5z33+J+bfXw4PPD2Zv/hLKQWATxkTSqm533sUYM+PnHM+pdU/MfgQ0TAM33///R/+/duvv/72zZs3+/0+BK+U4pznx38Uo/70h6Qf6jlPPecpHeFUNOLMPCViEjhtSmTuAJ+wUhCBkB5YOgIKEE+7hycI009GvgfVIuGJKQxPfWRPs9Y//edHWXzwM5jNn+zx5Gn8Ov5VeeuQfZi64I/O5hwzxzGMB7JOscc0MeOMieSoEscwdTEMIkxsYrYZlWREQcgR4qiNBSBO+dSqkQFCRCMxc44px5QDKhTgyOkhk56HYVb+57qqC1tZKDPDnH8qpGRecgMoFBKBLAhKkXNoPHvfH3IYbNloUpkfmnF5FEP/YM339FV/vPhmM3OUn0ehIKIx5pHPO18i8yxk1iXPSWhZZJpG5gwwA2ElxlgURVVVy+Uy52y0UUTO2llqnJlDyIBYcYEeJx9yTrNyoGvbaRhyTviwklaKNJEmQsJ5hDOvfwU+fSZPOCZ8iDyRWeIIn1AujxcBPq43T973OeLBWlNWlXFmZkbnfIKU5pTltFtTWp+mpErPHzPgnBkSKdRGa6MAgSXlHEPyPoe77U2G1I/HMYy3t/vDcc/ytN+bKZGfoEYz1wiexFA+XXDLJ8s1zJCsp/cRRAJgAAJRIgQPd1vEOUmi4KT6Lk9+1AZTwEW9Kd26KdfC1urm+uqzX/7NrzWVHz/eT2PgLIrU9dX1uFwcj7uyaI44cNJDn8YhS9LINgc1dhnZaOWcay4vrheLdYo8h//mlHfb3Zhas+DKzRgCSDFnmTHHp7ehrECYOXnAXJRNVVbMi2PX7ndbZtLauqrm1KMWrZVzRpEiQmOsCMYq98dAlovChhDv72/3+62ccOh2VBDZAAAgAElEQVRU1q6sK1cW/TT03dh1XV1XlpCSTykwp8yZBAkEEBLH0Q9IYo0bR98dh7Ks/ZT3x74fyPv53jfnGufJe+NgsapIkXPlclm5YlGXq9Iu9vvjdnu42959/+a7/e4IiF1/cE4ZA0Q6pvHDTZ8jk1JaW0DMySSvjocwdreGzv72y/9autKQTTlenl2/fv3KVPrtzRttln/85o+ZixSLsjClQ2fBKqxKc7WWt/ytyFQ6uXn3psTp9bNa07SsIV2WObTToFW1Wi1WLmLkeHvzndWXdfFivfiMVEbZAfux/3Z79/txOkZ/H+KUIYXoY5KzszPrLCIRFARVQauFuaztAkFv0zeQooKxdjUYBRxzEB/TFILRVNV1VZ8bNcZkgEOYjouVu74827crwdHY3LY7lmRsUdcraxynbrf1u50cDtJ3jKhXK2qWdVGwVq6wq/1+uL3ZlUW5aNar5iz53d5mxGCt1cYIwDgNiZI19uJq3TRVDN7HjsjU5SpGY4IbA+3brbZBFwqNOMNkaZqyUkAKUgoxcogp5WTYiAiRipynKXbdKBkUakRBQgEk0iLKB27HMaVOoV0vGg0ASFPwsxO16/uKtG2asi6ZImNQlMMU/DgRkVIQOO0OH5xThdOkUz+9513nSmVd5b29uZsIlbHW+5i9T3kCgMlPR8mSTfSaM0AKTW3Kam2dME4+dj6MogUhx34/xWgKVTUOUEnIpTGLRanKuqp037PVZJV22hWmQdSlWmedgbgq681mdXlVB7kdpg//8tstR7K6ev3Zl8uqhWh8/501hUJ9d7c97g+ckzOFH4ebj+932/vjcRvTsa7rEBIIcZZFvajLuuu6nNl7Lyw5p5jiOE1lVV6/uG7q1XK5rKoGSa/X60XTcOZlc3Z5vhLBZ1evvnj9ZVGUv//vvzu2+88/e7lelefnq/u72+ur58+vX0nWxhhmxpO9JD+gBTMiIv4ou+mxonzUVs13zgei4CnOR07aSRBE0IoAgUVmOdMsIiP6FEM3p4EqZZXCGBKCIqXmohURC1sgqBCSNnpRrzRV1nyvrVrUq2fPXvRDx4w5wRdfvP67X/3dqr4yqoasx2PMCThjjuycLYpCa00KtCGlAUShfCI0zGe6tfbFixf/8A//cHFxgYg+hLZtY4zzmTWO4yPTpaqq+WRn5hDiHEswK+Xm83BmvTBnpUgbpbWaD9jMKQR/v71p2/tnV5u6Lpa6ao+3fb8PgTebZ8KJEGbJj9VaK5QcUw6GGCAbTco6pTRnyRmWy/Xnn78uaxVyN4XOxy7mP41jzikr5bTKWnG7PwTP1pgvPn/94vn1999+fXfz8ZhCVbvFoiwLk9MYQi8Q16smc9ZKEFGUYWeuri5DCCEEY8hHPW+3Ugop2fkimU95IrROK63nbDAinDe3OeeuH6L3zpmUYgjh/u4ucUaklNIwDrvtdr87lGWzWp198frzb779dne/86GvwSpUOce7+5v7+9uiKHxgOOaQ7XEQH1DrSSmsquow3nVdzxz7Lq7OLqqqzjnf3t3xlGNMyhhji5RhHHzfT1FUiBkIAGmuFoSRMxBQUzdKaUXKkllUdWHs6ToWFgGlSGk1G1mN1ecX58t1XZ2aYZaf9GTzV/q+3+/389eUUsHHeRH+uAebLxg8DaZRAJ6YUOSxr/tUwzwK2558UQT/4jbvKe7lR78/xQw8PgvEWXLOzPlwOPjgt9v77W4bU7i+fnZ9/Wy1WjFngBOcZi5ltZ7JovLIHXmc/vyHMZL0BPT/o1bwaWH22NQ9qhwf/8AjSf6x/H7YtZzei2EY3rx580//9E///u9/ijFWVVWWJRF2OT8EnT8mnj+tBn/M6XhaLD6m4Z2yNIGE5lg8wAezHiJ+cpw9ZOHBY6z5Jw0wPEYUyg/3tqc52s/sdx/EFk/jF+blx8/uij+1cvJnHYIPTr//cDerwemY/TC0fvRGZQURMQOEEOKUjlpbIgOCOaQY/DD1LFEpFHQxB2CUDISEkjF7gASAOTGQAsAsyAJKaxscA2fOOQeltED20YswKbTa9Pe3d/f3h8P+6ur5xeZ83Wzm7AJGFARgBs4KwRBZo0BIQIU8ZCwTsg/ih86WK7LmFF8ASISPa64HfSD9LGhnJk8+sEB47ugeXsTTNTSv8ua9/7y1m8dCzDz3e7ODtizL+QHnR845hxDmUeKcM4uIzlqHSErNWtaQUghxmKa+G6qy6I5de2x3d34Y+pxjmDwIG601kTUGrKkLN59YP056/QF2BeWvgCsholJEiMwQQ5r8kHN2hTPOuKIoq2LekjPzOEwpMSIppOhjDGm1WiEQZ5mfWpIxxAgIVV0RYuJ0HI4hbqrarM6W3XAcpuH9h3f7/TAM00kNxDPrh0DhTy5v+uE6+wc72Rkh8CD2lMdj6SGVRQMhA8PsTEQ1P1VFWlMJYoKHoUtKgcaUoi7d5vryZU5C4KYhCuuirFdL8eOd0fb8/HKxqI/tDplfXL9ANn+q3lWuYxfEmDhBU62vrz5fLs8Xi+LV9WdXl+fnlytrihA9ZFUWi6KoDa0uzin6BEJFUU3TNE3Be24apZSKKRunNCnOquu2PkwpbS4vLq0tFFkR0Fo7p1dn1b4b3ry5/eyz5+ebZV3XnGVSXhIO1TgLVJwrJj/1Y++cC1Nou+O53pR1YYxWceaZmmmKQZLOkwCnnABgdh0rAgbwIaQctVLCSAR934ro5bK6umwO7bjfH4vSWGe0JqVJG9EGUKVhOPhpevbss9ViUTU6BN33aB1cP180C0wpWpu1QdTYHdthSiEAkhijBKw2RukVcJU5Htr266//SKx+/7vfrparzfny2YvzZ68uy2Up5F5d/6rvCWS5aobPXr6oC9IYmkJKwym0u3cflc4vXlZdy5L2//Y//m/+8qKypqxlSLkbxPu0udi46lmS+Kdvb96/+cb35d/+jVqvzxTE0N2D/1hA17Yf7u+/PRy+zTlLTtpQWVHhNAFpbUAqAcP+nKFRBBANzBE8gGEiP4Ao9DF7DnVTFtY47ZoKU1Is4c13vy/r1WK9+ezVBmnY7t86K2XdXF49N7o63/B60f3ef9Mf+3dvcLUqLy7PrSUfBj1yUZ0TrCVB9F1pHGSbk8lsjCmWS66qyhjHLIvlYhqG+8PN9Xg5+G3fHcvKpATD2F1cXuji2TAd399+33YtKCqqsiyVg5I0+VGGYciZRIhZUuY0Z1xmyAlyAkBIKQ5DPwxHJCGNbd8Ncei9v7nzo2dr0nK5UhozxxTYaOts6RiSxG5oN/V5VVXKsuTY8zH7pLXJEmPyRaWIIEFg4JiZYnSmMq5RxrijBiRG+HB7TyoXtW2aOgYOHhbVZpz8/W1/8+HD5fnq2WUDOvU+HIcjy1TX+Wxh10VVLQxbTDBNgx+mqVgsnDOmKKqy+vWvvvryi398fvnSsI7toKEcJIzirVOiIoi+2rwak9UkV5vXfpSx70ncq+evl9V5mDKBqsrlbjvc3n7813/95xjkX377L3/4+g+vX79ytiKVYkxFUa3Xm8vLc+tsTOnt27fHYwcspbOkdJLUHo+bzcXr18/O1pe7/eGwb8825zHGcRqWy+XLF7/66qv/opUeuv79u49NU1trXn324vzi7OL8rC7LrjtWZVNX6xyIs/LeG00pS04ZEUgBIseY5v3DU+fMPD5/PCxmX80sLXnEX4GAIpoR7Zyz915ro7QBBJH8qXUEMNogIREyi4j65LVmAeaUY87RkFlWy81yIxgla036q1/8LVMuKycMhKqqKhHKOd/e3nLQmrzGsjSLZdMYU6QoiggJMoeYIkCel5kg8CPUhDHmN7/5zevXr8dxzDmPD1yWGQy43W7n5Imu67766ivvvbVWKfXmzdu+7+cnPneAcysSYzoe277vQwjC8+A/pxTbdjcMx8kPXa/a4+3k+2E4Or0uClOV1mg1n2ExRu+nzAkgE7DWkFMI01AUi3kknSKwkDa2ahzFkBGipPVZxflse79HzJPvjm2727bC1NT1x4/vQpiqulyfLUIYAdLt7ftvvimthXFokXixLEIIWuuqOlPNWda2bdsPtzf7/Y65TDnFFMZx1FoJJ23NbEEUydbaonAxhnEcUMQYLZJTimXpdnd3b998fzgcmsVCG+2cG/YHH2JVlTcfbo+Hvm4WxrS73f5waL///vuPHz7+z3+D1WpZVSVzvt/eDn1XFMXZsmB2bRcD28w6Zdwsq6oqj1vMiZHUer04O9sYY968e/OH49eh84o5jWMOSUR9uLnpPNhi+eKzq6opjCmMLY0pAPWceqDJaK0LV6wbe3521lTVp7yCR3QIZG2oWVbXzy+11UgyV2t/LqnsZPcijDF5H6YxMOe5nDbGGmPm/fDPpoefehD5mfbtZ5K0WP56Kscpj+HT1J5DCDEG5mSMzkyA0A8dIFRVuVwulstGqdVvfvOb168/X6+XT8o/9QAmVHMJ+WiW+enm43/911y4zsaf/ACrf0SYPF3oIZBwEhFSJ2Lqbrfruu5xcKOUetzAz1K7n2I//yNcpkKlada8AggwICHRaT30596LGWkCn8LQ/1yvO3e2T3rAH/EIH0gtqIEI6AdIwr8+5h3g/43sVgOI91PfdQij02wNWyVT9pJyDMnaQisDgCmlGL0PI2BWioATIs0pckppBEb2iaMIzMrHzBITs4DWuihLY7SAxBgQIHMMwacUCdFZF7ou90Nse64HLko2Oosw4OxIZc6QEwGwQjAaQCdRnnWglBSyNiAJJYswgprt0nB6+fhhLyQ/9748oj4+jQROGyc5MVfnNfePBj+Pbu/52x+u0VOGAbM45xAhhJBSBkDniuVydbY+KwvtQ4hzuF/OhOCMscaUZblaLOarNoTw8sXzse9zTofdbhyGFGPfdTPQZY46naYpxvjUyfZUifpXBjOIyNwlEZLWBgMJS0p5mnyIEYSVnj+HGENkBkQi45BIKXV1dXm2PgPBvh/6sfW5bxZLY+0sEpjdmKSUMtqh2x+3PvqQ4uSnxFlpBayY8FHDDEhAxICcgekxPOPTIOVnBiOI8MD2nO9ZM4NbKYXEjPoh21KzAABqpQrXGF0TOsnGx9hjhGzranN1+WroJxBS5FJkzmC1ddatV5tmrYAkTEGrcrW8aHcTspGsgLUCFzgJE4ICVoWrLy6eZZlcqWNgQmNNWbp6tdi0Y3fctyKiNFoDShmlwhy6agw5x6QykSjiSSWBkNgfj0dCo3VBhCH6bjhUZWEcVOB2u0NKfLHh1WK9qJ1VLvh0PLYheKMNoTJKK6VYEiAbrZAwpDh7TZ0rUuLsow9BKTJWF4Wdx4EiecbnzHZMRdqWhkgDKGYEEaRMClCxQGLBqikQx3FqQ5iGPnEeN5vLGKdx7GKaYhpD6FkmY7go5/5QAUp7ZMRsS1BECMzgs+Qc9NQTS9ZKkc4+dPs99sfjbld8vPm4+KaxdaGdAU3DFBbu6uXF6u//7u+aUkPqrZqO+zdvvttiEudkVcP5cj2NeRrufLxTZJVybrHCaAmLqtmUdZklVWXqWjzs7ra33+Vpp40XuSPqG5JDjAayLUkrwxwE5kT6IXvOQTAu0ljtU3Taai2Tb7VKgNj2oRuDz9KslpoSQ59i2N7uJYsytm4WVan6YTt2Pak+S921N93hnmPkmJNPpVX1armoV3033t5ub+6G9Vm9OV/Wjfv4/vtxjOpgw9D3fUSxhCWAYzHWNK7I1gELzYnQxlCP8Tjsv3v3b9aonJMIImijmoVqGCVjbFa19qN2YYoBldZKI7nMYRwDi7JWu8KSMdY6bfQUQt9NXT8pbVhD4rxv9z560np7PCRKrKQoiQxao5VFQWEUZbQyWlld1mU/hfZ4AAPaElJGZhAgVABQ1oWhIvPAnJSSmNMUPQsPw6RoQHRKK1RaELJw4qyE0RjJOSODNvWyFF4c2zh6evt+OHT3QzgmHlyZri6LpqQheJVRaSITIYQMPkTjfRTFko01tdXVzYfbVgVKNnkOlKLOSHNwWgQ1JRj7ScTXtblyjTe0qFyjV8XV+WWKSSk7GN/u7//09b8huqHrC1Ndbp6LGtou7/ZbY11V1TOyhWi+uybv/TiOSptCRCvDwiw5xGkch2N3jCkT6vX6DEDW69XF+flhv8855hxCQOEgkvq+vThfL1fL0pUAWpFRxoLWzCoFVqRMYVjSHP0kJ60mzZLOHx0ND+qP+QScFxHz7fRhKMcnIrPRFgBTYpo9GjRPvedB55wLCydqIJI1lrPkzMA4o6ey5Lpqrp+91Eb8xH6K1pU39x+29/e7wz7lICh1vYwx3d1td7c9cFG59Revvipdo8hkyI+rQkICYKSZJKqeAhLmXV/TNEVRPA4B56nr7NKfKWshhL7vY4zzoTmP+QHAex9jmDmcPkzHro0hDuNAhMdj+/bd23Hs1utGG9KGitLFZIbheHv77nDcFoX97OVmfba2zqqTkxBzysGHnLJzzrmqrt3V5cWqOZs5l8yoSM9RE33f77vbw/FjzF3maJ3VWg3DEKZD8JkzFbbyYfr2uz/d3n7MOTWLgnmNhFPo3rz7Zre/CTG1bcsSSYtA7ofjYdd2UUR4Cn7eZC6WDXP+8PEDS44xCkqMgTlrraw1iNi2+65rFRIhTn7aH3ZE0LaH+QUEEUKa+eKIaZp8nt9lJK1TCDHG1LYH7ycBtlYjcsrROWP0Yi5sRCSDkLFF6awrm9JRnuLmPPqeFC1X5xdXX5TVedsm4I5EdAZTl5a00eXi7FlRbzKrs81msSpXm01TL1brs7IqV+uzZ8+uc2JnXVmURpuL8/OyKOwMEVc0a1IyZySsFtVqvXRVgSjMUYQflmzyWOA9iAznOHAQlsPh2B27nDmEgAjMojXOMk78ZBPCR1Tjz+zhEGdMHT9+qOCkGj2lt8mPA+s+idF+oFA7/ZiPgi3mHIIXYefcxcV5iFI3K2P0arV49uzy+voZEVhrv/zyF+v1qigKIswZHpWrD8/3Ydd0AiDBT+WET6k2n3rXP9+nPupUH7BAOefcdceZBztr34qieLTXPoJVTvKDWU4ASKhm285szUXEGBPzp9iMR+HoI4Tpp9gSecqXP5m0Tk4uYWYkODmWHzLlYYYIyicOCMGp3KRPnP8fsDsftnCfVop4kqI93IPVY3P7oN7Ek4nvyY7vJy/9zzSgT41++ND44U9K5T/b78UYx2kEHqKOznDSADlxzDnlaZoIFRJxzinFzB5QiDD4CQEJFKLSZBCZxSMCZ8iZU5KYcghJBLQxVfRVWSBhijHFmHLknMI4gUgwlmM0QgUalUR8iFOb5n5vfr05S04EwgRZKRCVQAdwgXK2inRDKIjCwoBqPoUIfkb8+pcW058CG2jOqhcWZiZUj7eDx8uLnySeP94mEGBGQj8yoAEikdLaNM1iszl/9uxZXdmu78dxHMfRxygiSAQzFO3BXYCIfppSjJzz/d1t27ZD19/e3h72u77riqJQWvd93zSNevItT5/L49b6L2/55p52VqBrrRWpWSGaYpYQYopIMM9/hE8Xk9UmxjgMg9amcIVWpqqqRagDD64oQkj7fYvI3gfr3ElMAZBzjjGmzDFGESSlAEieBmTA7GzGvyaohp4ENMwfFqWU1sZa65wjIlKzbxOU0koZzrNgQBWuMaYicMI6hTSCgNi6Wl+cv9jCNsZsdCGCzIJAZVHaAsFU/dBafSyLZVksrK6AFSfgjERqbvaZJSdRyi4WawHPkMKUi9JpckaVTtd+wF3XLVZFUxvRqEgbbWWO8nOkVEp5QhQiNhYUIWkZpwHFEllXqBD9bn/D2JR1cVYt7+8Px7azpOty2VSVqYtxGfwYj22fDRCisyVpEuGUEUFijDFz3/ciaF2hFQaO3iMRFYWrqkJ4nmvHnBJnFmZEUspYV1RVkxL33diPY4iBNGSOPo2MqSyKlKUfeu+9D5mzidFPU5+TTGOMaWJJMU4s2SqnDSoNLECExoK2QIQ5weyTmXzftjlH1KUqCnAFCKZx7IdhvL8/oEIyiiwpq+vF4rNXX7y6+OKXL3/dVEWaWuTDv99vtx/2lMERFDqdbWo/VYeDBhgTR1Ri3Eq7wtDCVitlSk6pdD7bKILD8S5PdyC9kkNdQVmAGiYjXNTOOSWMMU2R+zhF36f+kCgNEhuZtpITUlgsc1mCVZQC+xESO71eW5NRcAy37a4d2nxxebaoFqVDo8aYjkPXjZM7bG/H4z578BjGbjhbXjZVjWRevrxqj+P2/ZY0Ngu3XJbbe4gRxgH7PMQYBYzSFYDLrJUqlZpYxpyEBQF1zD5xiDLcbL8vnFGa/BSNLqoy9qGEpLtpLBptq5q0DqHjIVqtiApELaCGIQhAWZuiLrXRGk30aZj8MPoZtZVjbLvOB0/adOOoCmWdqRdQiCikUxywIuMsEEXOQpg4DdOQdslYbYwyCiWLIoUMpizBucM+IogmjokBYo55GrPkTqlysTwnbVJOqDUSgNZCkEkSZJ+jq5qNrYD6dtfd3h23+13kQIbLkMuKl4vEqbcEpdGsrGjPFELy7bHD0Rz2U/R7TN+9U4ez+mLhVnGKbEScpJxnmwboDCrEHMXXtQFybMkpsU7R5dllCD5nHotp6Nr3b75zxUqhuji7KkztJbJASnkeJB4ObYpJaUoxzvqWafLGii0KrRWgTH6a/O1+37bH427XTqM/Wx+stUPfHvb379+/89MowuMI43Acx6Fr9aKpVssVZMo5cmZicVYrpWMcjSFjCOVUZOE8BIQZBCePNZigPEr9heda73Trmzu60/HAIiKEpI3NiTkJApCaLSkzz+6BkJn5pA5ToJVKMtPRhXP0fhqnY0q5dNXZZjFNeRwiEN9t7z98uDkOe5ZcNeUXX5Scecq+3e1y0OsmPL/8LCVOSTgzgJASZUjkidpKYP7bn85tZ6T2bMFQjyFpzLM2Z/bbe+/nR5hxFXMHOPkpxYCI4zR2XXs4tNEoY3VVlVqrtj0Qcl27ummqqkx5CRB22/d3dx9v7z+eX6y//EKt10sAVzf1en1GNC2apdZUFkVdL5frqrDq+vr5sl4f7kdnHYFCQckSQvSp+3j7Ydu+RR2s7iRlUmry4dh2KXJVLW1hAeXjzTsAOFuvi9Ios5imiSVsdzd/+vZgrVNKC2YRDimOw/jtx9326KuqcoUzzorQXOubnY6RH7xb8uDumwMYxxijVmq9WrFwzinGkKZIpMqynNMIhGc6NwcfIiSkOI6TtTJrlYehF2DnjDGEKJzTYlEbo7v2GMM0jV4UGcoGsapKrQBRLRaLXDqjzXpzsV6vlal8GJpFWVmjGUvjmqJaNJtmfUWmbo9Ts1pWi6JaLMuyNs7FlLXWi+XiMlwWrrDG5pSLwhmjjX70ZwELA4ktzOpsvd6syZDk9CN6+VOfzrzsIlRzQdgd+/v7LRHFGI3RD8MRmAGPD6X9j1Y0j//7qSGUp6s/+GROeWxSfuI6wp+QPD7Veo8ZjzknImqa+vmL58MQrSubplqtlnPaZNPUztmrqwtjrNbqUXP6+Jg55xM6gejR4Pa/GAPw1FD3QOOEGEPf93MkNRHNzdtjM/YIbvn0jfPAap5BkZoXCfPU5iHr8pPr8mmA3l+0wJ2yER4cfCpLfvyOT7ZEwEc86mOa9xOWKuB/VGD/5GfBJ2kc8sSnR5/WHj9DysG/APx53Gv9J/d7pzYHEqcw9AOPCpNCUEga1DQdc2aik/p5Zg3zaVJLmrRSTpMR5Cg94Zx5DSlyTDmGDEAmauaccjRag/Ac5emsBoYc0xRyWVS2tg6sBhNHf6QxnSYsdLqvSybgIAwiOUsCk1UdMFHt6gZQIRCKnETJnAVOs5eHT9qTpdcPILhED+bRT8vxOZEvp5yzaAVzzzZL/K2lx1GEtfbx6nz08j0NGHn8tzHm7Ozs+fMXZ+t6Gkcfwsz3nYeO4+RjjPNcYj63nHXOGEQsC5dTEpaUovd+GoYQQrNcdl23XC5nZenT28Ff0+Y9bZzUY7z7Q+Nqra2qEhXGFB/GPadRJadMSG3b/uEPf4iRFSlrrLVOGVIO7u+2f9RfD92ACF1/TImHYYgZk3hrXeLU90MIOef5b6SHD9Cc54FPYtbpYSD0Z69kkcwiwjAT5Oght/30aigkDUTkrLO2nA3WCGhNqcBwohiBs9LkIGmrq83ZVbvvo58AVOkqZ2z0Y1VVSSiwaKqWywtNDsFyRmdLADpZS5GMMWVZZk6ck1YakBNDlhg9Bw/Rw/3t8btv2tb7X/6qbipHZFLqtXKLZrNcVZmnvt8Za5EyQCoqsMY0ZYW5HLp4OLQuKFS+XphuaFHLs7Or9WrNWXLkvh8kYeEqZyqjqxRwOPZFaVdnjQBHjinm/e5gh0lp03YDKQ01rs7OakvBSs6pLF3TNDP6lTl5H4IP3gc5udIhRemH8fZ+O06ZEMqKhqnNMllrlV4DzrplMQaVMzGG9tgSTDEIAm02m/v7+773w5CVB20UaSoKYNEMzMxKkdYm5pyzH4awu4P10jc1kL4C0T6KsyurS1I6pDGmaera+/fva2XtV39nEpikIRWSR9+G9m5fGFMZjSly8AhirQFgAA2ou6ErzapcWmXKmGx3BOD6/KxYLRYaYDje9+2HZcltP9z0bdceetuNC58RjBZtgCVlyYlhGicjpiClHR522/3h7hoM6WVVLatyCahFiqpYiB6FxxCVAuWoXpYrpw3HwekU47Fro7Ilx94gSILkE8d8vrnQuti3nbOFM44AjFEgMUXebMoQS84uphRzF6N3RUXaec+jz8fet+1QN6UA+Zja/T2Sb1a1KyAlP3mvlPGZQ5fJoBAOYez8tmnscrHc77Kfkp+gLMqqXlirvvv+D/o4gMqXzzZaa2DSWiudBKZhGMchcOZFoyklEl4uK9s4VZj9cPTT5PNoB7Uoq6J0EJMfp7Hfj2MEIq3J+3EYBaqPkp4AACAASURBVABXjXNaGaOVYAIdkymKFaFXykseYpScc4ogeYZya84QE2tjXVVVC5cg+TSMMcQWFqUUFkCH43jYHvebZxfKYMxD293dbtvM4+VZta6NMaYdY4wSQQjc7fZ+u7///e8/7u5/J7G8PHv+X371m7//1d9vlmvg7Mcw006ICDLG5DPzsnomEFgmQs4+cYbL82sEDiFMfWwP437YauPrem2N++2//G6SrZiuLMsY093d3XZ7p4jKolCarDGzbcwWRb1YLlerxXJpjHnz9v1+14695wx9193e3DhXDEP89rs3ROTHoe+Pfd8xJ63UolqAYApiVaVVAWKTJ+fqsphjxCYicU5rg6gkpUhIogwRzkiSB8fI7G0WEMmZ5xt9SmnmE8ipSzxJPUEkZUbSxiqB/MCKmAVQymqdUkqYHk/YeXWGKCzJ+6k9HN59+KY93BsL//W//f3Z+up8U05+BPjXw6HthpaBE/MwjJuzZ4tmA1kjF2eL88VigahiTISkFJISwJxiyhys05wz51ONeCJtntYC/Ch1mU/YOUhNKTW3eUqpqqpmMiERWYtFUSxXzVw955PKPc9E7nnUO45jTrGq3NnZqqyMcDAWjYG+u9dGKwUpeSQonAMsPv/s9T/+t/9tnNJyuUaEP/x7tV5XZ2eN5FAUpVVFaRbnmw+H+34YxmEY/Diymtq23e+3ZUNd2OdwNMa6sopR+n6Sk827OqbDMA5mVItF5ayeQgQtmqisjTFGKQMEu13bjwMDWOdqnm2KwCllxGmcjNVVVeVsidBVpTEqZ76/3ynVVZVbr9cxxhBjiLGua2ftCZBoUQS8DyklToygjHZa2ZRyijwNEwLlDOPYj+OIiMtlDQAhhBwjCDhj3fn57v7+cDhMKeV2JN3udvu6MIVBSMOyqaqqkQzfffdt28V+yE67Vb3cXFwaIef08qwmjVOahjD00wAaBh8yg/fh++/f/PEPf3z75q333mqbYrr5ePOPAFdXV3MznzMnBgBwhXVlcf3i+vzqEgBSTsL8YMz5VJjzw64NEbU21hZzXJ73YdYWzoaeeZz9tOT7oRvlP8FsfPCA/bxy82c3FI/dGuLJg1eURVWXy9Xy22/fCuD5+cZaozVtNuv1eqmU0kYp/f/Q9l7NcaXZme4yn9kmLQASNMUu007StEIz0sWc0T/X3fyBiZmQRr67VJ4GJu02n1vrXOxEEsWq6lafI0UwECAIEsmd2yzzvs+Lp6gGfb9f+oDLIqIAaK2Zovz+MzLip1JtWu5N/KTp8pw6z3MGw/m354DllE5KJWZyzg99P31x+gePx8MHOXs/8RqmnQAhMqEh5PIoGf7c4v0UQPVx1MZPE/IfvGCPF7MPZkkkVvkPPrB/bL8Hh/1+c3+PMJa0l9xpHgiUFAhJBYmMMRYRAIpCnt4DVSVAJssUCLhgjtBPzxkpEseUUimiROyMy5LHOBpiVJ2WVx2iZNFcpGhJYMiq8jjkfgw6DMSG2ABNKYoCKpYmFLTmrAWsMAwgjheziUyEICdQDhLTlCKHBDIlAipO+6tStGna1Wq1Wq2mU2o6zx53So82ftPtXnJO09tcyrT9mByoJ5rQqYU8Rc9Pbll96CvpRPkyzhprrUUA61xV1VlKEXmgXUtREYWSS85ZSpGSRUpKKad0wqaklObzGGM7n19cXNR1PU0xzyklP7TS/lCtOn1ykivQNB4lIkagKfZARGNMSCAiQkpMzIgAjMyWK1/N2vl6fZFiLllUdRxD7hNw8a5eLS8mDGnJst/tb+9eFw1o5PrZFVsmMtNWGwCJDQuUSSeIkzMKVRANGWPOUbmTKEJFVeAEo0EEBJkM1u/5V9MdoeRcRARQiZWIcyzBlpxFFZjMaiUiqEKojKiIFsAY8t63hFZKmAAtxKRaiJDEEPrKIbTs2BtmQisCTJZITsnFoCmG6c6ZYwIsgGjIITKqkWw2m363HSLq0GtJtrJLWlrVhKib+2OIfcrh+rp1XouMAFRVvm3r2BOgqKacI2EgjlWdFfrN5pbZMVpCa7lSoyVJ7BOJmTeru+F27DLjUDUOxZByGgtocY6haEyx5D2z8eb9dFxkko4bwwYrhxBLGXNKKWtMIWeKMSNxVdG0mgMU0SQAIXXWaFXVhqtSUAsfDsfuGBk9qq3rtq7b589e3t/f7fbbFFPKhRhDFFEFUlDNWUqBqqbZzOA1Mw2VT2wD0EhYO+8tV0wegQyOrKKU2aYaBo4HiqOtWzQujKWMYx77HI45DiVyiUlVsEweQ0/gwhg1H5zbLUss2eSohqr5fH55MXv7+vN+eJvLtu9LDn0YjobFGhOwJgLRWEphdTFwf8zHbbpamsXF4nh4p3wkO/QhNqGqajLcVN4pOWZIkEWiSCEm5wCxWNbKseYQ+m4I0TfZUprPKUQRRO/Ms6cvVH1/fKM5WK4ab0MXx35svLUsCpyQNSdFFYVxTM4Rod9stnd3h27Iz19eL1ZrZLm778iM8yUnKUilAHRdILK1twWEHXiXohZTATtnXRvGGCJVbqY6E9EiyGiMa5yri0IIiYQFLHJ1HDpU07S+bl2O4zCObt4AYspZRQG0SDkeByyKdWYl711TN0gmSxlj3B8PIaapriiiBFo5G7P0Q4cwNjVWzucYSdVZa2eNsy1ifTiEWHIhta4mhBhTykOKI0IppU/5wMgpB+DO1JGqbL0lsSZx1nIcQx0AkVOmyhtUJ2DHOBy6dL+Vbuy2h67b3XWH48tnV0qfADlFAMl0EuSQYTuZagiQ2SMaxCKSRHlWGWdNEen2WsLbbTwYQpEYxnQ83iU+IkQkLCUTgpRSUpKcm7Y2zJXz4zjGCV4hOoSISK9fv40hgxKTVc0pgZS83d4wkzGm64673eZ42KuoNXbersY+ff3FGxAL4EAcqiV0TBYQRLJoAsjESgaIlKBmrCe5e1VXq9Wqrmvn/QSdZMvGGGssMwOis8YaSw/cZEQ1bMhQSpkImfkBRFEAC2gRkZRL3/cxprpqjZmknkVVFQtABigIQqjGEJEO/cC0917rxj+7fvbxx5+8fvsNWWxnLSF1x07FWGtn9epqfdm2rSHSCT8zwWNQiUiBJwzHD1OIPgBvnPc254plevw9OC+Emadx8gOk9OQRMIat5XM0dhiTlOwrZwzknI2xChZAD4dDjHHilk1aE2PdL37xi6ZahyhN0zLzb37z61IGkWEcDgRk2ddu0fjlr39xVwSXy/nhsB/z5nDYdV03xDT2dyX3i/kyBAlRhyFKIWvDoTuipblrq8YViDHGrKO3LTOmYxj7UZVVsYAgkxZdLFf1nCdxDUgxzoYQuv44xnGi8sSSJ12rc/aM5p/WHsbaEGMp0rYtoAAUQjLOOusBeNhs+yE4a4ktI4KiFLWWLi+vjGFQKDmVklPOKeXtZjsOw2w2UyUEE8JQz5pmNrPWHg6HXRxmnmvnoT4Z23JJXX8MSCBx0VqrZC2uLuYhcXcYQ+qVwHrnvBeRu932my+/6o9DO5tdP3s29OPd7d0wjs2svbi6NM4CTvBwYGva2Wx1sb64vLDenqRYqsaYlPKEOPoeYgRQFccx7Pf7qbRwzj8UWqiiU3LbWYZ5mpjDxNj8nsLvkeT4AXUkk11vKiNPZrnp5DxlzSFOWZgnisnDa8PvQzum4QYiNk2z3W26rgshNE395Or6008+aZsaVNummZCk1phJdzahUOhEj3mAWJ64k0KTVUYUT/njv08fOKlhHx+6x3z78/pk+uRsF4wxPjZDfQBH/CBv7Icp049L2Wnv8gFd5vGS0BhjjTmFzZyEZqW8j4UgZhYxKkUn6jwATK8K8QOxKp7iwAhwkrII/dROAj/8fHoB71mPyNNqY9qpIp2lwQ97YAWRaeh5KtU+7EBPeFb9kNr57+Jzgm42m7dv3jibpRwldSX1mhOIoKJ3jfO1c05FBApoVpgirCc6imFyoJQhjTh46xA55xyGmHMBJEPGWRdzYKKJ7YuAkkvK2UykzqxDn4x1TDaGmGUofHC+YmOVOMRQSgZRb8gyEUIRKGCFtNc88wHZwnQRTqpLhNMK/zEgV+kBvoKz+fzi4mK9XhtDRfKUuvPBgOVsHnswBkxaYXwQ9yIiTQ4+ZnrU89PppjWpn4EImckYttNjA0QJyTAyGXfK1ZxWuNO1JilN+TCl5JOXL4YQQ5zkdiVnEZ0vF1dXV1VVOedOfvqHy+Yx8uhHZasfngenYBF6SFUiVCxFUGCq4UhUBXhKrWBjjGua9mJ9EUNKaZLs71NKJaVSxFq/Wl0wc4qxZP3u2zeH7p6sNk29XC8QzYOdEglZEE6nMyCTeW9g/b5i9sfCJ/HxivJsRHxo+bJCIRImjpQBQ84CgNb4FPMU8QFACIxTgBgYQotoJhixvp/uKAASeGcNAjMyIxj2KshsmDOAMgFoiXFkBiIoJQEKGzJsAQ2hB3V9l8chUaXjIDkaZxa1n8XUH7vNu7fbmIaqJkRrDZEAkVa+ds6P3QgoVc3GCjAoCDvIOWy3OSX1pl4uVqv5JQKNfbh7twsxedM4qvqh28UOlIxhz42qQCEpYMnmFPrQM3Lb2LpGIoNoVLAAELyf+atkBFItOedBCwDWVUOkSAokCoVYAXKIR0DbONs2DYBNQd+93cQQCZLl2tnG2upifVWK9v0YQ8qpAGqIoArIQAQxaIiFDdXeVFe+nSkoeFsK9AZnzrUMBoFR1aAyF2ulrqvLuXLale5efcVsNYwksbIaYyJIWlRiKlI0kbGVxZqQpIxD2hG9uVg+Q0EtiKDWqHG5H97GfGtdzikVHNkVazGxZ66cJdExZc6FU9Aw5LGPMm981R66gi77GnLRmEnEEnlrHRhiW7JEgSBQ2LCtMuKA4BgtadGcS0hitLL05NIzw5hd21SX6yvE5XishqNftn0/O4ZOQ19gZbWkUjSVPDlgc867fYc4d9bd3h7uN0PJWNVr51cxd4djERgKkK/EV0zM+y44S9ZjATQ2GxNNkgJpSFHQlKJjAIOYs0jRqq6aGdX1grgew9gNGXIKAVKx/aCzplqsV03lu8MuxFREIKcik4IOiTHlNIzKmh3berZcLVd123TjsNnukmRiEhHDFkCkiKiWHGPIhiI33huLmTxhW7Wz5qL265Tsu28/P46BnJ1dVDnENA5JetWsAABBtC/CKsH44NqS4QjiAYEsilBGSAp9ykUUCKyxgLjvj8feJLWry5mA9VXwgFUrrilgegDDQACiVJDI8AQmKTkXUDLMxjpVU8iybauqAoCLRd7dj/vDYA2rjDEn7zMQZNAxDCmRQbTGFEgiWUUMs3dOSunHMDGpD4dOFPa7PQAZ9mQnnRFAKTH2XXc/ZWH3Q5dziCEdkhz3w3df36ZAYdCSGcQarrTgtMwAzIhFISELomTJkD1qba2tqnq+mL98+XKxXEzDdee99b6uKue9c9ZaW3lf+8pax3wyk1xeXCyXSxUV0LOzRlEIRDSnHIacDvtjSsVab617EIIJigCUXMaYekSZL1prcbu97/s4X+R29vzFi5d9+DOgAqy+cjnlrutU6GJ1vV4vLy/Xde2lYI5FkeBkUJ+iF3h6lDwmk52L5nPld1r9PTJlnSvFhw0knopmzadafOr6BIl4mhpPbW9dN4RoDKc85JyIOIS02+032w0AtG3LPOkhQ2vb58+fX6yfSzHOeecMcdlu397ffbfb3kouzlQXq+tPP/5l1+Xd9pggJunTgLPZLOt8e3y33/fjcAgBpEAIcQw5l4B0dJW/vFw18xo09+MxjF0uuUKHpKEM45BU2duGDRtr+3FwTVXbuuv6qdGtqupw2O8O2xDHyV0/hD7GAKDL5XwYhmmvNW1aiLjve9XROkdlSqzNTdNWVVNVYb/vYjggsAGeoJeEPGtnn3766Wzexhi/+uKLCVA39H3fD92xS6kYNIaclMFaW9cVEe9Tiv3Y2pkK5iQ5ByLTtHU/jjmlkLp9d1+znWtbtTbsU8x9kqFARsNVU/ddtz8evvjqq/Vy9fzZ8xfXz2/e3fZdb6xZrdeXV1cAoKiqgqx1U60u1s9fPm/nraIWLaLCZ2HbyarzvQYGFPp+BNiGEEop3nsRefg2fRh/KPx0xN6P6TC/5yF6zCmBR1s7PTc/ePrkUWzmKbkBQFMqfd9PqKG+7w+HQ87l009//stf/OrTTz5p6lpFvHPTusIQTwh3PH3E94DNMwldgU/k9z9iAfVYgfl4YfhDB910nKcclMPhMPnx+CHn5HGv8pgvBd/PTH/ItHgv3p6u7rMcdPLxTu2cYUbE6Sdaa8dxzKU8rG8f+r3CQixY4JRcf+qh9H1o3iOWzKR3E+D3fdaHIemnavyH5wM91nA++Agf9hYPAtSH1HU9ixEBFR9aT8Qf3zzqH7PfU93v9m9evwHtGANhQE2Sk+aiBSrXW1sZ6x5ejEwprKUUUCA0hhyTLVQGHMyE5cylZD2HBDCz6ZgAQVWKMBEqShGV6eSyoB0gExgRBUrsAgZRxCwwjmPKSUUqJsvIRKIoaAsNkdrrWUDryXpkKwUFAKQQgCGGky7lNESZTgJrzaxtl8vlYrGIKZSQf/+e/fc4Jv8/bLP/4FvDjMwOAKS4iZkmpZRc5GTpFVCYGFmTmPNsV/0A0/L4kvs9yezwCBxsrW+qqm3mTVsRU5EcY4wp5ZTYnmJGQgiH/X5zv4kxASCR8dZ6v3Ktf/nso2fXzy4vn1TeOWvHcYxpkLd5iHsAygn6PvR9IHRNZU7A1If7VymFiSYY03TpPk47NIYfjBYFENjQD0caZ8zUtEMnEuecKuYs1hoAMswi0wlgVUAKMDAA5CwppKljl5xTSiKFDUpRBARwkqMWBrDWkLPeGvdIYlEApnuEAMgD9xwBGMEyeaaasQa1JY1jX9JIUOqUxzHA0MvxIM6b1aIFpZSQuJo1jTVVjLkfemPp2fpyPrepHHdHPHYHAKwrv9sNxeTlXFbLRQ767Zff/eM/fAsKV1ett01Out1uJB9XF4uLqydF8xjGsR+btkHgko9jN1SWmsulNcY5b60LIaiAFooxHfbjft/XddPUrTUupqhakEAxMSsbASwpjWPsM2ApRpOvqrapG2xcyXTYhbEv00Kbyfb9JoZsjVc5pjTlqQAwAAIzoVdE7fs09qX24eXLa0Qd+nEMu6zWgat4RmQsI0AyHNom/eLnz6/WtYXN9u3nFMamXpZx29bw0UfLMT1hvnemy6nPOZUs4JzFxntb2d3huNtt+k07b6vIuOz7/ZZ2bCowh2YJTdOwgpS2pHA83OeMCAtva2s1+Xj37pAzeV+ZFQDgu5uOqDLWBz5YU7FpFJoCBAzGa7swlHE4FLYAkoztjec+5JB51rYiGWFTINdNe71cPX9Rb3YQU4vKTy4+ulz85un6pqInGr3qOxJjyO/HN12Ifcx9f+z6McUSgt1uAKR682Y/DmBtfXfX50IAqeQqpL5AWF9YhQmwBQDa99n7EPCY+abvJQeEcmCohw6Pe3n73Vdts1xfrH/2s585D9aWIWAcTYp2vw3DoXT7EBNYV88W66oyVYVNo9t+h2pdWznvyYHNwIiQJaagqfRkGWkch8PQHfvO+ZqZS5HKupJiHIbNbqfGtI1r66b2QBqp5MrWc1/X7GOXNvfH/c1+cxiFWXSFLmUclfN0L/M2s4/OxllT+pB3QziMSQZUAURxzvjaN03rjXrW2WLObPu+3G2+LdCsnlz85r/9EtSFvji1T9dXzaKA9gZaVpdyj5SRIZdBQQFyGOMhJkS6WF8yOFDnTGPA51xAWlAPiikHssXXePlkfdfvbvYBVAVyUWQFBGA2ho3ClN+jKSVBbInIMAG1i/nYj2HsUxihbk3dAEAM/W5fuq7z3i8W88Xz52/f3n7z9Zt3b14fduGwzd0hazEEFmCy2wkx1I1drtsXL59UlR/G/nf/+sV4RCgVEVnn2rZ5/ebNfD733iPzudKbzM/e+wlBZ/gkj/fe/9Vf/tV//Yu/aJoGEGMQgIyckYtjzCX0/X632/bdYNia62trHxB3cor52+xuvvjqX8fx+PHHHy0Ws//zf/73+uJp3cwAypMnF4If326+u7m72W63qnp5US2Wi/XF8uJysVg2SAXKxGnOuYiUDEUUJ/CVFaSS9Qwqm4rv95h4ImYuIjnn6bnwGO1wJtEzc0wx50iMpyQ1ogdFlqhOM0lGhKIQ+2CdqatGZHz75ua3//r5YX+4uLxoWnt79/p+c//VN1+/fGlAnIprmlnla8MImC7Xa28FSgjj6Kxfreaz+RPrZiWWLDHqEGQ/pvvbzdd/9/f/62+H7t3bm3fvts75qqqdrUMYU947b+eLZgz65u03WhKRICkasdZlyLZ2lZ8tZpd9F29uNnebTTVC3SogTPtMKAoKKea72/urJ1et9/1mrCs/m89ms9nNzduu686h21M4Yc75u+++W7ULi7zf7xeL5cV6bV09DHEcogAeD70CXFyum2b20ctXf/0//tpX7v7uPo5jzvl4PBz2RyYLAJv7/Wq2sMZ743eb/e7QV1U9b5pnl+tFXdfWppDf3Ly+fPZsfXm5WM3Gccxj0BJ9U1eNOfa7m/v93eYgwPvDhp1jZ/NRhjCEFOu2WV+sfVNXja+bum6aqq6ddzFFkZJFFODy6tI3TTtvAU/JyWwMiY5jmHoGIprwdecinsiklMZxTClP0qEHpTAg4dk/8keWgPh7/kopZdIrguowjjlnBDyHiRszaSyBmQ1hzqnv++++++5f/uVf/v7v/75t2xfPX3700UfPn7+8vn5+cXFxBrlPFL2pF3rYaP3H4DeZDajGGM+0z3P3dSZZnD1NkyZz6u76vv/8888/++yz6bajvzeP4vy/eCBz6uND+AM96omQb62tqqrkfDweb25uNpvNxcXFfr8veSpRjGHDbIjMozbsbPnTn+4F/n8EzyOdQTwnBD0C4ESvoEfWs/9sPSfQOIy77T6nHWNgzpYERDSLFA1GjMlsLJ4opgAoE20HFAgzU7FG1UAgDZpKKSWVqUN+4JHqZNUC1VIKPWBRclYCMqZWJUTGqd/DQiEDSQHIRUOMKSUt2aASyJTOAOzQJarNKqNxDZBTNEjMyKCoRYpkAEFSRELCCb4yLUats77yzrmYwjT6+qAD+0GCCjyCpeqPjjemscz5iTIt/c+SzgfwEZ1tvnBGuk4RuCeIEU60VwAgJmW15mH++D6D8yE8hAwigU6ZaFPOOJxRTlPuy/f6Pf2wyyMkRA3DsNvu7m5uXeWK067rx3EAAgUhmgacNG0WE2REjjGpgpQSQ4opd4djluwav2yXh+3x/vYeVA/7/dCNTK6pZ8ZS28yddVqOKWRmA56mLaxldsYZZpxuSYanYcwjXyVNuJfpbWIm/f7Sf2qDzx5cQgZGVRAtDxFTYt1JhjhNzSbpQi6aUi5Fc87jGKWAMbZyzlrLPJFDBdEQ2FRSLqqCRJbJTgm/KgWRHrJQs0p+zyjX88luCC2hQzVagNSC+JJskaLZEngtRIhV1SAYVDZonl19zMSHQ7dcIBE0jfUVaMSptY+hjGNqam7qqqp833eHbX9zc7PbdSpAWNbLBQpN6O8coD9EYiQwjnyJupivXj5/NQwdUJYCYCgliXFkMoRUiu73Q3ccc0LxBtQRVc4yYAGQMeWcs4IglVxKKgUIQpYcdLnMiGott7MmBh2HzlqrCuM4IjIApVSYrUcEBGYsUmJOpSgzty0PY2Hkpmpm7QyxgEgJ6bC/HXY7Sm8cV7Xluuov1uVq5eZ1WLVl2WjjkqXA0EM5SN6J7J0fnMtVhczcdxL60u0jQWI0lTPFyxgO+93nEovn51LGYycZJaYdW9GcmRyykjHz5ZMGF0NeHI87Qn+xmmHuaNXWdm3JvX391bdf/VNdK2hj7dOqmiEthgAFFFky5Pt9F8shZRUxvuLWm0naN53Pztm6dmQ9WVNyAnDLxYXzr1Cc5fls8VHoqhfXx26/u7lNEod+n8ajJFEBjSmFMY2jjMMQhxwGJnTWemtsCLLZdEUCgAd0MYaUUE6kVWt9U7fzqmnQhQIooDGJZli2zswrA1pyL5rHMJDxQFwUc1ckmxxNGPvNZn/YDsvFytf1EMaUC+kokBGo8nU7m3exg6JssHYWspQxQ9Kx70tIZKigTBq5GNMwJEMOdJILWFcb11rGYkBYihHlopgUVMNu7G57I5UDyAW8NoQ5IZCxqYRckjdY2VKZZKtSeSGjeSg5T0wgIjI5+WNniiOqHMB6HPNuvw+J0KpyAN+vl3VTLWyxXDTJRsEYIkajlNkIGg1p3O8Ou91+HBKRreuZLFbeW0M1U23YgyZCz2yNMd6DqdA4NF5MAuN4EsejAiGyJZ4CN4ksG2ts3TRkbDubGeeNtW07295v797d9MduHHspqeSS77dFDDM4b/e7476e3d/v7m739zd9f8xh1JIYdWIqB9DCFpdt/dHPLl99/OzyciEa7+6Tr1K3L2FUw6wAzruU0hhCmQB8D7msSMhEdooaF5kkUoioIs+fPf/1r3/dtG3JJaXERgkzQhrHtNnd3N2/22034xiJbMrJWU/IxhjVAiDW0es3X97evQbIv/u3jhj3x62r3OF4142LImm/3+z32747ZinOufl89vT68unV1aJtrUeAxIaQGESIVA2RMbkU0ZxSRmBEfmzFn6rMM3IjpTRN/afnxWN23wcJY+ch+yNd6LkUeDAqEjEZOMlAcAKEqerhsA8Rpwg7AB2G3jI6V1WVc8YwAYBoQRAtKXpr2tqDxKG7j2Goq8ZaZeLGzroQkZ/85X/9y67b393fHb/5rqrdbLaYz+d3d7cxDGzMar26vFqiKfv93dAfiuYxDbHEIYyGlE3OUoz389XqybM0jjCOQURDiCml7XanoE3dXl4+IaSu6+nBPM9sl4uVMTaEeHrsqjrn23bmnHvx5HrRgHbXfAAAIABJREFUtIfDMYR4d3dX1TNQ8K7aHY8xJFHojoOzfrvZffPNN01T7/f77XY3jmPf95MxhYgqX3322a+eXT+/3+2+fvPmZnOfS26aZr1ceqLGVyoSc5nPF9aasT+E0OUUPJCvTD1zApE91q1PBYkphPD23Zvt/f1msxnD+PbmXYyRkcM4ppivn10vV0vrbMwRCAFRBJrZzHiPjIBQRJiZEbCoyANZSE8RBXiS//AkpXxIejobw/D8ncQTI0T/vfX+j8FXHp/ABqcE8Enph48BktP4e5If55yySk4p52Ktm88XFxeX19dPX7169bOf/WyxWM1mC+/9pAV9qEXh0ebqvBh/L4z8cVniH+pmJwnrA54Qcs7nevdspn0QSyMiGGvmdv706VNEvLu7O8Mqfxox+B51c36npiAxY7ikNEXD//BIImJKabfbHfb74/G43W6HYajreronPA6/ewxTIeKpOAaUh4NCeNpN0ONDdA5k+Pe/+Q+/aNrVvudwTnfg9yjWM7X+MYXx9A6i/hiGUv+4ztSAQIx5GEIMI8LIlL0BAoSiUiBRJkJjRECRge1DxKIUVSAVJHWW0FJmzSXnlCVnfGDZTnGsAEI4sSHKiX1EnLICsLEKYBANQC5ZREVIAYooZNU8VftZVTKUpFKkKGCkCpZPLsDUVbtCUykyIBMRKIqoSEEo7xdqCI+34RNV9QPF/+8/uf9gqN33WUofbJ/fR4frGfpzXvk+SLk/oO7SY5qtvs+UlBM1myf19bk7Pc0M8HH84mnvfxILfD/Bc/rWMIy7zfbm3bunz66TTdvNbgxDkYwIvpo6IDsJnhHAWZ9CMmzAeS0QQ4ohDGEc4jgO4ziG/jiknPquy7GgkjWeGJuqtc460xmMCIaItSAhsrFMp+uVEacZ+MMDGM9X8rTjnP5cv68p1+8jjCefnqqCnmUSYJilaC5lkkmD6gSwLVlEJvJrmaAvzjlnLRFON/HJWiwFJnXAZPCFM6P8JNEX1fLwS99HwJ+EEow4iRLRUIXgJRsRS1A521au8k6dqbWAomXbLGcvVLXbv3YmKYZcQu5TiH2KmZBEyhjSYl7NZ85Zs9ncbW4P+8NOoeSsh31XGS9SUInRScb+GJnROrbOjyEsrhd/8qs/PRx399t39/u3qpjzmFNZL9dkuOS433XjGJitZExRCKWqKqCS0piziGQqhY0U0dPoRjSXPIa+ihWz9d4QQQixbQARRLWq64m2XNV1kUlnSymnolIKGGO9dyKjM81yfrVaXOXcD/1ABkGG7nh/vPvOKM1b/+pl3VTNasHeDpUNs1pmDXhXiEbVo8KReAA+Kg0K4FyVI4HAcZM0B4PGMFmDYQzd4TWrc7MaII0phkNQ7lGgz5G4st7WjZ09XRhaukO93eywqtfLjwyOltpFu17OFiLj5//2D+lQ2maxmD9DxZh0jNF6MqBFc98PWYpgZdjN5245t8dDj6DIMF1TzjlXmawaorCzlxfPL5/8Se3XTJ7QWGsvLy/G4VV3/LKkfjikPDKwokFrDJMBVWebPpX9Lq4WM+crazgnyTkXjcZWBXwshywqWYqod85Xdd22trKFWBOrZAREMnVdkdaMMgwppZJyfzwmGx2zGYY0ay/aZrW5fdt1u0OXXr5YWE/92OXUOcrOiAIyG2udkShgChRrCAEzq2YoqaQhAqmpna18ySXGHGNOVgiByFZ1XTXEXtMYSNUSMVsWI6NmzOM+hUOsqI7GJBULFaMYg8bFISqU5A16o94kgeKcsuGcS04gCqJE6FOqt1sMhlNlMWPXx81uVKiZKWm/PX47W2mzMqZIPKThWCpuQFFUABNZYosJUtdv3r57J4WWiwvr7HQHpknwxGTAWMtsyFisarYNstEsGVCsIwKWVKQUIjDGWDZIyMzeucpXZC1aM+UeGGuunlxYY0qKJSUtJefQd91uV8bIq9XcmLDRI5Tbvgv77bjbRMkIaqbxEyiIZsBiPc+W5tUnl7/6k4+M1X44ROGLJzaMVJKZ+hViVoQioimdnjJMSChZASBizCWrqM9ZQaVIivHYHXPJU9h6Ltk4ApBSYsrH29s3r99+PQ5D34/jED//t38tWRGwbVvVQiTzRbPd3e1398S6/WIzjP3V1RWQsFV2Keb09t2bd29fjylY56rKGcvGoGgK8Si5GHCGK0ZHwMRMZMgYSBKTiijC1KXSuWc7e3LOG4bzM3hazZyFXuePOWc8eQI/sP+dPDP4gFUERcNctEyBpW3brtfrt2+r/eFd2Y2zmTeGnbeqBUiJgQmYlCZ7eU45BlABlZz6wz6XrACmXSyRiSwYj13YFk0vX7z86KNXn3/x+Waz91VV1c16fdH3QynZV9VyvX7+4lnVmjdvzbt3ebMdJCgijTEYAjRVU8p8vpovr+p29c1XN3e3O1Bom1nK6e7ufraYXV5ePXvx/M2bN5vtvfcVM0vRGJKvamK+u7+HcioznPOz2Xy5XDy/vr5crVTxX/7lt19//S3ujsMwAmAMUURFoTv2zPTmzZu//du/m8/blNLt7V3f9yGEkkWKOOtePH/5p3/yX169+vj1u3dgHTD1Q391dXW1XEPKng0AIFuqTJIyDP3huNMcXdOS0QLpfndX1PvKShRAHYbu66++POz3h92+SLm5vbm9uZFcrHHLxfLjV69mixYZH/RjKALWOiTKmh8bzAiA6CFDOJe2bZnt1FAQcc5yrjHOXcT77oKQ6KSy+34Ppw9hCe/5Ao8B8BOk81E832m0QIQAbIyZZHBnydJ0cj5s51hVYkxSspTCzMvl6uXLj/p+ePbs+sWL50+ePDHGG2OnAJgHevx0jUxmww/Flj8kfz7uDH8Kufk+NvCh3zvnVJ+hGKdGDuRUf6Iaw95VT54+YaYpkuEDJudPyOIQHrmrpt3J+eA83AHwca7gFK9ye3t7f3d3PB4ndfG0YDwluzyuz8/0DVREPbNUER7rNT+s7/EP40n1Azzko59IP85gxe+nuj/y/uF/zIoREdHAmFKSrIhclVIkK6gaYgRUoJwRiS3aVJKoIOepJxctJU+1cWLOZAmsTgNCUGGashSK5Sn7J58bj1KACK3VAiSiYwhECqglpyIas4xZp7QLJKNoEFjFakmSSXIUgZw1HrvZddMsni4vnznfAlpRkKIISvg+q3vS5D9w/En1FM445cn84Kz6D8Hm4I8f6B/B9f57tNGnl6l6uroei7m/53P7g269D69hlAw56ziE/X7/5MnTnFJ37HaH7TAOpaTpRzGTKjCz9369WHvvK+fb9aUxFgDGYRjDmDT/6pe/+uyzz37+8WfOVcfu8N13X+/29zc3KeQelJtmfrlWUCfKddXEKBkABFIIKQQtGWAioPAUtzhdmQ96TkLkn74jnJLZp/FzVVXGWEunZBvDQAQp5ZyTt9ZbCyAKBQmstYxk2HjvDXEoOcRRSgF5n6k4aT4n16GI5FKylGlGzMw5l4c814knKKd7oAgxICChwUm/SGhtZdiVTEjOGjBOnz17aly2XHVdJxZq0xz3MPT9N1/fdf1t1iNxKJpUBVHq2hpjm1YRIaXca388Dt1hJJaLSxo7GXrd7Lanvl7AkPW26vsuJfFiVMHb5mJ19eTqmr6m1zff7vd9GIOINtVMlfo+HA59TtI0NoSYcwkhNs01AIaQhj4QFV8RADpLde0Qhagw5K67l1LKQq1p+35482ZjuFov18+ePY0xGyYAHcb+2B32h31KkQzNZvPpOaQKOZfK+uXi+Wef/tndzTfffv3doq4+/mj90SX/0//9bey79RL++v/5zaefLGZtsQygfUodQFQZYg4Z+sXa/cw/vd3c3tz0r/fh41eNoUVlF/f7+xKKwVy10Pew3UJThau1rNZ23+0ZxNZ216eUimJRloVb+qba5zAeXh/e5ZjUu+u2WZRMh8P+8PaG7PNmBR99cv27f/183Tx79cnP//kf/+F43BGXujUVuNpUV1efhhiP/di086srM59nkdfdsev7XkVECxsIIbGpF/PL6xd/9vzFn189/S/GPNsf4N3tl308Nov4/FXzu89jzonAVnYFMArnZ8+eNnV/2OXPPv2L7W3+7W/fbu4Pxkg1r3MOdVutZqssHQarkQQKIRg7pclIlrA/DGPaDjEggDXWsgfQYTjs98MYehUGrFSrlCRG3G6Gv/pvf/bnv/nL2zf/k/HWew8Mirlo2nd9Y5VrHkOMm12U8uTFVQHfj9sShjImjdDaGTCWXHIJWiSMIZeoYCvfZEFUdWxW6wsyJaRjCuKc8b52PMNMMmIfU+qBwFFGI5CldPvgFF1rUHUKZDAABgtDUMgGHUMd+n0IRZRSRkczbq76fb8bQwm7OH43DJEs/emfP/eNZujf3X/l2rFqRqOujKiZmXMIYw43xmJDdWUbV1VAmAuslk9evfr46snT/Xaz2d8x7eftsjFzsujbYlxSHIyfGWsUNBcoCmS0beoSSxoC5MJkvbdExlhrrF0sFtvj8dAPN3cbZJrNZ8xUeX95dckIpAhS3nyXwyiIvqlXxuA4htdv3h33KQ5aMhCQKo0xgUREYVakopD78a4fb/qhGfe9QCGbnr1cakIWE0IQ1X7o7zf3xhhQyFImVzYSnlDPp/EgxBSIiInrpvaVZyZVQURrTVWZkGKKQ9bQ9dv9/q5tm3G7//yLL/7xH/7p/n5filxeXChkZnl6fVE3nlljGPuhTyne3H67XCy/+nr5t39fVXUtqHf3b4qKr2tf2Tdvvtnc36rganG5XlzWtmmbZdss2npW13NnK4koCohUVVVOOu2Ozlq46XkxlYDTMiSXcrJFPEjx6OSPhEd4CdFpbAenMR8RM59WnogGgEAZAE/R3IREXPlmsVheXV3FvD8cj0U5SwKG5Xoh2eQcDsftrJl5a3PqU+gR5frp5e9++8/v3r5eLVd1VTPZ29uvo0rWVDQrZa5osZrFGNeX62cvr3fb3W6/ubi44El77/y0H1gsFgDPcg5ffvUlM1dVDTg9e7CdzT/99LPF4urdu7uhg3GQ9Xr16mevcsl/8zd/s1gsPvn0kydPr/7u//5diNF6R6Q5l/v7TVVXdV0/e/a874dxGAEgxRzGKDPYbDZQ8vX189VqtdsdXn/39ngc+n7UrNZaUYghDn3Y7/dffvFV01aTYvlx7bFYrP77f/8fr17+LIX8u999PtHFX3708tOPP75arMf98fbtzW63A8Su64NG66xCSSmgabv+2H/1xbu3u8vrj2fLp2MCW92loN98/VUYRxVtmjqGiIqL1cqwqeuGLQtoKjnlBAjT69GUc0kAOhnBtEzZI8Zac39/f3d3F2Oy1rXNfMLVTj69c/PwATLgAz3k9wutP6qG1EeFngAgM58plGex2LToU5WUUoxhHAMTWGO893VdN03TNM18Pm/b1hguWVQyoSFCBEZ8WGehQVSZAIa/V1b67w/yFimT4vQcnv5BXDsiMhkFeci1l5SC9/biYg2As9nsJ/Yo+KNx7c65M4Z3Stf84K/mnCeCy+TR3e/3x+PxHL4yfbFkAfkg9GIazRdGIgKBUwQ0AQiKnrqJn8jF+AONwIeczzPdczJhIvAP/lH6z9dz2rlvLxeXL7yRnI4qgUAMMQFJoZynaASLOcokTXNMhKKl5AJAhi0iZ8nD2CkJoBAIgKpk1cTGEkqKfYxJik4aOABFLgpSpKSCbDOxRTRPnz5rF5dYLUWwKIg+RK6XLClKCiVGVRXBAuaXf/qXLz/5VdWsBZ1MASul8AROVHjAhE3KUsaH3fEH67j3RCb9ob8Of6j9+GB9DB+u5n6qyZr0nATwkBNy2kHpw54WHl+EH2z8T9/5gKFBIj3PHfGRQfQh+nGaIE2jikezGjxzRxH1RBMtkmLq+3EKMIg2MlnGKFBSzqrKzCqKkGKIaUzMDIBt03rvmY2KZMmC5e2bNyB43ByaZkYEIQ6Vr68unygu14uLxWLhfVXVi1LIUNUPaexDGOMw9sPQKRSEAnpS40waBmMYEB5NZKWUPHVR8mjHNz2cS5GUMlKqqpoIFWAKbJnicRDJGGMsGcuT9VEEADXGUEqx1rEx0xNOH26viFP84/v1+1Qx6JTEQIbYIKb3ZB88EUThwZtIhA/spckADQRk2SIRsgDZi9UVUiw53b49VhUummY1f/nkgis//+ff/u/NthvHiFQAlRCLYSUkllI0xgwSco7G4mLVlCh5hjkwEQ5d2O/63W4EsFXVetekHI+HIJLfvbn/8vOvX7x8QWiYbBiPISTDZhjGcYx9N0wjwzAOhCCFpvAl0dwd+3EIzlPDFTOwUUQRFZWxaAljEemZ9t4BMT55svr5zz/75S9+/fzZqy+++LLvhqpqSinWRu+qEAIoTKGFCKBA1nprZ0QL0HYxe/7Zqz9tLMfjeBj3v/nV89bz1UX99FKbKjQ13t7cpxra9gW3HsmkbhxCL6pN0y7KWoqyhG++7EpUKIswrLXQYUcCOUanSsY2Q8jfvX1z6PrZYtbO22M6DOOYsrRNzd4l1e6wT91YpGSxQ9gfui1bozTuhzff3e1LyvWCbGu6MLy7385Wa2Xp+w1bVzWL+XzdtBfOqbVlvb6cr4qxdwK7bjz0XSeSrCXnWJVCRAFCXRq+ZFoMQwxxRNMtLuIw3B+Hb12zhyGoQBxllBhcTyjz+exytQDR3XZ/f3t/PPYidVUrEjRN++TJcncYgZ2pGlsV1VykxBiOnRYZRUtMoRRoaqtASRNLKHmSS2ciNKyMeDzGw754txiH8t23b3PJT68vmJdsRoEAEIkzMROSYVMEhiF2x97V4K0TzUVQinaHWIICQLtwBUsIcQg6W7Sr1RNVGvsupz7ETKIxs6jPxeToLFlJmoOUQJVr3Lq63w5RxxTD8TDOXN0uG8OJaWDqmd1UkgOkFDgcqjJGFGPI5yyxr/aK9zch9mMJaexHtri+aqrqwthhkKPg8O7uzTgeHXEFdcNLZyzAkCBnwXA0JjTLxfMnT6+b5jliRbba7g+73X1KgQhj2WVaOmd3w7dcjeunDfAEWOYQMRch1tmsKrEMKrEv1pqmrphsUQghDsO42x33fS8ornKp5PvNxjtniJqmcmxKjN6y9wapQWRrvTVVvwyVVRW2pur2427bgRZmMgaB4nzRXly2T5/Pr1+ugXO/3xtrqto9vb4Oh3zYxlQSiFpnFqvFfDZzzuVcYk4xxmEYuqETkYnXwkSb7Z6IVsvlzz7+5dPrp77yAjKlEccUREIuYbN7BxiX68YaUzdsrNxt3tzebonMfGGNBYFyHLSAc44BFE0yKK6iJN12P5jB+Kpm69hCyTKO/WZzczzsCalk8e7rxs9q2xjjna1nzeL66cury+fet1Xd+qoWURVSOUczv4e1DMMwPdOnMvRE034gvJ/1ig9WDkDkB5GNAAi8V1YRKKsiABkiAAxjZEZrjDEUwrjdbg6HQ0ox5/T/8vZmT3Kk15XnvffbfIk1FyBRIFALq0gWSanH1D02psf522fptml1tyhKJXGtBUsmkEtEuIcv33bvPHhkIIEqsmmSZsLyIS0TiHTz8Ai/yzm/s912l5evtF6A4GJ2WhZzhhDToIiV1TQSSM7Jl4Vazi1Ir5RyDmI3puj3Q3+32zRdm4HPzs/A+NWyuq0twIwTX19fte0+eP/i5SvScHt3IzwCxKbd9t1grVXKIBljXV3P1+sTY2yMaRjG+Xz+8cflycnJZ599GmP89Uf/yMJd1z9G9ej8cYrcDvth6EVYa1MU5XK1vrh4/PbN29evX2+329OTk6Ksh8FryFbB5s6MY4+IRVEAKlLGjzExG6PPTk+NNVpTztkaW5bFfr/PShttOLE1brVan509QtTb7eb168shjvVytlwsnLGcs/fBGLdenSirE6aBx25sxrFpcxjGIflrydR1eR6CgCitgx8h07OnT3yInLMwDv0oLKv5YqLe55xD8DGGzPlD7xzR/WXCDJAgM/MwDN2+DzEKs9YqZ3mQeI5HpgC8Ey4y84T0hPv7+59Me3voMcOpZHs4oD/4nViEc86TDk3fkwgOkk5lJjqgH31MMeeklCqsscZqrUP0Wpv1+mQqbKa2jkjdJ3WxyISylQeBE3Lkifzp9kX+EmHnJJebDIHHkcqRRfledX1/JkMMExtuSpA+rls/KJjle2jQh09F7z+mZdrkGDyyHh4ezIcx8QdTlL7/UqyUiOJ7FdwR8UgHy9ShoPuBjg/f6S3xey3rPeFzsuohHZ/jGAN4r/6jKf4a6cFaCI8RqX+mMz96/uQv6s9ZRDTYOdq5KtauIh0rzl44K0QSRUwSJTOyoGBkYFJg56W2WjjnzFqbup4hUNM0m5cvEACBCTJyBkkE2ha1IQGh4LvgY0pMBAKQMgNCYggJlMnGsnP6R08//viLX1aPPs1JIktMwlOpneKh34sRRAAIyXz8xZc/+uSnZOqQJYkQ3UN7QOBdUyAPG+xjXMlRc/yBnlPeD7z8nuIZ/md75+8DZI/rXwRBEJwUhQj4fs4HfkCV/eDSmUQCD1IW36F6DgLgD0Sn7xSc+P3/dYycEJachLMopaxxzkVnnXDWShOFA5CKmTNzyvuwz4lzzju7s8YqpQkJlICSru0vX16VxW+rsp7N6npW+rEvXFHNFovZcj6bF1VZ15IzCauqC61uG2mDH/zYg2ThxJxz1oiHkFStJ7/ntOuf1phTKpR6IIE9OCuYOcZ4r52YYjuASFlr73nc6P2YUqzrerlcDMNorbvnBdO7N+Ck1NIKgEEgM5MCUiByBBBMnzV6inC5b/aP4O57CQMKEpACnILlgSQzAjprgECABJQ2VYi4b8brN918VsjT6nT1bLWeV9Xs+uZq6FsZE6kEyCiQoxYSVgcGUQYhjUorTUaSOFOVdp4iX17ebbf90HkiM5uFsqqQdOw5+nj95u636g+E2rMn1JwP+Vp933Nm7wMhEEpKHtGJSAhxHPuU0zCM3gdUlhmJccq3mFKXQSRlEB9b2XtDhObJxdnnP/78008/Xy7Wr169BdBEJicEVsaUMUpmTvGQiEiKjCm1rgSqGNy8fvT5J6XD/ObFt92b68+eP3p6sThZ66Z9GcYmurLrt0gzRsHCMpBvUzcMCUSXlXPrk1VtJf+X33y1u+0MVcbMSPG2HZa92NI6t6zq9eDx+vYNkpqt5q4sraspAIqsVqe2MjH2bd9TGq0RDHkMbbPfnpycG4dZjTe7LQqykXJuunb/7avvPvnk2cKsmaIpKlesq/qxc2ttjHNYljOBbTfe+qTGCP0YM4dSlDIaySavfZShp2Ggrkub3TZwD3pEvR/zi2b8nSm3fghtE6PPAYPnwY/hycXsZL1+/aJ7++b6zdVbEUFKRcmu1MbKbGYGj0LGUa10GP3oQwpjjCn6ERggZ0AhRy6mFEMgjgpJGGIUZ9FZg6JzGsbBl4W9ub7ebRuW8aOnJ4ule/nqtz70CN4VqBEF0DkXGHOGzV0zW5rZTCEpJEjCw36IXozSy1VFKoXEnJNWbjZbWlNu8W63DV0/MkjkLJEwKyMKlaIoOaGwckVp7GI/gM0wCgztULI2dqlN0jGo5AEMM6XM3o/j3vi2Es+IFlWJOfnOxH26vfZpTJglBTNfuapYKTVDZFKarO6GbrfbOYKFW5zN5GR5RkpEDyEnP7BIIejOz764ePL05qa7ub3dbq9zagG80pxgl3VrjbrZfRNlsJX0PmBGEZWyAlTGkitMFB6ImTMhGK21MsMY/Oj7fmjbru2HalEYa421IcWUgkZcz2dIDMhFoZdQxrwAlCkzerVewpy0Kqpq+fbyLiVWKjpni1Jn6M/P58+en3/86WNtpO/bfuhttoq0Us464wrcd3tFWJbF2dnJ48cXi8UipdR23a7Z3dzchI33flRGudJZbXbNDhmtM1988fmTpxeutBO4kghyDiwhpv729jLmzhXEHI2FslbW4XxRuKKcLWxVa6UBMAGNGagsrBDnLOVMcYqZI4oJMWtwrijzIMPot9vx4BrQlhAV6tKUIXKO4mz98bPPn/1ot1icnZ49XsKpUlmhRVBTvN6xxIwx3tzc9H2fUqrr2hhjrFXvP47yziPfTyk9+b/xQHyeVP94b60/ToqnaZ9SROM43m1ur2/eDmMT4tiPO8DXStXOFVopVxSaNEvIgkY7rREhD307q60zq93uTqkRMDJ0IiHnruvurl5ftt2w225PP6pUkZzDws1TlMvLN+M4BB/7fh/DeHX5mtk7RyxhHKNSBoW0stY4a521ruv7cWivrq4A3Gq5qsrKaIugTk/Orm+uu/2glXl0/phIX11f3aPazHK1PFmfLBfr7aZlhv1+OD+3dT333iNiSv7m5s2+CzlHa01R1rOZEJqmbUnr58+fG6NTjtvdpq6rqiqHvldEirRS6Z4KFsb93du3196HMYzKUvBj2zSB+m7Xz6v58nRRzqpEaTdsv33VK6WQoOs6SINWRVWdKK1z5owy7DuN5tGjs+BjCCFFLpwTgboocpIYkvej937ykh0lUvdpvyTCDEJAwuCjDz70/RBjTHHq6A4Z0w9rvfu08ElJCPemJJ5EmO+agA+rbnn/C+49IPDBXuqeNSAMIiLaaGvNodpBApjirPMwjIAwyRiLojDayOSpkokfe2gbSGtFSil9X+7RVEQdsP7vuBLvwyTv9wEPfn4shh9GSvypxDl56I89tmT3Ck95+AzTEN86w1nuHYZ/Evv5kDt43N4fvDkP/u5R6nn08d4rP/H9lhsfQDWUOiBbDrpQIGGZliYPeSoPT8N9SNhRrPnhVhThh9Wxk4YT39sSTdfOhMf/MG8d37m9fjhz4d+y32Nzddv9/uVNWRCnPifPOeH0eQhaxLAQM0TJpNEV5syZypaCAhp0NavOLhBp61+9uv7tBPVXwCTZKqmsPn+0XlS2crWmW+RdOw62RED4tY6KAAAgAElEQVTJCUSAGAyAJCClC139/Ce//Ku//d+Lp1/K1GFOVHwkYAGOwFkmJWBmiOzma3KzmNDHLEhVpRiAJANn4AQgSIeUkWMywyGRw5hpL5xSFvn/LvoQvxe+eS8NvnfW/cmr/F2/dp/K8UPMmD+zXf6BDvB7s5mcIaestV7MFgQ6J+YpAJBFKV2SOngeSERNzSFzPhT7IJhTZpi4Prlv9jFwjJwTG22KoiDFZ+erT378o5SyVoYUWa2ZKWU0yk7RtrvdNqUIEr3vOYEuXIwBEYw191ZEYU5Hny4h/WAaJmeJMU39nlIK0aSUj9BtIgUA33zzzXbbzGb18+fPU8wgcHZ25pybWGRa69msNloj4JSxwQkyR4CMBCggwPfj4cNm7/6drN4/qZyBzeT8oGlmLMIoAlpjVZkkiYWY1W7X3N3e3Vzf7W6jIw2pLO0yBby+akqzOlv/aN+XgiNIypK7rksQxUJRlIUzzphsdfBjGHtn7OOL9fNnn11fbbpuJA1Kw+iHm9u7R9qu1uvz84s3b1+Pvn9zdWvtd2iiH6MxhVYGQKZ+D0Wc09aQAFaViyF3nW/aZhqb5SR+iI3qEYEhieS6ruraFM6BRD+mZuwIwNnFybIs3Lzv4u31q30TOGnJtmnCMEQkAnYHxk7WCIiiAFHEARTOLKrCkZqdz5zap654bThAbNhD316NYwp5vlif1PUiCafohVUXfNMnUrrQ874pDc1mVaHgdt/s+31Aanf7XdNdP3oqP/v5xc//+peL9Xyzve3Gq8W6Am1DBGPmVekqUs8++mwI+9dXO2LjNJcuoWhjCACsrRbLx4HT7fZlv9/5YSwWth/bm81VvSlXy9XFRz/uujHGyvvKFQtXuJji5dX1dvjdEP9gNWnrXDUDSZMy2ro6i8neNPvhbrtldbNptp53UW6v7/5l374a+zs0YdMMr79Onzx7VMxsBn15NUrcQHZ+KCQBJEjMMcYYBtJq6Juuqzlno7UyZWYOIzQbJgKVATIITv0ecLRhlKEHp1GhjH1qN2BPbF3MYiBrklb+6uo7YSnr4osvnl98VMzm9vLtkIYOIVdVAYF9jPVsrVENwd/eNjEpAsthiF1OnRiF9aIorCOAwlXVbKFtT6jGIZ6fP1NKx+C9b7b7fTMMmPl0PlcLB4qtKKUMCA7Rd+POpwBa6aJMXQe6dtU5OdGJwMPgmSUThnYn+8ZBXGFUY+DAIqIDMLOHbLRSisDqsioLraq28bWharGyMxPi3dg3eYTEwiDWGUQOnIZxH5Iwx6ubF9quySxuNm+/e/XdZnt9eloUhYAWVrJpeh/83fbtrrkd4zBfrq1dKkW2rEjXYnJMvmm3m82GfbbKlK4kTMMYhsEjolKoFBCpoihXq2VdV9F73/dN03AMKLxYzc+Kx0Cr/b65ubnZbhprCuOcNVTVdrGsun6udD+ry9mszOCWq6KsnLV2s72+vHzd9b2IEm6Cj8RnZTkjjSJirK7r6uzs5PTsLOU077qqLolAKRqGYT6fPXnypK5qbTTn9KNnT7/8xZcXF4+N0VOxSkjaFu1+1/XNtrnetdcpD4Vz+64T8M8+vqjKuqzK65u3s5mrFy6EzoeeswcNY9cM/SgYC0vWktKgjdaWBbxABEgCsmu2KaSPnz9fLOZVUZXG9d3Y7kc/9JvdFSncbLcC4opysSiAIR3CtA556wDQ9/1XX3319ddfbzabuq6nW8gUXDTpwY4tnzFmksMt5qu6nmujjNHWamNIaa2UNsZYfQi5ncqtxaKanCBEh/p1s7nphlvAUekEkAC5qm0W3/cbu9BaW4IUe48SjYbgO2fFlLrvYtPcdWM3DCMoxaAWC7vZ2rbb393edCmZOpGm+WyuyIHA9fXtvukU6RTzbtMoLXe3XUiDMWhNVVWLup75wM2uubq6YlZd66+vNyglgkspfvfdC631drsDgNXq5Msvf3n15nIM8UKhc2Xfd0h4fn6mtP7nf/6Xq6vLm5vbSX1XFOXjxxeOxjQ219e3wxDGMfV9WJ/UF48f/eynv/j6m2+2ze7k5OTi4jFL/vU//n1OaegH731K026Ngo/Xb2/++3/7+zhmzvDJJ5/cNXfb9u4f//EfH589OlueFuQenzy+uHj6+KPHb7dvb7+5e/Hixe3tlR87JTAvl+vV6UdPPxuj2uyapo82awOKlMophxC9j4SKSLWIKQlnJsRJwmeM0fe9hAJEQMkCzEpB4Vw/+L7r37y5DjFM4dLTiJlIH3uSQ7ePKsN7heJ7NdW7rZ78qw1B980JsCStQeuD7ShGP46j914r8t7P5rOicCIyOVwOV74yxuhJ36hIa22I1BRSNZEyAPSDoKn/eSL5X/6Yks+OEJQjSvThSi1zJkKt9SSxnngQExLih4Sj9OeVr9NbGEBSikPf55Sappnsl+p+k/9eC/o+oWNagR4iBx84JN9z6v07twAPr4ljxMu70HZ4z8j3b1HX/sX9XlbFzsObXbCd5DTkNHJOkCdwukUUFpWyJGDSVJSklyYV7qBLhPLErThzx8V20ASAklGYmAsluSCAqihmYApgRCYlelY7pWla1CWGlDEmIOWqYrGanS5mZ1SdiiADgiggAkQSAMnIGTkBTHp7YO0y6gxTlDqK4LR6zxLVZNXF42L0KPyQ+0keZM7M79BM71pqlA/smX9mR39Y5n74z/ChUfMDpsgh3lXe3yge27/78I0PRgVyDO68b/mPMesfhF3+WTPuu8MWEAI8Oz3/+c9/sd1skHAY+r1MUwhChBDidH7UlLJDKuc0pZ2jHEakWmuBQz7hZHMGAhEJIcQ0WEdDPwozAgIjEaJSiGSVLWyxms/2zeJ0NXt0Pr+9fdTtx+hh9GMI4V6kcwheJ0XCfDh/8m6neXy3HC0ciGitc66cxnvqQEzGEOLl5eu3b2+CT3jItqT9fv/m6s0ffv/7zeY2p1A4aw09fnw+X1TOWTwkMTEST2O0abpGRAgkQiAEoAQQeDL345QBCcCAGZGJhIgBAJgUKWPIOsDEDJiS2t7tL1/eXV/vUJzVC6PnMUDXddtN98nHP/XxyeWbb65vXuY8lgbDyEjazPRsXgOnYdjHcRBO2gKpHLjf95vBN7agJ09Ot5ux24fNdhz9TVGsvvji0ydPPtrsbm9ur7ebfYIu4kAKAWjKdTxGqCkySmtSQoq1hhD6KTPGuQIJOQEgoDJGF4SOIBOKIlIkDAhiUZxW9XLxaFadjN2u7zh4Iqg52hQTEkhWIMKch27IOSOyUlprYIDMhFIUyjl0Bc5KqmqFJkcI/mTpdFm4WWWrBSo75tD5sSrm8/XpGOPbN3988eLVOKb5TKrKa1Psh+aP31wbSwmHJP6bS6B6KNZDppPMSypDFBw8mh6GTkkqrS0xlOizjovSLbXeIW2MMcHnzW2/WhpSFQrvbm+7fg+oEGWKgr98+1akuDh/PAxtik5rANUZ2zP6MV1HuYnqNiaKKYeUOAuK6CBKKx9z27dlf7uKG1Cntkht29xsX95tr0A6V5JVzpUjqWgtV7PSELa7m3bXfjOos9UndblczAfvh9IQIbW78a5sq7IOyQNF0jGk2O7SuMeydCAYc84ScxQSGDVz1pDL7B0iQBJij0zJw+Zud3M9tm0+OavKkopKGbfdjz4wkuqqklAsM0mebmLkfWz3fY4RhDSp+cnpXvbbtiU0B7gYAwho0lVVL5aPzx8/Pzt9vG/azbZNsRtziogxZNr3IFIpU6B2oDFTCuADhqxZFRE0KIdqBmptrC3rSmCB4BF8DN1+D7uN2d2kcSSfJDKQJgEWzlorFMScU8o5Je9j0/RYABbIoyhti7Ie4pBi6vphGLx1RtD6mIwrirLu+/R28+22bfteill+VM/qGkVCirHzKQX2wYfMSYSRQXHGMcQ89NtMHegOBHw3xhBmxcxaLZJ9yMMwTvHck17dOVuWZVGUzDyb1aerZRx6SUmB1GUpWPdB9n0fcxtyW1QoKFmA1GJ9OtPG3Ly9I4VaIycO3nf73o8pZ6Woqsp66DkEVqiRKqCD7Mo6U5aFK5x1hj0ToVJorbFWp0REaK2p6nI2rzjn2ayez2dKU8rRGCOZp9BFkUiKtQGBGGKvdVZaluv5T376WWbOOQktmX3mcbaw0vZt28V9F1MESs3+lpZVqUskSAw5JkIbYgoxCmNMIeXQDU1dWwC9a1s/hBAzgGIJMQ39oEc/cM5KkQjmA1Xr8FBKpZS+++67v/u7v/v222+LokCi49T/KOqZbpfOuaqqFovF+dmT1epMa9JaaUPGkNJKa2ONtba0pjDGilBVlp9+8nw+r4rSIMFqtXzy5OLRo7NXl9td2zGP9eyR0pDZI2Zt0FjM7JPvOUWUmJIn4pxDSG3X3V1evbjZXIcUtSlQudGDCNSlu7nbmjk5R5w5+D2CrypLCDEG0PT48aOqKt6+vQQZrHLr9aIsK0QlgsAYY7y+vs6ZUgAAaZomeKyr+rtvX3b9/ubu5uLJxWq1cq6oqtlsNu/HoarqKYSjbbtds3v16rX3ftoTnp8/+vjjTz755JOby99998fr7fau70LKQOSGvmv0rq7nz5796Ck/tYXdbjftfldXFQDs9/vdbhdCzJkPYDnoXr58kQMq0glTgigCd3e35+uzs7Pzz5//uC7mxtjNprm927TtnkjFlMbRz8pKaSMC200zRt0F6EMWMCwTEHUaQzAppQgBCSEhwsTanziXU800Dd0nSDsBEFOO2fdj2+43m43WWil9TwF/VzFNKqHDdZUJ8rQTlns51bT1Y3wvKPt9WCLeM38QPozKEkaQKbwbjtUggsjEU82z2cw5O+mTc87GmLquDyZbAOZJFwpKGSJRSokgHoAuE9J82unBcaF9KFXv8zHx32NhNLFDp2i7KaDiOH+ZRgbTjH6Ky7tvod+pW6fa7GFQysME6YffHJMkRGQcx3Ec2ra5vbkpnFuvV13X5ZwmBszUdh4pTcdN4/TXD2wYAURSSOpB3jkhybSImWrve82XIE4ps8cX+YdQjvin4jcmje5Bh3YvRJ02ae9JUu9/OakJjqKzP5ML8K/jtQCAztoNWTUeVOScmBNPhHkCUWoCHGFizACo0AGsklVcJE4gosVFXYccumT65BQASgZGTJyJFaJIYezcYAlJFFBpXF04aywR5SwxQUgQIwIa66pCVyQms2EABmJRwAfQCsJUPxMCIyBqSoyMCFppUgCSJ9Up8wTHx4kXc5i5vOuRH+CSPlDH4kNq5kNijvy5xzsG//v41O+Dd74/AnoPyTk9iQD+KeX09xd1cu/Qe6hdPfzoYTDjB//zwazn9PTsl7/4ReHsb3/7229ffHekRglASmkSix97uZyO8BiZoKdaKRbJLFproxUwMQMCskjajzkzAlVlNavrmJIAiVBm0spq0kQY14swngzDRdNudtv9djN0Xde27TAMzrnJoDy9C45Zv3JcdR5/Ig/7W5pYkdN7XikFiMySUu77frfbTaY1RVorMwxD2zR3t7ch+G7fvNo3Nzdvvvjix//hf/krYzSgQpwiPSYv9T2vGY9LY3WIk3vv61DnIgrRMTyTNCmlUKmcJaMwA3TtuN2MzTYtFwtrFlpV45BjTorcZ5/+LOWBBdq2JwqrdS0MAw9mpuazuu/b0fuhH4wWW1tA7vrd66s87BMpenyx1roT6bquu7ranp/ttTanp6f1bEakNtvN2HVD8tYZRODM94MGQQSlUWsKITCzsSqkwAKKdFVVSApAkNA5WxRFyklklJw1GbCkySisCrssi5WiytnlYu4Kd6MogQBICYc7kBYA4Nx3/TAEESnLspqJILAQgtOgiK2BulKzmROLLaTx5FFtZxqdQ1eMCfvo+zhWc7NYnjGYb77+7lf/46Wi9NGPzMVHSjsVJb2929gSludmdbLYe9z09PvvmqxWZSkxqaYf9l1b3oDvU+Xqs7MydZp9ofx8XsxJm0hjVjYkiiNHXyHWQ8PXl84nW83B2NEU2tX26ts75JPa6RiXKKYfoQ/X2nlTeMZOV63BfbdLfYAwKsgGmBSCUrEfQjeG3f5qPT4K+SRj7Ia7m7s3MY5VpWeViyrNZv1iCa6UuiorV7W7/cvv9rdvmrOFW9Tl2Qk0zdbYpDGPfbfbdKXbCWaggOQjp7FDDkZUxQxMKbNwziAYRiFQkPXQgCYUNpgxDnl3N1xf7Zo2IRUXF4vViVEmjmGzad4iZqRkneVgxj5BEg0QQkopI6rFYjaf2bqqzk+XBVgYQTylwGFMlXUgICyFKx49evzxx59ZV1++vhShGAWMMoUKidsQUgwLZytlSqWV6Bhg9BKyESUJSyaboUxSV3pZVmulHnHqc+qj3/lRdtvh7roDUnkKvCEUEZZkDREAg3AIo8/tnmkbxGKirMI4X1JZ1knnHGQYfNv2M1hkcT6CLclVxqdwt3059K/KYlXX9axypBInBNJjn1kUotO6KqqohUBx4n4MedMOGQYhn1NWrArtqqrUWnnvQ8jeT9shMkbbbKZqGxFjDMv57HS9yr7iEJBz4Wzncw5NltaWeaXsrDaSCRiUTsYYxNKPZc4ZIBNjznkcQ9/7nJQ1S+cKiYl9cnaWUg64RxQiVJqUJkCJKY5+8GFMKU6ckildBlG0JussiJRlYa1GlMTJoGHJKYxx6FgGbXCxrAfvUibArA1W5Kwz2+1uv+9n86LrxpD6ikptBFUehl4p47Rq9z2LIm2JiCHmzBlYRJD4HrHJw7gPsY5J7Zo7zkBolC60AWPI2mkFpwgh3y8rjjXidKu6u7v7+uuvv/rqK2vtlKx1JHM+9LFYa+u6Xi6XHz355Oz0AmmqwIQUKkVKKaONUk4po0iL0OnpGSf47MfPXLlkzvP57OnTJ8+ePd02r27uRh/2IfrEoR/aqqzLVPVDw4GTj5AZJXHqQFKI/TBsmv3Nze2rN9eXiZN1M21rH5Q2MyJKMVpTzGZ2HFLb7IKHqlwiMt6DT9ar5fZuU7raWFyvTxAlJx6GwBlTTE37RlGhdWGMG/qha7OzxW7X3N3ddkN3ep5yyk3TEKmyrLwPk2GeiHZvd5dXV8Mwaq2rymmtT05OP/ro6U9/+rPYvw1xbNtm6AOgmc3cft+OY7DOPX/+6Wq52vf7P/zhd5dXr588eTyO42633e2acRyZp22MyUmY2araGndzc2NKNfnQTk5PfvKTn/zVT//65s3dq5evr27etH7XdO3kZUIka51SOsa82exE1UylNs6RMSzjmKd0JWMmv5tGUgjImY2xxhqlVMrxvlC5r4JYSCkU6Jp92+73+24cR+ecCIyjjzHzAwbIURH20PszJa0fkQqHnceHHMv3O8B3ZAb8U1D3aY4/YSdDyIj66dOn+307RQhMCZlKHdq2Q8gWoIhM2DxmnnZ6k6skH1pTeMCKF5F3wMn3ogUQ4S/Lffu+npOm8i/nibQ5juMwDABQluURlns0130Qof5Q2PjgnMuf6veYOYTQdd1+v9/tttvN3XazWSwWbdtOFQsRTi37MRfxPrxBHWMAD9FkcrBeqkOnh4REQAyMD88RPsR6EOHUnf/Aqbp/cRG+Z6H6EMN53++994uDovP95PV3YH/+XuTCv4nYOWkRVCanzHTYmihzFhAl5FgMaE1ocg4ZJYJiXYGZAUdmFl2BmXm/92ISVkCgMSspAHvAxAignNaV0xmq5LSCakbAWmnrbBhTiBKTUF0YU7py7sCwZwAzbUnSRJ6SaUJDCkABEgghoqY0JAaZdsgpcwypUKCANBIBM8CE2ECge27HeyrkaSARgof//x5H2usPr8fhz/kz8QfgRXKvs5aHv5p0kIB/7to4HIYx5uzsTCl6fXk5rchiTDEmRWiOUzJAEEgpxXiI+1REwoKIWhsBFNRIBlhJBk6AgIKgta6q6uzs7LMff/78k2fDOISY/RiHIaQ4bctAOVc4vVjUJ+t5uOAYFSK2bbvZ3NZ1rY1pmsYV1jk75XW+9yE1fYaxvG9OpJRS2/gj+DgfHHp0fn6OSF3XC6MwaGXW6/XTp0+//NmX2qjf/e43//n//uPXX/9ea/xP/+vfaKUFSbEohTnDZPyeZod0kFkrrY1WGkEBqmkqc9jdIhABKVQalUZFxKxhon/zCBAnACkp7aZqkCphHSPHmE5Oz05PV08unt9u3iio1suLR48Xn3/xo3/66u9f371sY5NSPqRoH6JFozKqH9uubSUbjbU1drVaIFgQFUL76tXl//l//F/nj85X68Visf7ss89fXP3hV//8n7t9b4yqyimcMKYcFUiMyfthv89F4ebzcozejxFQLVarup4bY421dV0XRfHq1UvvR2Se1au6KgnKWX1WFyelW3/7zRX/qHr+/Mdazf/lX377q1/9irAACTEEORgk7NBL03hmVlQJEBmqqqpwlfKowVZmsZ6dreqkVEicFerMMYzJqHlI0afoc8xa6WpeDbDZxP/+3/5YFcYWy+c/nruKqwUsTgAMXDw/+/KvPzVFvWu7m5vtV799kVKb4l2KMvYYOjIAP/v80//tP52jr6AXv1FoF0XFrupz4KpaW/W0MBe7LV692F69VKANKSSVtLG2yE0/Jr9x2Dx/9jPnqPc3l9ffKNssz2R16ozrkvQmSmqg7VWtK0IbU768uhHMaNRm96p4W4LhtguX11c3d2+WS0XgQDDF5BycninnxFqtiqoq5gBx7FFBuZzPL86KFIVlDxJKa1JMNzcNISrLxonS1lABhqKnHEFbU1gNOiAmrTQH9H26vGm0VqVT3Z737Z6u+77Pp2f102cn67VRxkdpfNqzJIVAJEOfu63PwUDOCvIY8Pzi4osnT2xFSnutvNb4+PGji/WT9np48e3V9dvNYj1TpJnZFq6ezZertTHl559/oTX85re/3nHnLVunt2+7zTbUBWiHRmsS5aqiSOrF5d0w5ozs2fUB9j3Wi4V1zjlJfgzjPgy3KfXd/tVu28zmC1tXZFTMY8yjsBejlQZFEEIehmEI+4TlPuZiH1aPUJuidKVzixATB9x3PakatYlRbbZNN/bKmChhiLHz29sdaK1ms/rRo48eX1x0LeSoU8pNc1dL6fPuZvvKxzGxaCecYuZEhGXhajczxvR937eDCAHqyTBWFAVovV6vkbDv+6KwKaW2bUlSc3vbt81ysRhz3IdR2/zFT56slid+TDlRDmrs4Or13fWbJicoiroqq9m8MAaM030fvY/BQ2EdikXgFAvAoDUBAktKKQ5+2PctA7dtM3o/jj7lmCUBiNJ0kDU6Q4RFVRijtVHTZ55I6vv++vaVK1JRw8XFY6QRKY5+3/XDfj+0bbffd96PSGCsFFpfX1+50qxPF6oBo60io62xVgBSVdWkXcrU96l21VIXnHH0wzB0OKFTkK0zhSudKcPIVeUWy9mj8x/96NnT9ckqhpSzmmq5SR4WQiiK4gAava+/FREpFUI4JlYfHT6TrePQKqCamNAiGQ/kLQHBlCQlyYkB6MlF+5PPP//o6TnnWds2xqaqqs7Oz8rKAbBzxvvh9vZmsViGkK/f3gIrq5xVrrSao5c0oAzC+2Fo+r4BiNYAslSVqRcLa1ffvby5vtkVRWGsJiVlZbbbZrfbt82gtXv0+FFO2OyaYd8BwHy+LEpjtYtx8D4k9pzB+7Tb7lfrR7OZHgYffPQ+XV5ezmaz58+fM/J2t/3V3/9DWVZPnz3VWm+32+12K8LVrALEs7Oz1WrlvZ+S1qebrNZa3WcIaqOIdEqx6/qcO23canVaFmXf9wIybVbHcej7oe9DzkyERHkcYo8js5w+vVgvT9qx2TZ3YxwXy/lf/dVf/c3f/Ecj9uWLX/8///W/fvvdtydP1rrGpmmsMcXJybysJRIz1PN5OTvT5ZLBzIhM5r4fb25vu67Txokwc8JJAISUcyIipajzPsUEbnJtISEpTUZrP4xXl1e9Dz4ErXXOHEK/33feB+YpUw4RaEruTilNweX3JjE4Un/+fUvDSe44q2fGmPV6/bd/+7dlWaQUy7K89x9lZgZEbbRkfsh9iTE+PKQjxeSeJgr/TvnqP3DMiFjXdVVVTdN89dVX2+22rusvv/yyqioiCiEohYAwncYJpnKEjoZ8EIL+JX+raZqrqysi2m63TbMbu33OeVbXR1DN5BWcNKWH6L/7eMCjDk5rfYT34/26bUK2yKEnFJRJTMZABHTY94k8DGPAf8Vrf2+anKiN8jBx7310J/57evV+yCymFQCnIClqWyAWGRVjFph4QWpapRBlEiGaAtSAGBQjMCCzcCTIhlJJgZDoAByadJOojbIFOiMkWXTCnCyJVllR8OiTFUGTMmtDRT03JZABJpgydLR8oIRlBpnuBshCihEQJU7UfCQmBEHIoBjo3v02zTxIEKcMEJmu//t370RcnLCZ94OZA356au8BWQREGIAfWr2nbxQp/AEJ5SEUMqUHblcAxum4DgiZe2nn9Er8KQWxfG+e8L4nWL4HFX1IqJEf2AUfraAZMmpRFo3TpAGQBXi6KlkY3s2dDryUo4SSQYAAgQRFAElZmfapBKAOWYCoQBtTFNVivj5bPwoxHprJEFOWycbFKaacOMcYQ4wxxpwzF4W2jpwtyqpgENIalcosLDAJB5XRU7QGZ0ZBZ9x8tiiKevQBQANoBpmGFtaYidqiFF2+fhN8bLYNCiqlC1egsB+Hm+u3xmo/jmVVDWOvlCWymZUAQkZNhnFqGpHQICokRCWoc/IDk1eWUbGQsEwOF0TSIgQyKZGzQGJJpDRAmWOdkmbmnDLwjGjQGhg4SwLkoqzm8xUpsHpWufTo7LPV4uL0bPn49Ox6zaTXUd1tt9dxGDGLJtEkisQYwxlDSCmDoBAJWlg/mi/Plk+eh3Hsfd5eN2OX6lm/GFPfdqM1pym1AiyitFEccgpZo9VkgIliYrFBimETQgBlNJzUpgHjyFkAACAASURBVFyVql4vT8piBoCWc7ePQxpUNnVVF8ViWT56fP78ZP14u+mJjRJ3snrs7GXbJO9VSoWwJSIUwixaFipzGsdxJ9w6F05cXFVSV8ZXemdWrX3q4/A6x60toMQShDjl9mZIONOuzEH7Xnrtm25sB2gHd3Obzp/2X3T49JNHUQwauHx7ffHEfPqxy9mXqsPQbDa9plHNUu+RhXzM101Yxzc38E9/2F5pwVxKVLSoLhbnnxcWg68Uni5Pn/l0ByYxCPvKNwXGRBQ5Dif1qjSPZvWnT578B5+6m9fDPiJpr8ATNAghwSxrohKo4qYPjthpxcETZIvKGSX+bXMLSRWgenG5zQkjJKXvbvfdPmSmMKbgW+fGqpDa0Qbj7vZVYZckYqAHJaWrT1dLn2I3DiFF4JiAl7NSk2AM4xhRiXZgHMWYQ0jCQ85qTDImLtEJV34MPkRl5KOn54+fzFYnBSpJjDHplIpx9DFGQuVHiBnLqiyMNxQFPNkNA1izKktn1FyYrSmKWWmLEBTqRf346VOt5ykXiMul++XS/oKIaPUEnp5srhmG3+zh1UjB6SwOgCQRRxUVedSRRM/WkXrxfsgerLBjUgE1GVSaVJmpZNFdf9PnN9721mgkUKJDCDkJikVVgigQkUSSeuYUeqU0sVU4mtTqHpFTkhyd4ah2QgsNpYICxVoqSjeTMEjh57M1iwhDPZufrj5azE/a3Zth7FOKyqCmknIuzAyFUk5DGDQSKadIzxereTmPPu3j2I4dMxhTKrKDH8MYsjAk9oPf951S2M2qxaJeLCqwyi5qNXPQJ4xc16W1Nufc7TtCZ229OqlSSix+GEJd03JeWGdIYUzx+vq6aXrOdH6mQSPZhBCESYQQJsmQSlm6foxZxtHHlBILkCJlSTOCRjBE1ihHgAatYmPEWbEUSaPSFplDs2+74ItKfIqMUC1WfbzrY7Prh2Hwo/cpjcYCURr6oazKxXxplRuHOPTe7yM4sEqXBVlXGm3j2OcoOWXryuVshZmMtko5pRxAyIwxS4jZWLc+Ofno6ZPZvAZkpYA5M6AyTpAzJ8DMklkkJWaeIl21MDKIIk1IAKj0pJgCQuTMfvDOFk27yzyBoGXahWhFipQwxsTCoJQB4BjjNMJD4pDGpru523539fYyJF9WJSnLOG7bF68ug9FWgSYgq2xpXF2WYezj0IGkvtt03S6kThHMlmchRW1LIKNLB4ozeFe4ruvjZTa2GIcUQvTjOJ+v6toS6rbdbvaDMcqVM1ViF7qpV8+CWhsFiEYliSF7ZTSYINqDVqYsyzkBUTdySO3L13+wBRtnNeVx2PZ9D7hGACJaL6vRUwiEiKXDtrn++//xX7794x/atkNSpAAAYoqJU4h8c3f9D//0D+731TCMox9Jlc7ZmHYsWaaUC4GUMGdAED8GH/sh6na/2W3uUsq1fXR7efubf/qNZPn91/9ydf1i7+/ckDHL3c2lQFIEXduWppqVAjAa9Ir3/d73SgjyOHigwRSJ0IeQxzEMfWBGQutsOQwNc7LGaKVBSDIiHvJ8U+R9N+52+yTAiMa4rtvv913fdzkHpTilKJgA02TKgHtO3tQx3puDJm6KZgaAiBSR8uSnmQAqE4kdDnVjmp5HhCdNUE7ArAANkdHKEFHmpIg1JT+2nAZAGLptjoM1Zr2aOUOcI+dEKIgIzAj3uXbC9yvHCTQix1IU8bg94GkB9a5DlEPDg/dUFnmwcfpg5zDxPA+YcThwX6Z2ihTlnPt++MMfv/36629+/etfG2M+/fSTn/yMWDQwMTNiJsVEeK+ro0lRxIxTqP0hx/h9quXxgAEoJ+i68e7m+ur1S0QcxtF7zzmBTCPvPHVSk9pWBFgmJ44QAeAhqxOA7rsWyoiMk72MUOlpoX/PayKYLnRAmCxlB8XeoQsSIkbkKZ+P6X7VgO8FMDwgS8AkTUMRAlIEdLieUBEqJURCCkghqnteCz0Igpfj5SfvCfPkfnX05/q695ISH7ymWolwHHMYwVrICKz5wU5julyEM4EgkkYhYTrAhBg5Qw4as6FsKZJoERQG5kOcvDJoHDgnGjKriDFUFo1ikUAwZkHS5RgyKm2LpAshM0nMBIDp2BoddJMiR2qQIB1AymliXx7NogzqQSckADQlQEzvtgfZ60d5IN33eMf98iHfXKaVPeI94+h9maUAPXw1jgigKVlD0XurahCZ/F34nk/vgy7u+9OOB27gP2lkxR9sCOWDmPUP+0gBBuKJ/wTI0/VNCgGBWR6aRacW/pD7h9NGHFHhpHhGtIf8IhRQ9w0tASmltHW2KItZYSc87kEEP2lsUkohhGmgmJIPYQg+WqtcYawtFssFaaW0RlTpgSCHDhEd00SBnHFVNXO27Pq43/cpZ6BIRIVzhKYoTOEqY7QizYnD4EVEESEzcI5h3GxuiSh4P5/PvffGllPTOLFXFGiULExIRDBt8xARULNgEIqoWUjkkIBEKArBTKBwFCFka0lbV5a1NXOCJUoEZpQEUgkblh44skQBts65okYQZlO45dMnPyaisixLW6znoyvmULz5OuQt3kAGS0qbid1sNBlVEUEp2eREIlLPi7Ozs7qurt++/d0fft8Pbb9rb3c3b27fal0QzY0GUhEVaC3B+zCyBiBlCAqIo+9VaKBrVGbrSiNDoeazgtYlnfFIbTtCWEFsQt/sMvNMzEpjLBbV6bMnn5ZmZ03NCZypQWzfJR8oZweARJqAOCeLcwMxJA574U5rP8PR6VoVJhu1IXddVm/73bdayaw8KagMWVI/vLne6KI6f2I0VcDkx2EIPgoyljeb3YvX+zfX+cuff/Gz+sTW5T/8Gs7PiuWM9+3dvNjhyd7CaAtbLxZXt2PTQ7Eg2Ti1Snv94tvd14tyvp5fqNlYzs9X6/9YFi6MFsXNV6tt24H2GVIK1u9PUo+EidA/Wn+8mD06P/9ssfj4dvdmDKXnwmjDLo3YQwaQuShjanQ+bvc3kQMZp61olELzrBCV26HNNF+jimBSnwJ4iWLfbFq/9TQSeK/LrGsyGqsCS8vb29fONigO/l/23uy5jixJ83P3s8V2V1yAIJnJrNy6qqane0YamfQyZvrzZRrZmFqyqbGqrNyZSQLEcrfYzuauhwBAkJmVtaimH0a6xgcaQN4l7okI9+Pf9/u4JVSGis1q0/khxjTGQSApQGUV6kA0aBWMRVcorUzosvdJBAWNGO1KZ1VNVIZ4HMdUkjk7O1muHFKKKYYsIdI4mq5P/ZCmi6TR2s2KuhSnB2YW2R67oytC5U5dscwZyRTorDW0plW5nm9WH2l6kv1qbKvG/Jta/VYg6nLPy3I5u2jT98G3IafSoqmJiIRIDDDFrAIKVjMgpRQJJ3bCNrOKQhoRtIgS0ZnTMNYeNNSsZkQakEUlpcAo0Y4qTRZESBShJorEGrNQAvIuddznwJBtIaoGKgLoRKBLM2cADUXjNip7R2GzeSKCOYuxZWmXnNTx0B3bvUiezWpARFalnTtdxBTSkDJHRDTKOVsaV3Td3nMMkJlBOGmgaR4lWdLgx3Fo90fmGIZeclAatUXjSjOrDCebQlmWAHBs2+1272y1XLrZutQGixIPh0NRFLNZUVVlzLzbhXbYHtojol7jkpxSkEB89oUwiiChRjIsOPqYGABJUAMBKqu0JcoiBKIQjEanADVYJcaIM2I5stLKOWWdunmzOw5v1puqG0cmslWNhzYLMqoEMIR0e3twTupKOeuqsplVi8rW27zvdj50iUTlSqWkUKzVVeWoPY4hRqOrytU4IxHRyilVkAqZgcODEYyUIeYY42CUA4xTaUcKSU+VFzNnFkFU9zpMFhYipbQhIlJvDUJ+DDHGnDJzFMyk77Zlc5YYOIIoMjFwTmwtWWucc1VdWKdQiUC83b357uU3L199N/qhqAqkPKbh2A+0HYSFGErrDKnC2Lqsdjfb435vFPRdN/pRaVqu1s1sXjqdWHxiGYYk060kHA5d3seqyt6nlGQYe1e6igrtMBy6Lh4W1Vx09Jz37ZGItNKkjLZWWWqSIGLioAyJCqBHspZpiIIkpG3OEm5uX1W1ms1mRrOwH4a9PYpSyhjNjqwRZydbKR72V1/+8Xe7mzfHY0ekOPMdZYMgSbrdby/e3OQsqMxyuV4tT5rZwgc8tlEkTc7/nAUBFEGM+dBuI3e77aFre40GI33zx2+6XQ/Iry9+7PxeFxzSMYxD226nmjNFSVVSpCpfeqWwP+xv99oIGUkxGmsra3KOY+jbbn95eQNgCtss56ecR0Kx1irSCCQ8YdUo59x3w35/HMcASguRCI5j6LpuHHuRTAoEskgSSPfemrsE5zto/tS38aS91AAAmJEiEgMwCMmd10uBTCuN4V6PJyIIhDDVqRrBIGgiDYA5R0WsSMZhH0PHzNdXr4XDrJmdrOZGI+cAku/ICsKPKkMBkGkG+7ayeys3fax+eqhF8R2Y/59weckj09PEVnkQJApDBkCQYfCHw/HNmze/+91//f3v//DVV189e/Zsc3oOoFkIgICM3MVT0QPg9o5vyXcJBQ/BxY9sVo+LX8UM4xAO+/329mrKRRSZMslkCnl/RPJknqI2gGlq3PAOqz7RE0VICIVg6vcECZVCNUk16T4a4T26Jj/S6dIUZcYACui+n8CfyUjAh9nL3SoCBCS6swGKTAIwQARScN/s3Q/56DElFejPOfj+ynGgZuEY4zAMCtVEN72PGrsT4PJ9+hiJYq3k59sOSqCJNKECRGBmhATCiKC0NqKlZAgskRSSEkTMjMICZGxVAVVC5u+YNjgB36eJ/DTE09ogolJaKz2JOvgX59w/1Su/g2V6lHv+/z8e3Mp/ChVzf06+A3eahApFUchdUmISwRjT6L0IGuuKogCAlLIIaKWAQPKkssgxptlsZo1WBMw555xi/P3vfx+TV0astU1Vz2ezqqqWy8VquSyK4unTp1VRHg6HvutijM659Xr9/PlzEbm6fnN1c+W9H8cxxrhYLEQkpRRCTCmmlKy1j+lPBOCc09r8zBISyJlzyillrc3p6enqZHF2drZarZqmYZYYU9/3E12g73vnbM4MADEEyWycmd7b06dPJ3RNzrzZbLoQDuEIYoQ1iHVWGQvaQIpUuupsffbRi193bfjm65fb7V6yKovms0//YdYsr653OW2Pfhj6/rLfF0W9XK5cocvKVpVC8P1x6HvgNDgDCni/O7ZHjgGMJmO1Y5MTW23nzez2evf9y1c//nDx4sXHs9miKJ58//0P++2YPAG7080LY6qPXpyIUIoo73lV8S6F5h2CkUCSEHLX+23nRw29Mf7N9etvv/gv64V+dnqyebpJINvtzdevL774rlucwPz8V5un8yl4cEluNiPSg4+319fxm6/mq6U/e/LiHz7/IIQyS7vdc98PhHGx0quTxWbzvFmc/+//6Q+Zh6p2v/nHTTNX1oY0DJlWbv6rD57+D8vVCwBduLqwM8JSaTV43m6Hm+sestNInCJhcAV88Gz19Mmzk5PN1fXFdn8jiZOHhhYn81PtujFeeX/rdEXO5ioB3LT9mGNcz621zmgBogyQU/K7/b7v+6FVhcme+6EL/XjYR7+FsfDFbD6Ded8PWqnFvGx3oe87hdF7L5AjD7YUITEqQOpcred1BTEMfT96P5vbqqhc4XLGEY4AwRhjbaWqMtc6exy6GHNyDtdLA5AO+5BksIUe09j2x34IOU+YZK7rYrEoXClIIGK0phBT3/PBtEYXxrqqmmkNiYfb2xsUXdULY21pKywWyYPW2lidIYGAtqBNFkk+JABwTpfaatRVWdW1zbnPKcSY+jED2KKc51wIqL73izUobUgbP/qUYs6RISoydbV58eIzSyaHrEFDQk4AjM4WIDCGAYMYg7O5Y+zHvu97IEOIRrnGGaoqV1ULwkrYnGyeXl1fXV/vV6vT5Wo1Y/E+KaW1UT6O7esfu66/uLjInIrCaW3att8fDq6ws2YGKH6M7c11OxznMzzsj0PvwxgIVFM1wJSyCMNiPtfKDoNPMXFia4zSRVEYENhv9wzJOFU4q7V2zk27b4hCKpPKpFjpvFxV86YcxuUE0yqL4vp22/V7pblunNHOOkVolbIpZh9oIvnRFCnDwFnA4HyxSCmP44BIve4BIHHOkCcZi1baWKOtBgKWNO17EmLTNNf/9fqP3/yXTz//YHlSz+fzru9SjM7ZzWYNwLe3++++O5yd2dPN+lcfPVssGqs1p8xJcuTooy1U4SpjnGQQBevVhvC437cx5hiTCFhrtFZa02xex5A4S126fmi/+vqP+3374sPPnj39iEoSSJnT6NnZoihdCEwKALNzpqpcVTpEug/RImu1MYYe7cBOfykr9+mnn3z+699UVT2VQMdjd3Fxedi3s2p+OBy3t7vd/vbFiw9Pz1bzeeWc1hqMwRDH/X53OBxiikCQOI/eC8LGmL7rko+lc0prQAzBv/zh8vL1m/Mns7PT9dqtr66ubrfbbvTn508Z5Hg87n+8GEMEgK7rEnvBnFN7DyZT3sfDvjVGiUBTzxeL5TAMh+OxbY9N08xmc+ucNpZQ65WLMXkf9/u9956ZvfdT8HRZluM4ppQOh8Pr16/bts05GWu0VtfX1845rdXF5cV6vT49Pa2qChH7vr+4uAjDMadEpEL0KUrTzGOSfkjHY2eMnc9n65Ozsqq1shO8lDmH6EO4uzFqJc6SNurm9ppveOhyXRfVrCKC1xevLi4vUgrGKmN16Uw/HruhL8tqHHsEOFnNg8/7/UGBbfcDJxiH0CyKqnHamKqqtHEp5hiY6Nj1vbX1bGaXq+V0q93vuik7CBWQgpzTse1urq/3u53WOgmMw7g/7GIMb+MU5N62Jz+Pu8D/F2q76UX0/eMeMpdSijHGqcOakqWmH33yyScfffTRfD6fjK3W2jvcyL/Kg5Du5xtpaquUUorUtM8+vf8vv/zqiy/++M0331xdXW23+wmAeS9/zaTQOcMcQfLfr8zE98guf0OR+hiJ+af+yX+Xjzs9571xK47jOPV709K/d1tOIuDMAIpZaXpsvnzYAEiCHhSJUqJAQFAJpsQJCJXW1iKiAywZs9OoSRAygJGUfCZtS9SVoBPS8jjITP48SugXIkF40gorArkb2U2cH621tfZe4ky/AOF8THqZnuGx8VIeeCl38+33PaZ3iLrHVMy/fo3+dDj733RBPI49eXxqvc0Mhbde2PeqeXxkGXwUhTnNe/nd54eHQJU7P7QwS0Qka8VYywykJuzKtGcmeB+wOP1w+gra9vjNN9988cUXl2+urStTSsMwpG5ExJ3aOmsBwBhdFsW9yoe01k3TICAR9X1/fX2NiF3XTW5GRBzH8XA4TEynySpNRFqboiim+yKi8D3M6575Rm8zW94mLoJzxaS/vz+GkzoCrbXL5fLs7Gz6+2KxdK68F7izc242a6w1bdtOOGbnXB9Me0hjBzkYBTVwjD6mkOuqeXL6q88//Tcff/Tr7bbNsSyLa2201fW33/745s2lH7Iz1fzppiyam9v99fXu4vXNyabSuswWx6Hzw6gQgCGFnDgq1EblDFnhpD+gebOc1XPJ8Mcvvrq8vNHKfvrJPyjjv/22aw9JJFvdOTP6URS6uloCqBCYUWttERSCIpK7FYEExA/sKQEAzIzj9nhZ2Eokt/3lvj1m6+bnp25d9RCOQ9vDaBemXmuw/e3x9e3+pS2ds40/tKj9+qTYb4uU4pd/3IfwxdmTsWxOLt6kel7WCyPqDZmuqHlWVvO5tcYsZ804ZM+8rIwzFYHZPHm6qDeLegPwrO+thHFWrXMC70fqeb/vdvvhj1+9HDvZrLrCWKVS6UQrc37+yfrk5OuvXu22V4fdbX/otA2HN1g1OmWMYxjyIUsRvGImZZ0uzchRARhj0TlEE6Jsd7fbdhg4rwujOEiMT8/qTcXxkLVwUajumK/eDMORFBbO6XGUfgwpJ6UFMW53b7QBpWU918qigehkuuJRbrMgaaqyzyprq4lTApWNoWZRH7f9bjwanatSN7UZui5LGNMgSDGnyNE67SyRhphGY7LWgYiRMoARRAZmEGU0aSVKQhp8HEIY9+02R9SqH0c1rwpL7tihj4NgBhQEMtasNyc3w3IfSo2Uo5KgUmAfWCkRUcHj0Of2mAqjq6Ip68a6GZlCULEAiJBStuCyMc28aA4Ll4vffPbvS1dE7xUQZOY0JfrpvuteXbwCwtV68auPPxDyIR9tkVEPiJ1GXxfler48W68hVv6ouq4LgTir16+um1ljnUuJY0o+hnEIE10ESaw2RHQ4HEMIimxVNiAyjgNCWdgGAEtXk1AcU46sUFmrOWOOPvpEoiWLJA4S6qo63WxsYYEYMKMCH4ec4+5mRwQIjBiJBJGtU9YSUjwcr612SmltFSEiSshdlsGV+OGLJykigi6rhbAJno+HPilNdMelVkorUsbYqqrns2XmXBRFUYwhhOCDs7YoCues0uqeGsgsKTNppYRQEvddH3wIPr5+/XoYq2ZRKqNyTjGGlDIhzOblp5+cnmzKs7N5WRUCnFIARmPMcrmoykYgI6FC07W+lbhYKGZU2uUsRMo5VZa2rmtrzc3NFWdWSjPnmDIzF0V5cfkyxnC6eTIMY9v2iDibrRbzdVnMRCJz0AaNJWNIG5tSyimJZCJtrH4AbwBAjGGidK5O5i8+evr06XMEDCH0Q/jD7794/frN+dn51Zur77/7/ocf+yfn608/e7FaN9oy86iNnJwsnz1/8uqiiFnlSFoZIpUlx2mkRZRFQoqMGbVerefOqdWytpoAYLlaxpwFaQieBQUkxjh6HxMj6ZgySxJBpQ2hRlQh5Jz6yfNhC5cTAKiyrJeLdUopxsx56MSDIKEm0inyfn/0YxIGbTQCxBSG237aWm2auigdEvhhPB7b/b7NORqjRcjfP8ZxnNQ3AKC1AWbvM5HRBu5Sy7RSCheL+Wq10lrHGNq23+8OzKwUVVUB4FPKSlHhrLU0BboCsit0VRdVVRqrlEHOefR9SGCStqzbrh38oJRumrk1ZlbPdrcHP8TRe6cAQRNhURZlXeUpvhnJFsa4WFT1yWbT1Kv16slyua7qWhuTck45Z2EkSDn1w3g4HtquCzEaa4IP4zhst1trjVJ3FI0HHN29r+yOFHJvyyckfFzN3ZU38i6tHd4H+vGUVc08SRDHcZyenznHGKw1v/nNP/z46lvvhykjxFr7+eefLxaLs7OzoigmEFEIAd8bP/1NeMZfqC0fZ5onzgKo1MSwfKBxQgh+olpqrfu+v7q6evnyZc4ZESZ2zvQrRLxXfQr+1TUoPM6yfntk7xCddzhT4UmD905d/fBd/Klm7x4Z+ji0/Y7TKUQwWSQfYDsPDT4+DnfHv+HIP7wgTsTJdxj+7/J7/rKYh789j2EqRu/9qW/7FrpTshKIsGSGu23a++nfQ4cAIpJFhimeWgAzC7Mgp5wBQWuylggNgM3ZWk1GgUJAMhxi8JlMgba86/eA/vK+6Gf/2Vvxp9zJ/5BUznK/JSAPqes/6Vh+ErP+dg297fcenxhvx76PeZ3vrFK5xwLJu5Mu+Wv7t7+88fvLjh6+n9Dw/jBT/uw+ynuZmI/wQfJoBwXvJQHvrZkHmBUSEQhIJgS8T2uZkm0VTInj9wLmR3xtRMSu716/fv3999+33fD8gw+VVkiYY44xdpkJYBzHlKIwG2Oaul7OF845a6yztm3bly9f7vd7IsqcRz9Mu2u73a7rOqWVIlJKT9LzGCHndP+5gIWZ80+s23cn8ANnuShKY2zOPGlWme+oxEqpiQY+jfKaulGkYsxdNyDCcrkkVBOta7pMIBKzSt4iVwZnmuZhPKaUAOl0ufng6ee//fV/WK/Om6rLoZw3F5mz1vjFl3+4uLgeh2SMOz97/sknnx+O7b/8y+9efveftWGtQSPvdm3wo1ZAQMLIiY22pWOSTKQVkSLjTMkJd9vjxasLEP3JJ5/942//6XC8+vrLL/xAIcSdGZczzkkpLLUqlbZaQxIw2iFqRDXZaO/7vXfOO0AQjJ0/HoaEyGN7DUmqk3OzWAwYdsfdEHvR0Jw0Z4Ix6yjtze33zpXz+ZPt7hYpPnt+MnT9fje++mF/dfV11ezL5hQ0fvIPZ+cfLiEVoAB1sgVoxZDjyXzm+3BzOLAfhSpXrT7+8H9e1OeQzTjAvvUJtrBZC9MwMqrcD8MYxteXl9dvjpf1flbPjJLCAin9m9/k1frEfncRfHvcX6dxHPd+fxFlYRByirHzkTSRaUpXCYou0I++0NbNF0VRSKbQBT8E3wdGKFBpyqLl/GSuWFI3ZJ981IcO2mMejgCMRJVwGL0nAm3IFRBCqwmryhaFY0kxe5stCQCrvgsh5ZRJslKkrYIUk+AUpAEx+r5vnYW6NNbqsR8iRx/joQtA5Epdla6wiowAeMIkAIgZlZpcrJQJgLU1qFWSHIaQcoph9Knv+xD9vh/Az4qmcD6VkT1P3mAw1jUnmw+247M2ngQPYZRB8jD0MkRmhQApaR/M6IHQWDYxkwFD2gKZPO2YKLLK1Ozmi7K+ncUwf37+6XIxSzFAzsIZhK02kuX6+toWjpJerU8//fS3pqAxHBO3Y9jGtDc2bZaLp5vNk81J6GUX+67lwiFRud1u285XdVkUrh+G/XHfHjultCsKYyyAeO+HYSBCa61RZdf37TESFE21rIpyipmKOWbOSimDOk7Y0JA4ez/46KMtaN7MT882yigfBx9GUJxT9GG8HbfW6qIwImAMKqKqctZqonQ4tEpp54q6rK2xDND2xyy+mdlZs0yJogdmG4OSnO6qc2IRAlSKtFLauaqp51VVA0pZFpPKoO/6qijKsnTOEYEIg2QAZrjzcUwb45y5LIqqqG6ur/p+txyak7MT78e+O2YWRXKynp2sirIyZaFTCikx8bLezQAAIABJREFUgZBoBCqrcrWqR++H0XOSGIaYkrOJlDa24NFb68ykTDSGOW+3N1qrsqyGcSA02aWmmV1d5+Nh13WHvu8Ph5ZZ1qvN+fkHz85foBOGSJQRMyopCu29MMecooB9y9e7o8Ajszhnq8rNF9XTZxujLTPkLH3XMvPHn3xU10XK47G9ffbB5qNfPZ0trIAfQwIKTWPXJ/OmqbpBh3i3vZk5j9EDiNIqSyYBRMlC6838yfmyLIrb6+u+6xbLJRD6GA/HjrRFIleVnQ8+RqUlM4ugMHKWlCQGQcwRmTkDYWY4qM4629SL9Xp9dXV1vLll9pwFhKxx1pY5yTiEnFkpmoCrOefDcd80Td1URemM0cz5cDjsd/u27crSPvhfQght2z6on7RWIpgTcBYiTUQsSETWmrI0dV0YY7q+DyH1/XB1dT2bzauyLEsHwCmRMaZwVikKIQBrZaCpq7IsndNKk7FKGGnEEAYf2ETdj11IwTizqGdNMyus69sQhpxSsmi1JrJUVVVV1+2xCzEBpfms0nYsq/qDDz9q6mVTLZ2rjXVTy83AAoIEw+j3h+PusB+9ZxAGyDmP43g8HOeLeVnah1s23CctvAeNvPewPXR38Lbmkcdilnf6vXebmGlwwiGEyT0kwiF4Inr+/Pnz588Ph93EPpnP57/+9a+nImEal03t90Ox8XeZ8v3sNOVx1cdTCgIpJJyCIvzovfdVVU1AzpzzMAzH47GqKmuN9/SgL53eZ84ZQf4GvMlDW/Fe3PQUOHHn28IHaI38tF/8k30X/JSXqe7hmI9h+ggw2SUfNQYPv/6lnu/dYLbH/r9H//8RgfPPB7/9vZq9uzwGBahAEdB79P+pA5yaaJ5ksSApGXlnuAfCIAIpg49AkJAZUlLskULGSJCNFqsRE6Sc0jg65zRZa43SFk3OKqJxoA1oB6Ty30nTiUhaqxAm6DAoZZRSzOx96Pq+6/v3GM2/uPj+fN/0i2fg20Hf/0e0nfiuCvkXjurEDiYivBuEQs6c8/12AtC98xhSSpPn13t/t3ANOOcWi/ls1sSUmHNKEUCmTCFRYpQqiiKlFIPPOY+jvw7Xk5rCKD0BnaZz3jpblE4p1TTNy5cvpxzHzMk5p5SZTtrvvvvu8vLC+/FOjz7hjJR6+PaZGQjVoybQOWeMBcghxJR4AsQx8zAMu93u6upqt9tNmqjddvv1V1/fLOZTunHf9a6w97E26vr6WmPx9PQTyJpZta3fXbejh7IqTla/+uDpb85PPzns+8Is/+nfPJ0336ccjVWEFsUM7dd+CIrc82cv/mm1JjFf/uGP7eFIzEqqwz5AZucAlVKgGVRIoEBXRZFZjLaVK6/eXF9dbb2P82r1m9/+2//4H//XFx9+8ocvhugNSBXHbr+N8YlWWDs7EzYI1hmTgwdQijSRVuruZkmIcJ+CRUTTZVNQFVUDivb9se/zan6y2Gy+vfxqHC+J+s3p3DkrihYnK1ec1s1zZn9x8cPVm8N+6402n3766XZ79OHYHfo3V137cshy9fTDJ6fP16JsyBByBBydGkodlhW9OD/lkI6Hw+HqWpb6ZPnh86cv5s0Hx316/er64s3l4Xh7fGqXy6d1s3COqlrVc56t4Pq2u96PVzdEAKUtjCnaNi4Wpy8+enF1/c233+4XtbY28ND3ghoHEqp10cxOq9VZUa+u9zf79oa0Xp4/+fizTySy7zzqYTMA0G4IY6FcVaA1xWJesh+GmIxKKtVA85MVf7c7XrzelpZShpTIFcZYbCoq1qapVFUaBB6HNPY5dwMy6gj5AMdDnw779eaJNpYFNGirrQa9vbrZXh19z4t5YZSOIYuIdYUx5c3ttqrNclErEE7MkjgBJ4HMRivrQBu2SmurY4AE3I0+JEgxKoXGqKqpYor92LX9tbPLqjxdrJb1zIFGBKfIIOnVgp+lfxD9ar/rDvuBU7dLfcyJc1JKObeYL0xKXebydj/8+OObs1OqmnPUTkCHkMhoZVVRmrLSADT2MnSyWpRNVXMegRMI37GXNRZVEXN2ZbVYbZp5HbP3/pD5nCg2DZ09WTx5sprPqs70BrrT04997A/H7TfffHmzfXPsb56en02LtBtbALDRFa48HruhH0/WG2tsikI4jKOPHio3r8sawIcQhNhgltQBQ8ocxwhJEND3Y9f2wnJ6eracL5yxu8Ou7Y5D6GP2XdcO42ALUxSWM1hTamWsM1VVKkUpphB79phyNIYEU0ppu79xrpjN5nVdjAMHH7qu64557DlnAtBEDALCd9aSuq4W88V0fyxcobXa7Xa77dYVhTEGCVKKkzHFGKU1gkiCiMLWuBcfvujH3eF4df3772NkUqyNur262m5vmmZWN1VZ2MxxGI677U4ga02aCBhLV1pTduk4+hSDGOPm85XWxWy+SikPowch67S1Kud0PB586IaxWyxmSsN2t41jPtq9UrooGwLzw6sfRDjnPA7har46Hg9E8PT8Q6U58RBiH5MnVSsFAJxSvM+YepvUN5H0tVYAOcah6w9Gm4lkeGx3bbdnidWs2Jwub7fLzWY+X1ggf+x3mYeixOvbH19f/kAKiDClFMIYOWXivmuttVabmMJssayKYmhbETDoXGF89LvjvqjLoqqQ1bHrjOOqmZ89PU8A7TjuDruqrOqyQqRj2x2PXd+Hui6rqjSuGMZhv2t3u+P50zNXlNvt/vr6Znu7M8YaU5SFq+q593Hw3hhb1VorSikZoyaSR4yh7zsi7Psuxvj69eth6JzTs3ktIOM4AkDf9zHGvu9zzkpR09Tt/uD7sSjrlHhqAQDIOTebyfGwv7q6GcYpr5yc05PedexjUThjjFI6Bp9Scs7VRVmUpi6rnHOSFHNAnxFAawhBYoqR49RDHQ/dYr5ytgIgrZzRUZIkzAQJAYm0NgYI27bTIazXGwCyrnj+4VNOyGkKwAUA1EYrrVETEByOhzfXV/v93mqDRIfD0YdJOJnvY5zubkYPw4+/SPRIPwfR+7kyXSksS6c0IoF1BgBSijln7/1+v335w3dTH1VVFdxlb8ynNDkASClNs+h/zRrOWsuCMURlVU7c9/0XX3xxe3tb1/Xnn38+m82mKmji3N5bciSlOKUxK4XMkjMr+jtlx91pwfSjPjr9XerUn3kICQjgxLinuxzGdxPx/rYXI1QEioF/bnKDf0c72y/N9x4++D2s+J3DMVXm98PTd47TI9YjCHNKAQUwZ0xRxGfyTIHEK4gGCCBNOVsaQAlqIUCyigpDEQmQtDVIIJD/qkn0n/65PE78eMhenMScxpi3JNHpDzPSZF649ytOaQ7Tfpu8qxS9V2/yfej5n5qP/ZSk+ffamPm7tGV//fbPO6/+niuPCB/txExAJ2QWeYdf+ta/9+hKOV1q6d7lBfIoiPN+wH/3HCyZAJUyzLlw7vz8/Fe/+khpzQLaKIoU05TSfvdKWmutCABySinEx2KMKbAlpTSMQ9erqqomKQsiThqMGGPOPPV7SqmTkxNmHoY+pnB7e22NAYCJKzqdKcyc87Q9CCKolDLGomJjrLXWOTcMnjlP2oTClbOGq7I22iBi0zTr9dpaC4Bff/31j69++Od//ufz8/OyLJxzMVWZYV6fFfo69Oaw45SpdHVhN015Pq+ecmgVGaMd8pVVxXq58h/kcZCxz23XxQBff/md+209axYf/+rj1xc/5jT07Ti22RilS01gcpIwxBgAWBGRIq2VRqHdzSHEjKj+8Z/+/b/75//wm1//WxAl2UhynFyOMXkVPAkboysix1nllDlNW6LqQTVxvzAAkQgVoULEzComlcSCKrTWMBwvrl6//OF1377anNInHz8ramULmrYYnbKFUl3bYTGfzZtic3Zz+c133725uNzt92MOlLNhIdTF6vRscbIx5Yy6RfbL5JWEGXubIItXOhsnxbHvB73vusvd4VttHeilYAFQKxo5GxANQMf2xqdtswz/4/+yWZ+FNxft7aU/7GQIOI45JbKmfPrB87Mf1/WXoE1yZbZFTqk3WubFSkxlzYxYxz4mz0oVs+VivjzTxWzX3nrPgWmMHJMIgzAqstrIOHr2Y8oxx4CYrdNVUygzxDQQcs6KMxm+S4Z1Gi2B4pTDiGPQMVs0gjYRBYB+4H5oLZehGlOF87opTCNJX77qj/sRBY1yIConmM0XxqnEaTEfTs5WT56evL54FUIA4mGEnEEpKEvtCtA2CzAoBKUGH1LqCaP3Y1HYpim1UbZwVQZLpTIUOQD7xCxAnFVKJFKW7rx0G0WlpAFFGW0VqczIQn5kbYyxzeA7Y0w9Xz/D5QcffParTz472ZwjmZCSoBhHgE1KvnRn/cF8+MHHq0VDxDkNiFkpIJKck7bq3/67fwwxrVbrk7OTqqoSRz9WpLLRaC0smro0jRIza6Qsc+bw46vvb65fvXlz3B6OiXsffD0rjaGi1H70IfbakLWUs769vUbQ1haIyhizaMqmno3+cDx0u93hjgslhIA5cwqREyshqw0Bjt73bbff7nJOKSWFymqbUpigVyiIYAhLBBsCp+yn+Z4xdrXiEDIICSAAISkEEpYQwtBfp0R+pLZNh30ceyyLGTOxyJQ6IEDWlvP5cr0+8SkgotbKGK21UUrVdTWbNXVdG6MkMyMzTMTmabKXBcW5sq7qxXxxenqeuHdGN1XtF4th6Pf7W5FIOGOJKfoQfYyjiKi7XXlMSQ77Y99nBLNabjab9enpk83J6XZ/uN1unSsBc0p+GPucfWZfN6XSGELvfVeWzXq5aOYu59y1/W57dIVzzgFy3x+url8vFov16sQac596ypmTICOh3Asv3ivWJqaaQI5pHMcWimqCZ0xEhpw9KTYOybAtQRfcdtdtf9OPe2P48url64vvb2+vDsfDMHpCDCn5PAozKSJE770iCMGFYYijL6yt62J9etIsZk3T+BC70ZNWAjKGMTKHFEmRMtoYa01BSKNKiryiPA4phN46lTkDkrNGhPpu9N7vtl3bBqWy0YkzLBYniFqRlmpa/1EGjimkmIzROadh6CcXQ85ZKVWULqUcQ2KZyp082SumfEIiPB7b7U3rh7hYTjFMKmVmgeBj1w3jGGNMzNyOmYWskRhHTqltvbUKQEjRxN2enHyJCRBIEQJoTcZpRUgaxtCHwaeUi7LQ2oHP45CHIZWuLFyNtRLOKIiIRmtbWGMdkiKlUubXl29222Pfhd2+V2TLYnayPs8iWfiexy7MMHrf9f3o/USca7s2Z7n/mDTJ9R5q4Hu2CsK7zBKBB7kWP1IwgQg8jlxmfkczNe1yTkHhWuuicMfjsSyL5XJZlsUELDFGv3jx4WzWPH/+vK7r6T1Mu70Pnr27eMqfNKKPFWe/UOY9LufeK1Z/OlxiZpiItzm/fn1zdXV1eXn55Zdf5px/+9vfTm/mDqfOPM3xHhd1KcWJVvgoq/Cv8BPJz0WITV/NlKT3Xuryn3qet4x9eCsle5uk/lhkSffAMFIocB9xppAY7iA8+Nb89Sih+5eLa3xbGr/zWgCK7tgwjzPXHw/68OdKffy7DI30e83uY1bkQ1D94yP5aB55V9OLoDBz9AhInCEFgFHES/TIXkvUoCfeJpLSgpgFJny8kCFKggBojEa63535W2WcP+PfIxIB5jyNg6cNiccpPY83aOSnmEt538x2fz48Wlh3tNn3l+Cfbaj+7Fn6r+bj/Et6yJ8yV97Tcz4chMdr42Hcev9f+D6y4r0UeL6/YhAS8lvkKTxQhqeTd/pakTCn5Ar37Pmzzz//NOb86tWFUgoQ7lLaEYEl50yE05gsxQh8Z+DUSmutpwuo9z6mOIGejDFN02itc44+jIjILMICiIvF4sWLFycnJ+M4DGN3cVEvlgtFlFKagmuZeSJzToL/+yGzJg1aaa2Ncy4nQUDOopUxxpalWOvMXb1VLxZL5xwiXF5e/sv/+S/Pnz/fbDZE5Fzhfe5S1thILvoWuiMCqDwvJJYkjVWrRd2IUEoZubRGLZpTOcOhS13rt7ut9+PV5fbZs8Ga8sWHL7TCm+vXu/1N8GKUcboSwZSCH6NkIiFQoJRSqCRjP4wx5bJqPv7o008+/vxkdXY4dMBGuIRcACdgl6OSrBUVBCalHFMSJABFEyQBH2jOBAj3QaKTPEZndoltxlIp40P1/cvux5ffzmf92dmzJ+cv/Pgm+gCIEIAUq8SKoXb1Zv0UZfl/hR+/+OOPry8OcUyWNAAYa0xVL1arZrY0ZsZ5GYeWQLObs56FoG6v29tXQ3stfQ5Cx767fPXmd2jcrP5tUc3Xa2iqcrnYVNVcKdMOg8CwWsO//582T57HH16q7//YfveV374BpWgam9TzqplZZ7NgXxZxvqCuDZWxi3KelRM0IQgHUOBKZxfzhdKztss3uz6FlLzs2uE4eELOEzBXoO9GzJkZuz4ZE4yJRWmK0iitUpYpJyxGYSYiRZglxRQDew+BTUKjjTGlKAeVufbdvvVt3sFGTFOWxYzEdl3e34YUYVaXpZ1PKvyTkzPSMvh2s/Gbs+VqtXz1+scYsqAMncQAhLhclIqUtSnGTEq0hhhyilEk9V2Xc2GsRjKojLWqMDNSRQjcjf2xG0PgHFPOzJxIWWAHbFIEYNRKF0UxQbZ9yD4KaTy042I+ny/X58/WHzz//NnzD4yeITlBzByVQaTEkqzmOFSnm9PC6sw+KyDKWoNAElAZ6s35OobUzOfaobIArEIkpYw1RhNqmCmZcVCusmVFw9hyvhp6SklzViHIlb9NMlut6qKwLCnFSJRdU9jCvnl9PQ7DOPqyrDYnm+V8VVVVvB7GPvTtyMxG6SkMhgSMMpIzYEYCjSTM7eGglBLgoigUEbFSqK1xIIJICIazHvqc8wiUtdaFI6PdcmFHH+PU8gkRKmdLpZUIHo8tYklY0V01oYyZKTDWxapuWIRZjDZlUVZVLeODNl5PtUhZFkVZWGeVVomzADPnu8v1fcorAhEqa4qTk7N+2JLOs9mchdv28OOrHxDZWBKJwklpCkFiDD4zkdbkkub94dB3rKioq6S1bZrZfL4YQzJtVxTK+977PgSfeEDMZeVyCv04+NCvV6vT09Vy0ex2nQ9DymOpbFU5re0wxH44vrm6+OD5R6WbT/znewog4DS2uYerPaip7oQFCACSJYY4Wmc16cxCCrXGlANA1kaQoqAP+ejbcX94c2ivx/FwfXOx3V11fdsPfc5ZWcvMMUWjdcoZhcehS9FbrVEkeZ+cCzmuTlZGmzH4fde1fUdaZeax70M6hpCU1sYaQiUZkjAKWuOoNl3v/ZgABYm00daWIBRCGgbvfQ6BmVmpqPTULCqtTEqJKKckMZLvRz/6CcEQQtDaxxiZ2TlnRUTCOI5TtTntWk5aRmMMAu76fd/HMLJSQ1mVRWmUNqW1WsfdviUiYzRz6gcePUMJIXiFKcQkkJUWYzVLZs4xRYlMAUNOBKgIsiRlnDUaCAA5xOB9MMbaoiwdxSDtYVRzS2gKRyDMOSvAonBlWWprMwsgZeYJttl2/dXVj85Um83T1er8bh+f7+O7BHLmmFLOefSeWUbvJ1VaURRTUvnP1V3v9VGPZZ6PzSk/P/J5jJ+YFHIxBq2VtQaA1+v1MA5NUxujjTWr1Wq1Wi6Xi5OTE2PM1KtMaqDpS3lgKPxCufjT3/5sp/fTAdfPPw9L8PF4PHzxxRdfffX15eXF5eXlbDb/9a9/PZlx7htRmagz03b/ZJHNOeU8efn+bvCTh+7sPn5dHjSSf/nI7T5x7f0HERIRIyEKEiMgyASkAADGe1vY22bvbg3IY+PXL5fQ+G5h/CdHi483pd5Tqv5Mv/e3jBv1Twc4jyY29JdaBhkgRyJSwARZQyaJnCJwUpANKSBMqFgUR0iZUXIATkSiNfw3CBlklsk7oZQSwUk3OIEcp8cvdVZ/+jD+a7Zh//3IO+EuHv0XxLECwJkBAFEASQAexqqPsikfnwGcUrLWPHv29LPPPrvdHX748ccpxy/nrLU2Wk8ZwznnSVOfYpruc4rocdCn1hoQkGA+nz958uTFixdaa++HY7sPIUyqD6VUURSLxWJqWTOn/X4bYygKN30kYwwi5/T4Y6uH6XcIMSc22m42zQRJmxKW+76fzWZ1VYnA4XAwxjjn5vPGWrfZbKqqstZa64Zh5IzRQ9/n7hi7Y4TkmLHfy+31cNjFHHVhqpQ4puHp2Qtb6MVsDkKbdb/bHGKQ9dKen59vVk845aqqX3z4AiXf3NwIg0LtTMXMATLHbI1T5BRZrQwA5QzWOGfVbLHarM6sLtpj70zlbANsFVVasVYFiAExACYnyFmYQVullJkOAiIQAfPENKZ3hS5Wmxmqagx46Pqvv7n+8ftdd4DPP/n0+bOndVX/+N3/fXt1nQI9f37WqLkVOX36dHH6cbX84OpHf9jn4xFitkCoFeSxz5Apj9vtdXt8zqE+XLv22jou17hc05qV+d1//vp3//XVq6tu/QG/KJZI4frm26p50tSfPH326fnZsxzbWXMiYscxkF6hW5FdiDKunJ2euicn3umrP4S2mSFC6I43OR+ONxdde5PharEsN5v1YsaUUGeVUuaUtTIfPPnVMYQ2Dgb09iq8udin5BEkxny5a/3Y17WOACGDBMGkLc2Uao77QLqvm21RzGezoqrCbhtjFACK3bBcNU09t6ZnP45Db4FMVsRaJV3ZqqgX80ppvArDRY5hXi1Wz+aS1c2b45tXB2uxLhfzZrnZPDEGteFnz56wjPsOtWOleL+/yTkw58zoRxh6ANH2o01TzopCBulRCxZwPB5i8imGEOPgwfZGGPyYxx6SU6W1CszN5XE12z87O4pgSj7EgTH2vi90bUwZA2vN6/Xy5vZ427dZVD/6we/3x9YWCzJw9nRTzlw7HMM4VNVqNl9qpUVi3/dvLm9e/bAfW1UVqmlKQAZOzIElZEg+DjfXl//p//jfBPn8/ImocbFcguCbiyvJULlqvTopdLNeNJBx7IUxhwjL5dN//mf34UcffPv973949WXkLqT26vq6npVlVYBYrY1SVJZ2vfjs8vL25mrb90dZrYrSwnQRY7VabLwfo/cTr6WwxWZ10h7bm+322HYA7KzhHIGzQlSEXdsf2gMSGmONMcPYhTGNYz8OrYCvGrtYLmNglGSts8YQZO9jDIAIVbUoq8JaWxZzpWqtmqHT4ymFUTPbNEJb+pTSbr9POccU+75v2yPLVDNPHc9U02BKaRzHEILkLAKT/GHKJEZFIJRz9GMchpiThJAV5ymtGAAmvx8ipxyLwja2rEo3DMM4juMYhxAAaLXZlCXnSMaacRwuLy8P+3YMwQdvjB394P2gjUIxzBzCMAxd3/f90MUUALJSFGPIOTx9dj6fL5aL5Wbz5NWrN28ubw+H/csfXlrTHI/HGCMAGmNBEkB4p2R8BFwQAJ5aWIVAMGHZc45TX5tz1AZtoVyJbX9zcfl9VSshn2H8/tXXwfcMSSmoqmKKVNXaWLTGGJEcImfJ+2OHmeuqXC3mJ6sVaQCU3vfffPv/sPdmT5Jdx5mn+/Fzzl1jy60WFECQIki2pJGsW239MH/9WPfLzMha06ZuLZRIEQCBqso1lruezX0eTmRUVqEIghK7bR6mDAZLFCIjM+Iu4cv3/b4v3769nSa/WG1cjNPsfWRtLBmKQxz9OMap7wZAVTX1s6tn4zTPztnCOO8nNx0OnbG2aVtri5BXkz2XFZnC1k0dfDwcupvrm/W6advKWjuO4zTP0+itNWVpspsghBBjEpEQYgihrhtrzTgyJ/E+MA8pslIq+FBVVpMM4yhIZdVcnF/+5Cd/oo3+r3/zN9M0TdO83T7Ms+ejnx2sxfXaijAREKmmqVMZvY/Zi+59YI7Aqe8PRKAXbYwhZzKFkMZxJiovLp6Nw9wfpujEEFmjjNZVUZfWFNbUVQ1Kj+M4DJPWxbOrl94lY/Z95znhUZ8JCAA+hgy+BgBtjLV2mqZxHIOPjy47MMaoRz2X/KCx+A/UHr73J8aQONZN1mrKcrn46U//ZLFsvPdVXSwWbV0XRGSt9d7n4PVM48xz5GyWm+f538hr+f6X9kFla23ZD/Pf//0//vVf/9+vX79pmkZrU1U1IsVH9jgRZYFAfo7HHLuTg+mPw7p87IROLrtcvPFjdvkf5Gp7d/xyXgQiKaUQKYcBIjIiocp4iSOPJ8dJ45Fm8t1nw98rRP3o36vHheEPs+fh78tk+KGrP/1DILP4uL6R01obH2+Zx2GHEAoBK2FERhGFgChERNpqWwmLeIlZzUXGlHWMHkBAkdW1mIaFFBlF+o8icXzcnAonFoEM4UHEvu/u7+7v7u689x/SSgTkhOQ59uEKlcoK5CNr6P1L7unWHhU+3U2+b4b8g+Wc/yuxnN/VM38AsPmuhvPJ1/hDtNEgCpBP4oT3k2Hk8ZDRSRrxwUvPszUEQZBTEkamLROpsiqtNdkDnYdMIpJSyhvEkwwgd/vMrIkUvfM9K6UISICNMU3TXFxcPH5sn3vvY0z5YyMljjFy4sQppbDZrLx3RKoqq0y9A2CFInI0AWutlSIQzDL9N2/eGGMyEUFEyrJcr3LlKiklRLVYLNt2IcKIillCSDEkpaiu6xCCdzCPsHu4nwc/9RGhQFAxkKSCoNRUpSgpglLF2dlzpVgYSrvYLC+fXfZ9N9lCn59dXl48G6ceABIDadu2S457Zu67UZNGoKIoQRSqHC6EpDSR2e0PVdVsVmcvXrxq6+UwuKokZtRUEhUCU4wiTIiUZ6VEpDQmkHxETkoGgGzUBFQqx4oeaa+ExpIiTCJE1uhaq4qD+Gl0XeR51DxZTSWEQoJlN+/vC/NQWVea2tgmio5oNBKCUjijzJziPPbilZFNf0s3Xzvl9sVEcata09y/xmGrklNNuT7fPL+6/OR882y52FRVU5cliZakrK5SJMVK72DsAAAgAElEQVRY1JeTaw938z///RtbusvLJT4z/ufSmsWLy7PlKhwOX+2212/ffr3b7WPqNhviqATUMA9T9+ACFe3lprr8yRd/OQW52W51qSO4OXTDvLu9//bm9q1LTrSABpe8iwbBYiTvkhtddzDaBKU6a6p2UT57aROHrkuzCykEbcxyteLJK7JFu9qUbfcwbnddaTkpZs2AalHVL55d9dNsrOEE+113e9Pttm6zWBMY5hSD14aURkEP6FFHVn6exsRsS22KRUoqxH4YnJtgHnHsauYqhllbIYrTOA7jwfmRU9Qap2l2c+Joky8PD9PZSpZ1edjvvvntt4v2l1fPzpZLWy3SMO8SxNI3lqzDUaEUJbGkYZiNsfPch6CShNF1t/dvqChdwOUCNa4Ph8N+PxGRInGh//rL1//yq6+H3p+f18/xWVWWCDCMwzB2SBLSvO932/3Nct3WC+XS7jBMACjKcYRh8sLpbHl2df68KhtWnMADmtX6fLGqo8x1s6zq1gikfhpGnw4eICkEa2xZVqpEsuVq1SAAR/Zh2h+2RNpa8/L5S+9D1x0mPVhry8IWxhDR0A8ZHGV0SCkVZakNxRj3h/04jSKyXC4VYUxBJPlICPrs/FzEkWY8Un/V4TD03ehdqusWUYkIIuf7TAg8jj0nj7Io7Flbr5ltQXVwRwP5OA/TNL55+6brO0RgAFRgtN7v95zksDt8K6IQb25uV4vWaGOtJa1zQQwiiEDaaFMWRdXUC1AsMO+2h3138N4X1mpNieM8T0qJ1qXS2lgroGyhFBKCSizG6sIaVLLfbx+22xATglJEWisfXGJf1ma9WdhidX93k1IIIRSF9d7vD916dXV+drZcbMqyMdou2vWnrz5fNOcXZ3tS5Xp1OY2xKCpFhhNyEmbJNg4RYAatj5N1eNxYHj/SQSmlEShTbQDyTlCUUsZQ3ZQhzg/bt/0kpKMPgy1wdn6chuC9QkVao0hNjQVSiCl65lhWdtFUGhFBmrbUVnX9oR/6GJJzc9M27WJZVgsfUzH7fpwSi4A0TQMepi50fSQFpLUIK4XG6LKsUCkWFpBHKDS2bZMSJ9mXpS0Kmzh1fdf1B21Jkcr8hZSSsKTE1pZN02QOKkAMIYaQfEgxilK53crOq1QUiVm01krp0YdpDFm4lxKkxPv9XlvTNHVZFsb02+39ZlNfkGVmrZEIiiS56vfOpZRyWp211lobQswCW05xHAcA9s7HGAtbNE2xWp5dXrx49dmPH+6397cP4zAEHyVFVVK1qBdtjSBG64QoLApVWZSbzdlu24Ww7btB61IYvAsiqIhIZW4IEoEIxxjnaR77MaVUFMVTzDginBRsTzMP8h7pOM14dPE80v7yd7EcdUnZ6KUQT9DOp94nyLkp8zz1fb9cLtq2Bry6uDh/+fJl2zZZ7ZYLlfyjjTExxkeMJ390F/e7VxH4w0u9k0Y0v67T2/IYwSYhROdcDmA4xbOJCCI9RrrLiZKSv+ukT2RmRPmBsWUf3U9+ZAF2LM3hWJ0fG7YTIF2+8548KV8fS8vHquQDSSVJrvWFTkdPsirzCV3zg8PwJOb+qS7ynajzAznkB2vF7yBbnrJbTq8IP24S/bBLlB9y0PXp3XjEVx6PI36n3/tOK/oe31IfRXuP0BxEIFSmoKJVRS2i0RNYA6zAWFU0IXa9n51LuiVBFaKfo0RR5o/n7+THNEFSx1ukc67v+77v88Pyri+fpjlV8z340tPIlSe02qeX37t1eR4EPOmRfihe9f87a7inntXfN8t6ktDwfetrOAFOv/c6V4gKFYtAbukA4QNaFDM+fhQ/uZjl8QbNxzPu0YGAAvRElP9+IMSxJ8y31KyqikkQsSiKxWJRFIXWChWHELOek49xfP4YlxPCcrlIKWpNbdMYbUhpIWYUANKPglGFSgQSp2EYpmna7/dFUbRtW9eN96EsSxAYx1FYTvTOLEadZxdDnGcXfEBBUlSV5WqpbrThBMEzYQFIkrSSQqtKU+HnOSUkZaqyYA4hzsbUi/bs4nwe+slYujy/2qzP315/60Pouj4lWS03bprdPO52Q1NVpLS1RQj5Iw1FQKEi0iGk9br+5JPPrq6eV1Wz3XWImf9mEQkEOcFpEibApEkRTd6JJMScUHqckhApQFDvzRUEMJJm0kgaqrqsqtr3NsUwdvthr0pi25JW2Gg27MB1+zEpuFrUXWk3xpYRFCuShMBEJJg8R4DotVAhLcw2DRinsLs9WG96I1NnhEtrwmZ9dXnx2dXlj66e/eh881ldrTQBISg2yTOKKqyhcq1SuXvrfvP3t2cX8GK9XjfmJ5/RxYLrotD29u31fx+GcZgOMar9Pu226XCQKNzt+932IXGxgnp1hlfnL5VeLNs+sE/KBx7e3H355s23D/f3AMEWqK2KHGcXxWnxOOxCt53ZlbbkyTpNYbFcvnhRHw7b2U8+hhCP6DlhtsYui2ZTr/1ewrQvFMWZR5kiktK0XC0jyhTScDcc9vtxiqjMYrmILgx9vzuoWvRC0+QRKTKMPvazD8xgrNW6AtGRhRmih66bjZVyqjlh1aAtwjzR0LMPsSwUMzjnow9aWYJy6Hhd28IumLcP2+tvvv1lu/58oRtdMcRrgQ4YOESQpDWAAtIsEFGRj9M0JVDJh/F+dwNkFFbWrppycTjstw+TNdZYCnG8fnP3+vVv++5we/ejulYKN4WtZjfv9wdTUmLnghOV6oVZnZeoJxd6ZrFVmRT4OYxjnF3PnJQiIEQgDbZqCJUpt3W7WG42m9HJ7PYi4pwTiAgSo88fGoRkDC2W9XDonRsPB7S2WNartlnO86wQtaaisNZqrZT3noUBpCit914FbwurDaUUu6EPKdjCrFZLUOK8s4WZHQras7MFs0s8E+USB+fZ7/f9PAUEq7KYnL1zrihN8DwM3jksbVgtCiwrTtws2sIUxmhtUHnxYd5uH7puj6jydksrFWMUlsN+Pw49c9rt9m1dW2u1tkrpbC1lZlRojanqtmlWkV1RW8F5nHYxJiLdLBZag/dumicBFpTCGkEFRBoNM4TIwceClNEYox+HeRynyQUibbTVRgkwaSRTa72sqjKX63mF4H3s+nGe/WZ9UdhWBINnFF2Xi+bF5upciEqi8uZ6W5WNJgugssogR9gBqAyNzgPdx78UEWQBEYWghRVjrmIofxyRUtbqtq21AR/GOYyoPIvTWljC7AY3O2uroiAiWyqIAjE6RtCkyrJYtU1dlhy9NUYpnKdpnmYfkkJar1dl1TCTT6ytTwLT7Fh4sWjBAyZv7UxKjDYizJxyX6EUGmOUVqQpi5WqqlJEPjljCmvNPI9df5jc1DQ1Ksy7O8nyYERjjDWFh2CN5SQxphA4RUHUKUkM0TsWAKOVMZiSILAi5T1PUzQGU2LvQ98Pid9qo0VEKSBSRWHX61XTtPM8ZztfBrrEGF9/+zaEAKDKskQkQEopMDAARx/7YQjBp5hCiMYWV1cvPnn5o1ef/PjTH/3JzZvbb8pv3r55s9s+xOBUoauqbpuF9w4EODEpRUha27pq99sxuDCNc9uWOa4wxQQsdKzRkRSkFKZxGrveeX9UzaFCTCml3Dc8EuTeYdUF3kOsf2AkO9UkIk87iQ/8V/mzD/Kbv1i0WdVZ19XmbL05W/3iFz9/8eJZWVqWxEkAMLdV73hm736K/ODN3vdt1T5IzMpipRM7PQ9jETG3eyKS4Xa5oPrAF3eqkx/hBXBqBTOvLv/mSsm/gXAC7zMxjxcv4NMi4nGIc4zV+65U9ckRlJMUV73XhqnTP6RAgEFQ3q3wUN7vPeEHZjJgNmJ/HxxGfUzP+X5vJX+0RMAj5jCrH0/1vcIsRTtOFPmJ8vV3tIz5vkyKNDAn4MSAChNq1haLBdZrqJrEBVcVckiOGVRK5puH+zf3d9u+W17OqminpJrLz8zFdHnxR3htKSXvvbVWa4qRU4ggQIVtmma1Xi2Xy5xsFh7/xBgVPabpyZM9nXq3tpX3r/mPQJz+f7Hn75TXpkf/h/rYAlPgOGfCvOmGnA/87pwkIMwoWM6f0gDGaKXYeZ+Ddk5my+NtWoHWRwinHDeB2loxxpxuRrnbz0O1/J95tGaMUUpY0tF/BsAC1tqqqvKdLqXk/QwgWpMxRhPhEQBAShlSWUd8fNqYovd+HMe3b69ze2mMscaWRfHINebtw+6//te/adumKIqLi7NhGKwt3DzvHraFsc45TeVqtVivV23bWGtjAPAATJwgJeAECJS9xjEmpVRha4ZY2Hq5WP/i53/aLOqzs/UwjG4OXTfc3d2ByGKxur5+M88RGYis1YigSBMhgQIEYEkhhLpe/PgnP/0Pf/Wf6nYFSFqbHDrEkoGoYKwhUgASYkASOoYQAioBZFSi4EjlJFKQK6mczSCgkImmxB2ANjaRjgCexdd1RSq5qbu6aMWLH6ZKQ5r7/QROztJqAolJYkjBJw8aJCYO3hg/p+Q9taWpNVhOn1ys1vSyQNtY0Vy44Rgzk4DLpq3ri6r49Hz9Z6v2c2tW0TtR0SJ53xOWRVFBAvBWzY2eCxg4daapjVlgRa7vvv729UO3//JnX/zVJ59+stv+u7/5f3Z3D/T6Okb20xymia0BH6Q7jF/96uvP/uTPPnv101/+w/9IEMnq/fW2u9+zj5agMqa1pQEz7d39vo8TDg+z69Pl2TMw4Ca/XlK9aEmt/vGXd6BiUREL7A93X341nddQ1QZEH/add6GwZdusQ5Tdrk9as0YP6W53f3MX9hrO1nh+sWjrTaHt7m6Ywnb/Zr8Y8QpMvXZlrRNMIY3aGG2Lw8GxKGuprksA8C5041ZkWZfLce4WS71cKYKmLlbGYFmIoiQpCSvSpi4auqxevnr24tnF3d2NiGN16xO9vXP+7dbHfRincX+4u3trLCxWZZKw2WjvrQ906EJiDyCAQprLiqraWEsxuv3ucHt9WCxWSoHzAwepLHEt3eHm5oain6+uXgpHTpETRA4CfHG5WaxK1F5bHeMc2RfEQICEpTXNgupGJZ4SMBBrCwwBIFxcnZnqJ5sL85uv/6Gf7sxoFouFIuEU53Echn6/7xQQArkpjv3QNFyVBYD2fu4Tak1122hD4zSO4yiQOLGg2MqmlHIDkiQwMCkABZISgzKWjDVVWzVNEyP4wIpYhFgMAIvElHC1XBSmGgY39DMzxxi6fodKtFbG2BgxJcPR7HfjPPzLPPFqeWWp/sdf/tK5ua4brakqC2PtkzulMDNgVm+ysGgy1pbG2JA4REYAUu8+BetmsVqfb7v71epifVb247brN9t9iyT77mEYOx98iN4Hf7bZ+JC6fuy6gZMQmUW71Cr5MLo5eh/JqOebixASM9d1LcAsISZ/ff0WbtLhsAvehxDHcdJUc4Lt9pCiaWrQZKcpjh1/8/XNs6uXy+W50aUxjZsJQJOyxlQABgAVMilG0DkZ9RSRSkoLCCgSIU4krGIAYCBlFBpEIjKklRW7WrUXF+3ZRdWPYbu777q72Y2zcwLJB4eojSmMJpfS7Cfv5qYqq9IIR+ZIGq4urzhydM4QiXDiGeQIcHYu+JiymhEB6qIwRWEbs6ylqnRhC1uWLBDuH/pxDtELiCLVLFoiDCEgirWmrorzi7UwKoJh7ACitQSQvBdgAQBNxtoihBRCGMdJG2NtxUzOdcbYqtI5ljElRuxFwBi9aBdFWQjzw/YBEaraMqdp9ix7AdiAlGUxz0dV8KtPXy6XKyL18PCgFCJSVdVlWU3T9Prbt/AIsRzHEZ23hXbTNM2zm/ksprYxiaHv56YpPvv08z/7s3//+edfLJfnTbkyuqrK9jf86+7wUNeLwlakDYY4Tc5DMtoOyfvRp5AggUZTV21dNVbbFOI0jtM4co5mYQYAN47dftd1XVXWVV1r0qiQ+ZgxeNqqfVD7fbfZ+8PJeccHFIV99vzq7Hy9Wi8vLs4vr87zB70xWiCJpKxIyydGzmx42uDlr38gNfQHlv4nHl5+WvWhz4LyUcuaUmNMdsqklHKB5JzLj8zBgKdQ69OAPj9Y4R+PUwjH3utf+a2/ozF+1PId9ZwApBRmvR9+B1H5vY3e94gqvyfY/Xf15/jHxbS859/LttpckHHidMz6ICKCRxjlUwHjKcLucXWrAJWA4twLkyRUXlBC6pPZB60nNezTsJ3G3Th1s59DiPHr11+/vb996MbV5bZZr02zvv8//s+fvJ3/4/9evnr1qq7rfKrlUydrGN5Puvw9V2CeN+RfTynJCTzX19dfffXV69evF4tFXvfl3QsAkCGV8DjzEBaRAqwGDUC5GeCUNGmlREByMP3T1Szz44FR71yXT/WK33/5/QDi6L/JTCjvBwDmk/fJ2v04szkFp5zy6LOL47u/6gfLwKfLzEeFwDFL/XGa8HtzLY7X1unBT8Y18Bh0w6cIk0eZJ+fFfB55svBT4cEJ6HQakj09fzKbWynFckInHV0r+XtOl7fKm/3Hw5ql6nnmepzDMZNSAJQHkF3Xv3nzpu/7bCbMDRIAKFTC4p2TxJxSnr+O49h13es3r43RxpimrkBEKXz16mVT113XzfMMohDp5ub60O1IASuFCrLo6JGClaeJSk5YJVBa27paULuom6Iqq3GY8rHzIREpbYqybDvl5tnVrEJiSdFoqzWSUSIqMUOKq/X6R59//rNf/LuyLENgPoJ6RSlQShATYEJM+XZ59MkjikREIVJaU4xJhHMPzO/AWYqFESMpX5VAKszzYRgOIThUKiRW2jZLa7WKHLSGxeLMOdruvBADEGkTWFChLQzMjMoROVD+1fP62curf/8Xf/qzH583+nC+HF6s9MX6AsIUnRk6M6fmkOz2xn/17Tdms7TLzz55dQZxHRlZvCAIKEQMwc/DQ/TTvDvU2Lxcf5bSw/ab3jyrNhfV86tqt9vf3R323bzfv9L64urZF0l++c2b+5lvq8ZVjarKtSkXplqhtl3f+Wkwm+inw6G7SzjLPGsvNENVmSpaOxntdRpi2vG4d24IEFFFRhYRmcbJ+24YMSaf2McUo/AUUjekxugErTKaVKFtVDp0wzxM/jDOySgHMqU0R5dKrlp1cbVp6oogJX+wjd9c2pvbOYJ4if1850FHTj7684vN2fmVC98O/Tx7X9fNcl0kpmkaTeGalm1pmtY0jdK6VmpC71BCCpETK9RKCapgrI7pfvbV5XMQ4LLejX7243ac7k0JvvPdXX/Y3VUt2bIB5LqmFy/OWcr7h1lhB2pWKl9W6OZp93AnyRmqXn3yoipb7+btzqcQQ5jnuXt4uI4x7He73f5ASkOuP3SNenW22QjM9w83i2gRE0tC9hqrqm5aq2wRRQ3ATlBE8XFdzbPz+7v7b77+9tfb3Z1zkwAnTtqYsiyXy3V/6Id+IqWncR76ESELioBI+eDnMZBWKUbvXdcdQBIqUApcmEMMGQStLSnCorRN00QJoXPTPL65eWOtIU2HztqiNNZqBcyBORpDqDRptWxXA81+Tjm7wlYVYmRIiKA1GU2KivVyM0/Y2ViUqSAIznuX84eScBJJiJyZwHmTkWKKIU6Ta9tmvV4Ul1dt02T83jHaWFBppUhYqaKqluvNqjsrCmDGGPnQ9fcPuxCj1rooipjC7CYfApJOgcfJOR+NLY2tIoP3MyBrY8Zpdj6UdUlaayRtkAGT53Hsdrs5cdBahRBF8OLi+fnZs0Vz5oOMoy+tevXyUxDrxvT62weUxpqNXZSkKgTLkWLE6HmWIJJi5Bg4UgohCaCxRKhiOuZ1iyApa6gxVBsqFWoQJYI5eAwRSNNyuShLyxz3+23f76d5dG4CBGtNURSI6LyfJi/KIUlT1evlYrGoEBk4kgJSWdEfnJtF2GgSoRBCiP00x92h7/rRh7hcrqu6jpxYEmDSBhiC8yKALFnAGI21i0V79fzZOI3D2HvvmANpKozJnf9+N3gfSFHZVilICJGFY2QAbNs2N7rWFHPyGctpbKGURkAARaTquo0xEimtjUItiouiqssiRthuH5jZuXh7u3fO141FlOyAQMTdbhtjCCG27aIqq5Qy8lxy8ICIzLNPgEgkUMYEwhAjz3MgJSIQY4ohHQ7D7e2W9BtDu5u3t2/fvN0+3KfEdd0WRSUM8+SmccJCFXX54vnLs00qbH1xdvFw2wWfJIKfwn57cGP4h7/7B6uLy7PLTHdDgRiidy54X1eNJq2QcoGXPT6ZzwmAwpDtYSklTfQ95Vau/JlTZhoBcE6WZcltZMgNW06F2e93fd8bY87Pz1+8eH717DLL6LSmbAo7Lk1QPVFXvldZfVDFfSAuO1VlT//vB/mBp4rotI5LKf32t7+9vr4+HA4///nPX7x48b5sFQkVSsYFS04nPLJvj3AFAGYE0ERGa0Qc53kchmkccy2EcETr/Ws3ISIC/Fjw5x03KgXH0iYrKbMX5mSEe7+DkuN0Rz0u+o5piUcr7wdiTqWUYkUgCAKQaXPZ4gVHOMxH96ePB+hjazg8tqdZ7nhqtB9DlTGXQk9GUacUa3zP2STyPX1uNkj9kFYgv5Man0h286nCkpSo07pPKcwpCSef8zvaaZa3CmZhFgsIECjFqJ3AHMI3D8P6t3evC727fTjc7/u7bjhM4zA5N9/cvX3o9r1L68N4+YKff7b6p//2D795O4jZtG3btu3vBRP9Ll/ZqZTPq0uAk4NI3rx58+tf/erLL7/86U9/ioghhHmeM6JKQ5765GYvl63CIgqP2A8R0Trl3i5X6vS4c3/sKfLWmyVbPh/7xkwwlfdDPP8nOfD+0Cf/bv/8QVOdvz7t9N/Lo3+SqC4fi6b4vVypJ/OzJ7enI//ng9tcvhDfyaPlUYtw0g8IvAMlAxy7fTgGZ5wMuO925E9BuHm6dkrjwO9MVfCEZTq2fCSCj8+Zhf4qe0JY2Dk3jmM2XgtGlRtLRFJHbyEAxBjzeZVfVEzhaBAF0UTr9Wq/+8v9et913TAMzs0xBudcTPNqtfDeT5OCY4QUiCSRlIuzY+ArCyKSMoWtrUVrjj0nIpLWWhtEBCBbtESDD84HTlFSDFKANtqoAgVz7rIpbFGWtiiOQnWVFetMxFoDEgMEhgCYFEnutwUQICGKIiSdezzQWpFSwKwQEY75tiiJMFZWxejnqR+nMcSEZAMT6LZo63lw3hUipO15YBCcbbm25UrbBjwqRGs0CCucCzuxSq9eNH/5ly/+9OcvzldE8fpy3TdVuDzDMIF3UC8oUHPgxQOXtw8P+qu79eU8D21cVAJBmygokYEAh2G/u7sP09A/3FjAZ+tn+32YH7YH9JuFOv+kLkyZoosxCoSybNfnG8Cz69vb2+5utYHLK/P8sqmaM6UXjDS6vu/u+oMZh+v97jqEXsJQBK4DLcvGzAYnbcii18mBG2fjGRViGhV4VDxNo8BhnAEgCISYHANHERfZsyChrSrLlalQmbDbT+Psp5ACp5FlZqFC1UtVPqfzqxoYpmFgDNUCy6Ycg2dJLvIwdwmNKJo9gzJl3ZI2IfUhxLI2ZamtgihBF0NR7QuUtqWm0cYYVAWAjTGmwCGmpkKlmGUSieP8phvT8qxCjAJuDveH/rbr79tF6Yc0DENKUwg4DAGVANmmbZvmcrnEZTt/8/puvxvc5P0cBur9cBfm/vzss2eXZ0ZX3QG6Awbv3TxP87jd3U3jTHR/c33XLpbL5SpxKGsCJYZ0N82TH30sikJpggBTXUSjFKONvJ/DAzAyCUNykVElH8ab29f/8tXff/n1Pwt7HyaA1A8Dc2mMaRcrrQqFXYowjfMwjHXVMkPGGMQQw5wEJOWqLzilQCEyi4/eB4dKoQLSpLSyhamacorlHOcw+n23I600KVRquWqXqwUqCiGkGBEtkSLS2hgEx4kVAgJao6tqgyprLpOwsqa6vDpPgcaNpABhtA93s9aYmAESQAKIACbz0o+KrBjHYRyGoa7qtl08v7rK3CuRo0mGmSMHjoEiMkK7XD1//sk47frhYb/r7+4ebu/vmWekowBMJpicT7wXxpg4Jqi0tWUVvJ/TBCrWzRJU9Gma576qGmMKwZjTdqZpHIaOJa3XK6WIlNmsL64uX7TNWX9wRlV1uXz16seVWe+303//7383Dik4lNoyGxBTFO1ycbZeXyhFKcUQfFZgaGO10doYpVQeCmbaokJbmKa0S2OMMCTmLPtUuXxQShECig9ut3sYxkOIE3NUWqHCLB2a3TyNriihXdjVcrleLdqmRMVu6lES5KUBcggeAY3WiVUIwQc3zWG33e4OvbWl3uiyLMd54hCFozbKOR/cBKBYotYoqMrSNotmtV6xpH48hOhDFK2pqkoQScmPQy/CVFTWqCAQPUuSzBurqppIkzJK6Rhn53yMrIhT4hM5WWubJ7MpibWolDHaEhVZ9QGYYkjDOMbkfLB1XdZNlREj+/1umiYi0zStMcb7wfswTS5b6EJIIfgEBEkAHIhwUqQQBGOUGBlAMcvD/f5NfT3PkhLevL29v7kb+q4q7XLRGGNDiM6FYeiwIFtVZ5vzulrU9XLZbr756lohGV0IwzzNbvTffP3by7PL8+UGmLMLKXv388cSPkF/K0XHEf2Txi/Xbajfza/fr9zgVGMIHA3qxwk1Hl0ruRTURhtjYgzOzcy82ayvrq6uri4Xi0WMnjkJnPK8jm6uU//wlM8P3xs/9rR4e1qzvT95f9c6ZhH4NE2Hw+Fv//Zvv/rqq2manj179urVq/diJOAdzCQb9OAofcZjrQ+Pgd0i2eLycH8fvD/s9zEELEtNlJRC5Cfd1g9YXCDgkxwDEDg5CUEebSMooARUbjn5VMidzEDvNLWCvxf4+cSWpxBFVO5jUUAhEOLHWy38mB/qA87rhyWkPMYyAD3tTvPm5T2R5x/QHuMTBj7+0P0eALCw8xMhKYVaaxEO0QvoorBKq8RRBIiUOY493nlygpzR6MIAACAASURBVPO5ZiXEJJISiABpYjCRzV//t3/4p1/9CyQ/7nvXzXFKEgUYUNgnlyChRl0264uXP/npn949/M23r6//y3/5L3/+53/+6aefFkWR9XiZUfs7USgfO3nyBZOjKgE4K1Tzhvphu725uXn16lVZlgDAIAlEMt86y1w4MzlSCFn7AaewkbwvQkTvvYhopXJGClF6/FnH/TszhxRVIv7dge1P/Wkfzbv7n/3n1Meelnj5CyLK3jZr7akXyv/rA1PiqdPFdwTOUzYhP1HA//GJUh/3C+IT7va7nhMexaJ/0G+iPvjio67YU0QHcwBgBGKW1WLx859+gYz/8tWvf/vNb0AgZw/l8+ejpmRtKCcGMcfsHs4K0sdjERBD3bRlqdertu+Hw76bJlcUNsUwT2NK/M4y/CiLzcrS/CH1KAYh0ma1PgshhMgAGpUGka4bCQUBMmMUQVlTaW1Zme1u9z/+7u/b9uyv/uN/Wq/Py6qaZ8eQACMZIAKAmJIXCERP5OcqN+1MhAD6yLBRGUNgcmt9vJNkTWoCECVgEtiENRVnYFZjsNe334aerCrKQ1HaxfqyvXz2xdnzn1G9gUCSgEOUGAl9XY5lrde1ocTb66/Q3a1b88lLceP+zevXhS2Yqwj11asNt6+Kq/off3NvqwuApaQ6OOLkdEOgIXEcht31my+vv/1Sc/DDwU93BuZ1bYTrb3/zLylstX6uK71erM82z3/y478I4eXkB7Ibl6pht7s9hJv7eXsXfvGLKwD2qRdSr+9+3c+vH3a/EfCFSdvrtzAMl7pZ45pHdAPXVW1MwTWXo2x5N6cJeWuMmBrmOQAkIrQl2QJiEsH8zoMibeu2Xm5kVFQC1cHvnaqrRVkcXL8wsK60GKB1MmecYJxmNzu3WbW2MMLpWYK7e9h2UC6lWRa2aL/59u6rrx/6gfvRk7GoafJ9ENaKBcIUXt/ttoBE9tlq86xWmSNfjUPwHkJgahVCCn5MAWM0ABWgixKYnUaKPI7jPsQePSqtLq7WiSfvRxecC0g0rX/64k9/8bOiuPgff/frv/6//vZX//y1pXu+bKuiun374EZFbIqiHYbusLv388gpSYKxH2cVRYhwj0iAqAiaRVEvbOSRyZGNHH3Z6KrUhshPfpd2RtmqMMuFdbMXnZKO4ziEME9z//rNb2/v3ozjzhakiAFht912Bxr6OQUFjPOUtg/boRtiiCBG4cQJx2HOSsgs2qxtdX61QeAQ/DRNwzQm4MIYCIEhkSkZUkjBWnN2sV7JMsMtWVJhbbusqjrfcmMIwTm3WdvSwPXr66F3zoXCVsM4zPP0+ec/KivDksZ55ARGl4aobdqLy8aaansTg7shAoAkkLRBo0kBhOCzREVEDof9drsd+6Ew9uLszJoCBbPs2WitSQ/D8Pr627v9TVnZs816vVn8ydnPvvzqn97cfnNzt51mr5BcSGEaQppZOK9K9ruOtEGlg0/GeNI+xYhxYplBSVEaMgvvR2stYhGCM9Yao4+KdzLG2KZeGFNMowOh87Nnn32yUVC09ep886zQ69Lw9FNYtMu6WnPS0YOh6seff5Ei/uTHXzDz4XA4dHvn5xBDloEkjiEE733w0XvPSUCU1sWiXTOLc3PmKhMpVFDXpQvu7ds32mwWa51VGIldVVnv/ey8m32KmCLEyJUqS1s1dV1YC8KH3U7YV6Wx1ihrrCZgcS7GKBKzUeo49bPWLpfLqiqzzS/Osxi13Ky7Q7fbH/phTAzaKFtUpHVMoev20zymFBDB+8Ac6qZMIaQUjKGiqKwtfZgRCmMscxbEjjHw8+cvmqbd7fbjOHoXlKIQErM3xiAoAPbeOecEOCVu27Ysy4eH++1uF4LUdQkKgBMZMNYURVmWNQAGH1GhUoRIXTdcX99O42yMmWfX92PXDSkec+21soHVfj8xiyFcLGxdV5rQzb0xhTVVCNklRSlF5/3oZh9DGrxC3mzaaXbTeBiGbk7ex2TIPr/85OryZWGas/XF1cUzTMb7CIJa27P1mTV2HEdOiR5lioSqNFYBcIwALOr30yOfLI5Oi693iq0jNVIf+RfMnBebxpi6rsoqxzzrvNar60ZEPv3006qqpmnKwOpTHfVOLv2DqXpPkSpP1Zj5KWOMj9EIR0a91joLLxeLxc3Nza9+9av//J//8zfffMPMGUh+AsM8LVGMMafnOaLOEU9elVwc7na7YRj6vr+/v7+4uPj000/7vi/L0lpLRIB/3PIPn1AxEeCPAsh4J8Z7Ako5xqwryBtNhf9KGgf+QGvlH/jy//XmMZ04VVXVti0CynHFd1LxpRgDHwMvjsK2eZoO+4M22vuw2+22221ivn79Zho6EcWsWCAGBpWUouvr+7ubBCm6MYBPFkEJEihNCgkVqMg8DP3129e2bIa+U7pSSk3TNE1TXdcnAd73t0PfpVk+JQWJQIoJ1VG3kJux027nSX/8Xs8AjykuCO+SHLLgOy8GRYQfnWAxwqllypuukwg7Xyd/RO31v3H1d+qIPlhtnfzBWY19ei1PkyI/WPHlJuo7IZ4fvcLld6z1/mCozO/Qpn44Gnmk57y7lOH0e77/nnxw0J/eVz+mpX7yWh7frkdgjMo/NKVYluWrV6/m2W33d7/5MjKnR/jre+zTk9AiG8szKSkE0VpXVbVery4vL4uiaJrGh4FljIG9i5v1JsY0jm4cprqqYnSHbrdoF0SKOR5vK6IAKSebIzIcwy0wsYTApG1R1IUpSBV+Tvv7ffAxghACgijlFKBqdF3XRdmGgN77N2/fZJ4Ni6eczadBKSYNWpM2mcXMIgyYq5kQU0wpniZwp5jUpxQkSKASEBgXuO/CMMbAFu1qluWbBxrj+Ot/2vph3xbVth8///TF55/9bPXsT+v1j5BarQWFk58w+GdX6//4s88vLs8UcQxTnDtMYsgO/b1Gf3F+bqjsB+53fr+/eRjZcRIkFvAhCLBCBCSNGkkJRh8ehrHvuodKRUyD0VNbx9KU2pjdVr/5+rDdwi/+4kfPP3mxPv+pLc5NcX5xtT5/9klz982424MeZx9ubnzT7nyQzVmVYBrn+8JK321raxZlaVEqQfK40CbNqLtkJkZyjKEMvClUtAQ2aRJtaVEuONV9r5wfh2Eap2itWEtlZY2pY9KHIaGDqKxdrDdgLl88v/r0+W9vfrsbHoY4RIj2TMoNu9lHBhbFkEJEYCHKaXBQmIZoIVBW1UJADUOKUaWkWCKCMHLSSREAuMSRyHi/63tSSH1/6Lo9ACtASxpZE1ZKF+Ps/Szdfjp0vUBgmWMaXZjmOcwPvTgoQK3WFWBMKREZCySgd9u+Lvv1arOozqxu3QTzwHMVVQpummM1xTgphTGOAKGq9Ga90ZaqstLaKCRjiqyfi+ytMVYXTVlqK0Kh7++xLJtyYY1WwChSGIPK77u3bp6jmoOax3FMHGJ0kfdFxaao66bq+57Zv3z5MgUWxhQkhuRdUlhcnC/rui50mTf1dVVvzjd1W/d9hyBakzU0DP08zJObIkdA8d4nSdrooiiUwpiCQAIUhQIIVmttirqptcYU4zTOAGR0maIctu7++s1+2znHCvV6tSY0RVmTsoSFcJiGzs1BYUyh0Ga2djzbXHjP3ruUIoJoUoW1ZVkYY2MShSkm5sRakzV6RtTZvQtHGbYhLSxRolI4+/H2/jrGMAwXLC+fv7g0uqir9vLiCnB27tD5MLvJhSmlGCOnyCCoqVDK9G6v1GxM0bZtHMc4e+em9bqp6sU4OKW0Iiyqmpm9d8aYvEGIMfXDQOhBzDDMh0PvZ9qsnxVF3fczF4Go/fSTnxhjNdkYRUQh5pjTarFYGGMuLs5F2CfPHB+B+9nITd9+8/r1mzcxhq7rv/36tZtixlSgwvv7267b398Vw4gu7g+H/eyqBbRtuwhxmFwCxCxBFIEMn2zbtioNKUoxOTe7Oe52D5pEqarvD4ZImEmrOMZxdMyoqCyKApUVoWL2xhbTNDsftNaEbLSyBZFRpJUxRhtQSldVHVLM+RaAkt+rGGNKst/vchW+WBRlWWoyzjtSpJUFwKqqUmI4NvA4DnPw6RHOgMwSY8qfa94HZtFG13WdAUVKqbIsioLquuqHg4g0TblcLRZtXVjjvfPeK4WcRAQ4sXd+NjOz7Pf9bjf0fdIEWiORYgBEKKxOiRUKs5RF3TSNtW2+bBEpJfHe992QUrSFASminwWkbdt5BB+0KWwmmsQQCXVZVNaUZVFVZV3Xbr2uNBnvQ1mU2TdxLHJO0j6lgBE4r+bek/99UAI81hXqY8T84yd/5pDlufZjEygA4r0bhr7ruqKwZ+dnm81muVysVmuAL/JpGWPUOrul1CPQBT66pXm6D3i6rDvVWk/avHdqwMe+NHPwIStmp2lyzhujm6YZx/H29u6bb74dhjEPlFNKMaanJSLCOw8eAOStRm4LT5rPcRzv7u6++uqrYRicc9M0tW37aKE6DsGPdPsfVqB+N0P7/Srxg34JERVSrlmePh6f1m8i7/7+XcV7ynZ4jAJWivIxVQr4Ee6UqS0KREAhEqH6g+L+PvIL5+sO5VHDeTz5vo9s/861KN8hdsJTONAP7fdEZLlYXF5cgMg8z3lPFcKRXfluEAiSkgrBb7fbaZ6J1Ox8TDGffMNhPw8HIgugmTFBUgS6wOEwcPKEgBELwsKSBmVIldaYAgVlDpG0zMP+9Ve/Xi/Orj75/MdffGGMmec50ywyR/GpJe8DVeFHe79Tv3c887IwWsAYk8cSx/3kievzkeTDx4tY3rO2nyC5x6vx2ObJ034vP8B7f1qL/a9v7X6ICfAD1ujT9/aDTdTjIz+8B31PU/dU7/lUm/m9Z+f3R5o8yhU/vKROP+odUPjdreJ3cobwuxfYD5nWZLzMBxvOJ3cgTClZY87Ozs7OHqqqSillcS/Ah+7Bd/8GIHU0CjOT1rqsyvV6fXV11bbtarUMaRQYxmEOniUpAAqB3ezHsS9K4/2MqlFELAlEZenm42+lHnFDKIIpsnMxJahs2TYrSPRQ70jZFEUkMUqM4F1QANZWqLCqyroujbWzc8ZYY63z0VpTFEYbldVKWmNmkbLkgOaTnTIveFkpbYwVAUItSdQxjwFFBAU1aKuqLoT9fjr0PiRd1s0Qytf36c29++Wv5rmbm4L3fWdq8+MvPrXLH5v6WZJCoVMSSeZVQZ+/fP4f/rdfnJ0v94fb12+/sjqS8ig8DvtVU65XlwqqmLzI4fr25qZ3O4esmGwi65HmmAY/zaWprbFktAAhktGmMEiaGAGTLGpTVdXF2frN302//OV2tf782bPnZ+ufa32OerXc4Or8anPx3NMU+Da5Ifh4f9+xpCmUk6ddx0QBOGyaRotIiCqwnpORaEZSoyAEzzHApIxrV4KtnpUHA8qqpq69M90QQ3CzC24Wa9CQsaYWKPeHOPdblYwSq3Vx+dknP/+zn//oi8/on/DbW9QDevblmqsNDx1qrbxNbk7jEKNnFKsAtWLgSlKLVK0W2sckgnWpZzfMM4NCYeAkRmUnvqASN7k9dqTMOMzTGKuqsFobhaVd1cWGVO36vZtoz0FUIsMCcnv7wBCVwn3ntUBrSY+oKCQRa63RBUu5306F7pTMRrWL6mLVPrvcvDpfPS/KBUlzcXa+2SyMsWWJRYHLZfl8euZCUERGa2N0WViFijn56LWhovp/mXuvJkmS5ExQTdXMnAZNVlm0+WBmcAu+uydydy/3o/G6sicCuRucHIDBADNAT5Pq4pkZGcyZMdV78MjsrOrq7hmw3XiqyvSM8HA3d1fVj9mstArFx/b1xYvZojo/P84yImTERMgaZbu/bPc7B/tInfeeJTFHhpAXQJRbo73HssjOzh60zbBZN5IgBE4RSNnz88ePHz9GwYuLi9XVlTFFXpTT+XQ6q4hIhLfra+dd23fODYnTaIsykgWNNeN/QY2skqRQWauzIi+KTISDS5wws2VuKz/E1Xa3utoOfWCGzKKamSLPsyyLAQfhELjdxqYdOEnXgAAanQUn7U62m00IHkRI4Rj3R4QKZFS2RFC5tUWe97obAYlRkjSmEY2lHZKyGRmr2q6/Wl0qhKLMtLanJ/emk8y57ZvXT4PzfvAhhRjDSASxJi+zEsk0xglDCFFrI0QBIMSoEPI8Q6VDEFAyOkCIiLVWIaQUY4xdN3BUma03m63Vl3nui3weGd68uZyUejEtF4tjEBVC8t6NN72u61bXV1eXl3VdzRezsijVIEoZRUqBstbaLCvyQinlgr+8vBz6YXW12u8bREWEqHG323jfbzareN0Oft0PjXN9DFlZlr2rYnLMSXisFEEkIkBR5HmmUam+67wHTm692VSlMRZ2e2UIFSCw8tENfkgBTIZZZouiECAyQ4i82zfe+7quisIgWuYYoo8paq2RiLQxxvgYxn6vKHMkHIZBWEBJP7iyLOq6LPPCGMMsMQRRkVBrrYsiZ+bgY4xp6J1zflS4pMQKcbTZEJEYfQhBG10W5XQ6BQDnnDF6Ni+JLCE2XZOYS5sXRV5WVW4NgHjvh8HLyOIXSDE5571Pu13Xto4TmlwXhUYkn5QkUUYzRU4puMSsjM7ttMyy3NqC0BJq59zgegA2RiPYQQIQCIgoQURjzQg4W5MRGURSatRHivexKm2el95vY+IU421xLze93U3NplCRgLyvo3g7oOsHK6ybEC8BANI3faXwvtlfrS5Xq6uqqmaz2fn5eV3XVVXeJlXegg2IeBDDySFo6r3123f35G6/945L/LfCoVG7Qbpt291ud3l5qZSaz+dHR8fD4Lqu895rrfM8HxcDMxtjbuhdCG+Px43RzAkR5Y6FR9t1q9X1y5evnHMgBwPP0Y5uzNZi/hFd2aH2Ud9bo97apL4rrvlWDUdww0t/mxP61vm8bbZG38U7ReM7Pp9j+z36VCIg32yPN/EJ/4JmT71dDquDG/2dLuPW3vx9+RMgY3oMvD9v467n6u/U7xGq46Pl40cPiWi9Xm+3291un9KYyMkxHtR6iVN0YRi6zW47fmJMPEYZEBFyxNQLRwANQkYjAhCLCkIMhYXZXE9KW9lMA5bWzCZlUVqTkZBCbVjpmPT/8b//n5/+p7+YP/wsy7LxwhivkLt05O8EuL3/BIzLbvTQP3TRB0HkwZMjvRd0G4FcUMDvgn4/oD9jERC+7evG7W+D3f+HI3vfg4jyLQF1xC1v8frxJz8q+ftXmCPJj23/e0HV+F732DFP8e7N4XcE3b//x+r7hlK3EBYR3tK2EeFW0nmXi/49a+n2wTNyKtBaU9f1cjkOCKch7kLag6AwcVD7fR8jj3eo6aSaz+cCaYyUADV6jI1G3uN7jsnvLAIpsndh6HzsxLXseue6iMpkFkQ8SACBlCDEFGIIwccYJ3VWV1VVVnSTjTmZTOq6NkaLpBhD0gTAMYZhGABVlmWjhdeYQKiAsqyYz+eEWhhc77I8s9Y6rQd2RFSWdWbLFHfbbbff96htprNtDxGN0dOAD9pkt+u+G/YnZ+GP/CThHKiEmILfkTTLEp6cn/3soydni7Or62dA3QdPlkgRxG82zaSak8HN1pMqAI7m81N6KX33Yt9tykl58gDPH5HONqvN/s3zq0f37y/P7mWzmbXlycmjaV6U5FJ/0a4xDpeJfUpydvr46VP+/PMXX/yT/+TT5enJHyk7bbz2aQ1Ex/cezM/nX379d2CvpzoaC1dX25dvrj776XJ5lGeZhgRtBzJ019+8wb2ro/ZuTz1pT5lGCGEIQzK95GwAi5xSyWyAIfW+azo21tRlhhAJBJJNMd/t4KrbDE2vWGUmPzo6+q8/+S/z83mg4XL/aoB2elIqU1I+qKwv8kUKNDRy+Wq3uVivrtxyvjTIVruLV4NGc//BPZz43nkQOH/wYLu9fPHiaYwt+0EItaAoScJxQAlGvPGB6+rkwdlHhMr7KKzOTh5mduIHNewudm0TfDw9P5vMcgG3vnbrzcp7R1TPl9Xx3O52122XUkraJE1CRIYyq2eT8sQN5tH9n5bZoz//s/+ymB+RNgJYZEWe5zfPSGBmgQyUZU6oRGtlNWmNpOlghY1KEe3b3XZ7PUQ3n1XL41mWgcIQY7NZv3nx/IunTz//5unXAbdYeCIahsG5QWtTlgWRebneINrZdLlcLDhuVnGXEgOjUqbrdkfLkz/6oz9NLqL6zWa9u7q83jTXJ8PR//a//tfFYrHf7f/7N19u9tux0wMAhVTm1oeUUoqJVUxaqaywLCkB2txYq4lU1+1zW02q46qgMptozK8utwSqKvPPPnqAiAJcVxUzO+fa3eC99z75YHwfu67frrcsYKwVsdvV8OrZeuh6YzJJ0rYtImZZJNIHQbQwKWWIAFgpGM3rU+IYvfcdQGWMDjHcv382O8mvr9fPvvnm5YtnRaEfPrx3evrJ1eXz3/72V+vVuus6lmSQstL03eAjT6tpVpTGZNPpbN803dBvNxuLyWYFM2w2u66NZTlRaCDJZrOx1maZHQYcY2m01py4H0LbeklGknnyZCbC+/3++mqzmLCEoq4mSmE8oHsQo3/27On/+9f/9+e//eeqqs7unWZF9tWXXyhSVVkWZTmdzsqqFMHVarXbNlmW5Xk+X8zLMvfe+zAw+0mdZXaiKO6aza65UuS7rt3v0XufYkoREidCg1bH2KeQoqQQfFVZJNysryM7Zu9cq00VUnR+GNIty0Eba/q+69yOKFSTeRIQgH7oN5u998HmlgIolUTBZrNZr3dZXlXVRGvjY+i6wQ2eiDiNiqkkKaUkPoA1oAABYL9v2rZtmk7SNrPVbLZQCo0xnGS/39+CHiHE/T4UZTadlg8ePFivr1erqxhTWZWTaVWWhfc+hECEeVkaWwzDMNZ73vthGOqqnM9PjDEp8Wr1wmhNiCDgffAheR+dY004m2ZHR0eTySRwapphv293bhdD5CgpwuXFxg88m84fPvjw0aMneVZstttdu89L2/dtTE6RZIUGCF98+bka83Y0JuZ6Mrv/4NFkMhGG4NN+3128ufryi6eLxb4oyt1up7U5OT4egwRuwqIVKIgpHro9Y1gCpB+3FX87iWEMLQDEb/lNCsFYXRTFqDmKMV5eXj579uzNm9dPnnzwB3/w008/+8RocwuUEVGWZe+jO/2uTM53ZHu3TuMjV0hri4hjuPRYbLx8+fI3v/nNr371q3v37v385z//5JNPRnrnaIhIRKNmajxcIYSx8SNCbchmxhhCAlCQOMYUUgoCSSGQRhGIIaWYQG5LZzokmQsIgzAA/dvDGd/1Ef39uZvfIwW60YKJkIwtH/y7yJHUoRPB//jKXwvz9fX1ixcvAKDve+fcMAzjiQeAGD2zICLDiJtJDP5GmCV86L91hlLmGtEAGBAijQoSy7A4qWcTezQrzo+nR9N6VpYokGmqC0MGyCAaDWhEZaCKP/75Jw8+emROHoxL8PYiuXWPjTG+g0R9t/G7S5YbjTeI9JiCHQMrUESU5/ntrOUGhRgTvX/oSrudysCdsBFmVjdBb+/tgu7kTb8Li93d539XDPCuqeYB/zwALzhe5yNjdzTevT0m426Pp+Dm/oJKwe1JuTU4gW+nZXfnDQcJH/yQr/E7fi134Wm5uR5utnkXXRtNpNLN1ETxXXrne5R2cJuo+C4IiYiCb1M6vkvjVO/ccsYbxN0+f7SSGj878ZiX+q0rzI2jjIKDNPjQiR6kz+qdvTqsHGOI2ZDOrSSlNLAWpiyrmRWhZolGj6my43WRRqsxTiA3CPToNTeeYjeEZtdzlKYf3HDFkbumN7rkNByGnZwQhVAZIlSQYow+CgsB9l0/9P3hqpSR9KXHNYBIRJpIj0LBGFgEOUEIaRgckgFRABhjGPqBmYuiMKSrsprMJiLCwgoxy/PJdAKaTG5cCCYamy0E50JJsNv3shuUC8RJRdeHfhf6i+OF/Oc/eXTv/OTJ8em0KF6/2Xbhter7wfmyLE6PF9OjhSEVXGSfSZoKF+3+KYg+Pi0efLI4ObfHZ201bTmrhj1udy9VgUd1lRVVRg9odqIhtNeVb1rmog8BFGbFSVUHm8XVyu6bivQp5QVBAARRPJnOpouzlDoVX07s1vuBNmHT9K9ebb2Xe/eOzs/OM6XCbje4i1zAZBaDQh8B42gfYFBrnUdIIWFVlj11+6Hp3L5rQu8IyVgLMSSNSFgxF/u2aXauawZCNZ1Qjdym7mL3hjx7HCK6EBIpMjFYA0VeBcBBwtArSYVBs9sIgBbW26bV2Fs9zBeL0gqLzMqTzVWzuhjc0E2n2WIx4xAAVZGX5/ceLZcPZpPTuprX1awoypRCilGSZHmd2TIlmNZfrXdXovzDR6er9eunz74w+nhS1wD06OEH00qUXHedwpCjAWsy72XocVoXdXlyevxks47HC13n8oc/+9P5fCkw5o0wAI+LTZNmFgHLYEUElaASBVEpGbEaABm9umb1/OzoPAJnmbYWXWguV89evfrmxYvfvnnz9XZ7mecFoYvglLA6SNNv6S0hs5aZLy4vr6+22+3W9cFQbkyhtU4p7Xf7ZrvfN3vS9ODhAyetSNy3e5tbFx3fTNqzPCfS3vlhGFJMAgoYiHSe5WVZxOhcAgUikjhJjMGW+dH8vCzn5yePZ/XJxcVmtdrFwI8fPbYWneuuri4SR0JC1Cmpfkjr9W6/61Lk45MTAIgcs8y0u/DJk6FpGoVojbVZRqSVQhCIkcc4bKtNnuWz6TTPMx/6y6s3hKggfPnV5yEMi+WCCC/XL19dPd3t2t22iT5eXV7mmVYyM6Q1oqTk+z4vdVkVKaVIMYXg+sENARRqY2KKI0aMRFYXImoYwtC3IJbBjzPl2WxWlUWWZSNNoOu6FJkICXXT7l++elHkk0k1t6YoqnyzWe83v44xLI+WVVUZS6SVQBhcM/gmhF4pS4YVxm7YxRSd5+3ywgAAIABJREFUawtXZbktq8L7frPZbDe7s7OzyaR6cP90uVz6MAyujdEpOlEquNi+ekVXKwAMdZUzx7Zp+25wQwgp5Nn4eUikRSSGsNvtFKT9fmcsWIt5brVBJKWtlqRERfacUvJRXIhdF0AFbcu8rCe2QG0Hn9q2Q9KJue9d07TbXTO4lOXKueB8iklSkizLtdHeee8jKdM68T5lOUpk13kUGno3dM4P0RhrjMkyKyLDIDHGGIPWZrFcNPs2JXYuagIR9t4JcJZbbebHx8vpdMKcWBJpMDZnSW2/d4NTyEVhstxmeVZV1fHxyWw2M8bsd/vgA4CUZUVELCDsOIUx7X1wjoxGohB8SjGzllCLBlJmOqkn9bTIKxC13zfXq3XTNrt237RNjGEkf4qkGPwwNBwDKSjLsp5MQanNZpuSmtb+6Oh+iMmHlFjabmBRpI0xlrQec3MZmEctOyLggYV5M64eGVsy3iZEYNyab15vd3pyJwTuWyQGEUV45MEBCKIqy+Lo6OjJkycff/zxw4cPjNGadEp8+2TXWqcUbz3kbmqbH3fd+OFf3ZqNK4UjM67v+9evX//yl7/89a9//fz588lkAjdxeaO3xYhG3M36u/3H+FtrrUI1OhpeX183TfPxxx8NwzB6fNxMdcd8pgP5M44yjsQjZ1X9Pvo9pZR8j6H9aBTKd0Qxd/3VfxCWkG8tBdQBT73BAN9JQkelWCHe2PKM9sWj44/6rtrrd7RC/E5T+dbiufuGcgs4q7e8gg505DvG9XcXw50O6McXzJi3LqvV1dOnXydmdQNVJ2YQIMLEY3Apyg0dVt3WzYhIeDjxEHNGq3OiHJXOrEFIITQfPjl+dD6/d1TfO5odT+t5lUuMGsRqEBUBQZEWZdHWNl88PJtPqpyLw6N0XENjWuXdjuWHKYvfpcMSEfMBGrbW1nU9nU5vDSd/L5ns73K+3zEOwRvj1+/jCfx7N3vfFbzdPTKHMdjNnWjM+x7bvJtDx7cmNLcL7q6L1A8eRvl+/d4PTLa+h9UpByb+zSkY8fe3QhtuSe1K4E4XKrcZDncZ+ep7Xt/5XPV9A6a3Jw6H9NKxo0wpjp876ptvO+c71ILDiOFGJ3Dznvgtw+EWIUQkVEaBAdIgxhoDQAowJccSWIJCAzIm+egDO+DwHEGFqBSwpNEI2w9RCbXNcH25AVEKxFIRWQ5uY+SVSqRAEyEgR+67PrO9693mem20YYG+63a7bQwRDw40IKBQEaEWpYTBuyismFWM4n3MslHciDHGtmtjiESU11lZFMbopmu6fmCWLM8nsyhKKYu+TQBamxpUrdCRpuSHxJRYSQi+7dvNS9e+Plmmv/jTB+f3Tk2ww1VjyfVh3/Wr1bY/wtN72SkbYRJmGQYOAzaNbRtljD19qD77g6qec55fm2yXF7VKk2ffPOuHTZRgsjzPphlogBS6IPLShyomr8iA1GSP89INvux9zlCRzgCFgVlilpnlcjG4+yr5SvvBUV4mc51eve446swszk+XRCZhVtZtlnVWJR0SgRcYQQAEZVHrRDEw1vaYadOHJvreteJ8zkyImSFAhSnZvoOhS71XEQwSgKVI6XJ/Ed40uuAAw5C6ruvyIq+IdKbdkHwnfce+V6iqqtBdl0A0gmLPccggVseLx13fb/c7raa+p9Wbvms7q8r85IgQrLXz2fIPf/qf759/spw9mM/uFflEaxNCAImcko/RjgNsmRx3V2TSgwfLv/nlsNv6xeJ8uSzLYv6zn/+JVrv16p/XazBm0EYT0tXV2vWdXcxn0/Pl4kHfrKtC1UV27/TJbD5PKZLmkIYQnTbakEWlY5TElEArABonUdEJRxAhReNgSAnZLKfaMoBSEtntut3F682XXzx//frlZnPN7O7fP0sofQoAIoCIhuhgy25trrXxzu+2r9pmGNzQNl2RCWmT53nbNl9//WW7b9brtVJydu9k4LLz2zeXr3fNLoTQuz7EkFKyNtPaEOq+H0ZCHSdWoKyxZVHEpClgYscp+hRiCiCU6fpk+fDjJz+/f/bh+kHXNkMIXFcFae67LaeYONZVfXpyn6gcHFxdbJpmINQffvQhEjrXD64LTlKEsbGLIQ7OxRBj5BiT92HMzwwhxBgU4tB3Xdd674xBY+Di8lVZZUVpyzLfbC6ffv35arWxuqirqeu7yzev+2ZTlSgx5dZqhXVezKd127WQgMQPLvgwRBbUVJRFWeZEaDVZoxB1CI13bhii88H7QER5VhR5bm02hss3TcPCmsiarG9j1+3X21XXN0iwXM5fNLvr1WV1URqLeWGttUSMKikMWnNWYD2x80WZFdl8WbVNK5JCHLRRVV0gqhhD27YAUpbZYjk5O1sm9t6XgYe8ICTeNyuBrah9TENZZNqKtVmelTFGt3dJj9WQGnVNwzDECAKxd4PSJkcirRWCgNjMcCIBSCmMBrYCyocU09D1g82rvLAFUt0PSTgJQEqS4jAMPiRQKAD94EJIMUqWZXle5HkWXIqBFVCKGKMs8kyJ+CFo1BxZCVqyeV7kRU6kmNPBoiYkRJpOJwDK+8CcFCJz3G43oKQsiyyzi8XMZtl+vx1DO5RC74fOhegDEVRVXhRFURR5UWRZRkRlUVVl3XDDzEVuFRKzIGqtB+9DjNy0rQvB2qzv+5RiluWZVcJAyiwWy6PlyXw+z/OybdrLy0sXXDe0V9dXeabLqtA6Y46JPUsMcQgi2pCAOO+/+eabxaLne2Z+pLTNprP5kw+IyGZZnmX23v3709mMhROnA29z5OQRgVIswMyjNOs9TEkeO0D+fktMuKNCV4gqJQjBO4eIoA1Op5NHjx5aax4+fLBcLlNi0IfJ+Nsh4LfqJDn88sdoTe8Ub3dzsG7fP8Y4bjWy2169evXFF1988803oxrzrvHhLb3rbtTZzeifR1K3iLRte3V11bbtarXqum63241gzFhojcX/6Oxw43CRbgWERBpgzKtQ6n19iMhbFeAtP/Z7gTm5O/j/9ovLuwjCu7X2bav+njpOveuQeUhEuE3c/lcnnr9D1IT3Bax/30p7v3PEvwbfI1Ih+H7oRvM+EAkxxJiIMMsyIgVEzAJjCAaztsZqQ6htltWTej6fW2t9t9u8elpWk6qaVUW9nM9Li8LtH/3swyf3Z7NCjIo5Jqs4DR6SR0hEkAS8Z9KVAVtqptDx0I5cjtGW8IYmR3e9g8YO8C46932UztFk0jkvDOP94Pjk5MGDB69fvSEi5/07+RvfwVjUrRHQDx/EA5ry/j2Rd3TA/zO8RkzmW1qCUqOV9m0E+S2+d9ff5W6qwbcX2x1X0jv3sh/1GpV/O0rn78DN/OHm/Hflc8o7uyl3muFx+5T4tltTN+l8d91u4P1mvYdvPWZgjq5CNz7SB1qwAIxx5QpQAQmrxEkpAkgskFICGc8dA9CNcTHeMJkPH2aNrcqJa4OhvCyn0SdgVpJERYGoVLI2F/AsiZOM/u1d30jURtfPv3k+dA4Adm3z5dPfXl1dj64MMSTXe+9jSoBaC6cQAmhDyqAyxuRFUdb1hIj84IMP3ns/uICYYgzJJyWn9x4PPnIKAAFJGQNlhrkhDYRAkJQksNpYY7SC5LumWV29/mdJF6XdfvTIlvnw+suX33z56uxJda/8oIkT/eIyr6pk+J+e/QMh57rsN0fDDtqNSwlnx+XZvb6sd2QGFui6V/n0eHl8tN+tMTcCiXQGojkZBBNj2Q+1j3NQCIpW69AOoIs50kTZPAAQcEh+8F1KLolL0ZRFSKFXqjmZz2ezvMgLP7y+Xg//9A/P9mv95MHjJ/dPf/KH9+P+sr96ZiXZKkgXm53vurgP7Mk6AkbqpGbjbZY5DyFRiOQ9CBtNxju37ps1hCLHoiwXRzNjBHRo4/bZZWyhquZZ5/br3bYb+mN9OqVagf7i82fJGYIpUWm0sqr4+IMn3vP1akNYfvLJZ3/xF3/x6Wc/+Zu//dunX/wiPcjEF6k3vlWhQwOTn/7ks8l0UtWzn/30z8+OP7L6aHXVSbTTyay0CpSwpEKSNhjZF+WkmNj5MpststM35/cfPD45vX909OB48fj8/ofAu+vpfL/PUWFdl9vdtm0+328v751+dLx8YKjs9hfApq6XkHQKEHnMT09ICkkl4bFbScKiEioFpDQeXNVERMKIoSlACCm5oWcFxpIo8S4aKs5PHz18cH61ev7mzTPvOyFjzARANHLSMaXk4qCAjpeTrh+2m2YYIqGezyaWDKKxlso8X60vNptVXdfB+5RS027KeWHK6cuXL3e7bdM0fdtFH1ERoiZEZijLWrh3zve909qkkrW29aQCNemG/XZ73XZdhLhZbzK1OTlSIkZRfjSfz2rebHb/+A9/23brmNqu3w6uK4piuTi1huqyPP7JI04kovI8z3OrjXKhB0Yl4wNUUuQQAwCwjPP40T6XUooxBlDsnR/6br/fOt+F4FMKk0lR1bYs89PT5fVu8erVc0iJ6npWl7vN5psvL0SG3q9PTk4I3WSa1XWeWzOrxYW0Xu+dTyyiiJZHR5NJ2bR7pcBqTVorKbTqY0yu752Pk0kRgvS9zwtTVkVVl0rBZrN2zhuLRT63uipLM5uXJ6fz2XSe0bw9HsV+yfsWIOQZWgtFScYCUgAMZamXJ/OPP3n05s3FZrPrhy6JJw1llRNBSl4hCAQfurbbKEwsniim5Pqhubp6sbp+td5ctt3ug/Lh+cn5+flZ2zcXl29+/et/8MExB0QikhDCfr8/PTuup/N4FUPy+64lnZKQtgI4A4EoyYUQBdDqybwMrHZ7t9ntQ5K8KBUZH0JIsdl0Za7LzE4mc8Sh730IyXt2LoaQOKGmwkxKokEYQoxEXJc0KachDCkxAGW2zEwBoMhYUWqz3bRN23WDD847IbKj5/ZkUmtNIcYY03a3mc2mdV3neZY4dJ0nAkQYBrfbbXRWkc6iAm20JirL0lobQnjx4kXX9tvtru26EBKRtrYcze3q2pZlFWN0zu3bbr3eMavRXMpaY8hykv2u12Tvnz/4kz/5s67v3ly+brvO7x1AKkvNknxolfLCSStVT8sUdAoJRJqua4cYwss//ZNZPZkS6ZOzsz/78+Lk5DzPSlDKuX4+mxW57fou3USwJU5JEmkCdfBj/6Ge6k6RdpNtezt+fQdIOJSmIYSR0xpiyjJ7dnY6m03LstTaOBfGJ7sxNFZcIQSl4OZvkwgjmt+rMHwnp2G0URnJCNfXm67rmfn+/fsjmjeqoqbTaZZlo1xzfJMRRMnz/BZNGVOXx78ypiSi7XbzxRe//dWv/n4YhpRSXddjZZ5Sappm/OFtHThOpYm01ua2tvz3JHOO/ot3PMH/hRWhgm+t/dSN+m8UOP84HfT3JpO+5Vb3ry1f/yX93tvhjHwXkcAb34WUoggoxCzLTs5Op7NZZnMyZjqdnp6eIuLL50+/+u2vt13Mt31dTLKsmJTTMptm1mgEQ6IlkHgDkdNeokMSgwZFgg9kDLKPQ8cSRy37babC7dziDlLH75gXwfuC+O6EyI0oJCqFnJJzbpxPkNZa+JaVB9+NDkelCBXiIacR8E62290BD76D3t7ZmcOs5G44wX9A7sLv0lWOO399ff38+fPPP/98s9mMIr6+7733o4b7tp2+O5d651CP5+htQFnd5IDfwFZv9TbyY52e3KE18/uTTtQdRE3kNs5S/aCgVt2ktyj1rlfN+5C97xI71d2+DEBYDlkb31k7cjNyGiND+Z33v9lIhAVhzAfim+Yagcej+tYkAoBAWQACIRFiIGFgBq2BlFHISo2wwa03jkIkEORDEKQCRcZk907Pf/rZzz7/zRd9EzNdiHOJA4DkthjpptaA1hYJiizPs6zI83XXeeejjyNQGGKMPkyqySeffLZcHu22ezcMi/nS2nLoQ1ZoAAQgGWcIZKwpiCwziIyezqy1ZpNAGFGRNtoWpqiBYl4U+24dnRNAS7lBgZhyRY50RCSOlBKkEPsm9Kt+/4rjqxhXKjWqrjMNy7neXl9vXq13YZ/NZjqzm2F93a5AQk7VsNH9qmg3nOV6Pi+m0yi8j94zTtbrTY5uOa1Pzz8OaBkSq8hACVCBFrCRi32nU1LtEH771YuvX2xXDc9PcpXFoHoSYRVJq6rWfdgmfi34siiHaTEp8zLmqsiqxw8/vbx0r183qCrv1euLptmBToNKJjJYQdR5rJUYUYHFQDTRUYKBTW3yailJZ1Rnpux2e/GQWAkpF2MIUSQBElpDBc2WxWRhGYdtv94MjAZYIMsm1kyi17vBt/uYPOQmLRcn5dlCYxkGSMFVRVE9nDx58sGjhx8+fvTJetU//fLizcttu0uT8vj6cq+kOJqf/cFnPzu9dy8vqyKfrjfbvtkGT1lWxOSOj+bGkAIZc2ic93U9seV0MtUxtYujo48//XTXDL1zLngWnlanKupm93lVVcvFo0ntOE4Ws6tPP/2jo+V5DPD69ZU1s+l0KUycFCKmm1F9CFFYUjKElkBYsZKUmCUJggIWYJADDwCVIgUK8ZCPnCRW1fTR/SfnZ0day3p3/vL49Ouvvljvk+sHQuX84PyYOl1ZDa5PQx84shKIIXByIYQ8J2vJZhRjijGkpGPyQ99/+eVuclSXs0IkFUVutK6KYuhcDEmTjj4MvReGEQl3zqXIClRwXkECiCEGVKqqqmpSxqEKPmUmNzonZUUZBYkUWWu7ngfXXK1eGktVba/XF30XjJ6raVGWiywrSWttFCITaqWIwIBSpEQjZFkxzshH+oyAjJmpoEaHYQnebTa2aXf7/fbiYrNavckyrOsnZWmm03w2LZVYo5E5Dl2zvr7uu3XiRqCbVqVGCYNToso8P1rUP/n4p9t9u95seufyPDNEZZ4p1IasJsNx4KhZYDI5EoFh6DJjEWkYXORAJGVZeD+ICJHMZvWkWnLCrt/t9tdHy+W9e8fqpBQBRIUEoELiIXJPOhkr2gjq5FMHMPnwo4dn945Wq/VXXz2L0a2vV0RWFGeFVagYIoAnwzG6mPrMIKgQuQuxyXOsa3u9bvf7jXOLs7PHc55pTZcXl22/Vwqqquz7frfbiqQQw2a763pvM7AZGYuolQAMzoUQBufGyZsizIqijpCk7/vY9H0fkrE2CpPRyEkbq41FJG1YB+n6MPR+GEIIQpiYARgBSARjYGuyLLMAKEIAwGkMTEPS2sfQu67ve05irUZEEcccu64l0sbqECnEEFPwfthsJCU+PVtKSsxJKVEo2hCSYknCkQzGEGNK3nsFwDEN3eCd7/s+BlaAmkyWFWMJwSBKHUr/cW45qgw0UZYZqzNOEL1UVT2pZ9PJ7Hq9Xq2uBzdst5veNZNpEaOL0fVuqKtqPpnOZ7Oriys39NZkpElAdX1/tbp++uzZ1apBzM8fPPzgg0+syZh5GPq6LJhjN/QswiCigG8Cu28E/Sjfuh2+rwS5w8T7TgAV3OVt3dJw8jzThlLyYwCStWbsoIzRKSVOb8UCa013uHxKDmYDP14Z3mW33WVjdl23Xq9fv379/PlL5/xyuTw6Wt76Hd5aDN56NNzM7uF2vj8i1beZWyIwduxd17Vte8O2iyMqOKoQx95vVACllL71IIEx2F0xsyK5iQyXH8Syvs9Q8K59xt3zpW48SBGUEvWWHcqtg+itdlO9F267E7mu7mi1AIBBRgKvjKP8u0l9/xbN3q1F6M1b3v2C78S5yw8aTKj3QxHvhBre+be+ewgOP9J6/OY3zd4YLgcjBHR6enp2715RFAJqMpnev3+fmXe7zbZzfugR2ipvj5ZHi2lVl3YY+rbl2iiEAVRQKnJogD1qUpKUgIJIigFSCM45J23brVa3vcStA+x4aG5zAn60X7rTqCARatIiEEL03o/ReUikEn7L1VbAwnDD3j5ozm7I2u+aBb3LBvy+9So3HHEWlt/LUfPfm9I5RgBdXLz5+7//+1/84hdE5H0Y7W0OWnlmdUecJu97jV3KjacO311g397ObiNOf7TZ+zE6w7jvN0noB3bxHQK8eq+B0m2bB9+SB9Q7ys8fY+q+N5jhMGjAkd0Po2sLjgSPG8RPQFiE70S9/0gPjogs33JFxsMbY0TUCpHTGAhKoyQaDvI8IBIWP97/bsw5lQIUhcLCzASAhFmWn52d//QnP3/9/Or6qlWShAFYEWlrEYBZkjVic8wsaZ0XeV4W5Vp6YDCkl/P5Yr5ou1ZEiiq/9+Be3/dt23VNT0pNJ3Pvk7WKNJEmF2MIHKOAqOBTs+8AuOv6URUgwil4QSBjTVFlZZ0XsFge927TdB37oZgWOSpIyQrmiiIqSEwcIfi+2cRhHdwGZdM3r/rmMsOzqjw2Z9O/+83Lpy+urofhZ3/2kJGb4VXHLaGAZEOQfefapp0fU12bItcorFgB6KFNrgSYVPPZSQ+hTb1AFEBRCIICGMXuGukHp3D46vnL5xeb3puZOQLrEnYRFKAYi/XMQheU3ir9gigS5SmGPKuO5ouzk492W3j5qo3Rtp3f7ZtX12/A7424QlhHoUhWV1SWmc0wU6y6AE0jvhSqaJrlWZ2fLidLv19dpWa/6ZLizOZZpkT1DK7zzqq8mNSLk2rXu82ubdqumhR5PinyKUjeNdE7h5CzYApijDk9PZ5Njr764psQ2uD9ZLYs8iLPy9nk6MnjTz/+8PoXv/h/dtdDbmeQDKmszKu6nJydnpWT6Yvnl988fXPxZldXsyzLp9Oaso8mdUkalaKQxMdYTya2IKS4unyVWCaz6evLVdv5lLCeTjQ89kO1uVZFNl0uPtYaquKk63Yff/xhVdTrVbteb0+P57Pp4mAXcHj0MQinpDihCBAZxKhUYE4cEyfWipQgyiE8CRUKKFQIhKAgcAKRqihn09LoU4C4WCym00WKRK/VZq9iDLvObXdDVRdmYkmpXbP2ISJSkdthcMH7ED1FHdkDZNooIERigOBCu7palX21dMu6qoqi1LV2w9BSN/TOkEk+CQuz0mTAqK7tRnL60A9d51NyQowkVVmenZzuNxQHNTi/2+1z2iQxStB7ZzNjjGIemnY907XCcHH5oi7jbGLKzJUlGJMhosjBfwsB4aB7B0TSmviQL8vjvTnFSISECkBpQ9ZgjEVMw24Xr9dXTbtBTPfvnxJJVWVnZ0ccqTCFNVopiMFv1tfeb43xR8clpOR9EAXaqklVf/rxJ1fXG0N6vd2MT1aNqNAQ5dYWldg8m9ST6Ww2V0p99dVvUwqgUuec7x0iW0NjLIRCMBa1Udu2vbp6M6mnJ8cnk+PTaTkXkDS23JxYeVFhMi1OThdtf1xUhcKU2N07vZfl5+dNh4hDH2Ly3ietdTWpUWNMoR+avs8G14TUTbEgHQWc1lLXmQu5QGia3WazOT8/F2ElWJW1ACOq4+Oj/X6XUnSub4d2aF2IqaiyvLDGRCKOnJqu9d7HmIqsANAg2lpbVOij6t2+dy71zhhLhkAprfWYaRNDSgzMKoaUkjBDjBwih8gpjU8Zgxg1aUTtXIgxKRCOQgaJjDXZ4JxzA3MyJtPapMQhpODjfr/N80IpvLH5iErBMDgAmM5yIgRg5iigmJNSGFNCFY2xIYQQAiEG7wccMpONKlBUJCg3k1bFLC74sbtIiUf9OYAgAipQSpiZyBwtl/P5oiwrJBoGt983bdc07T6k4TibijjnfQgDTsqsMFluQAlz0pqKohC0fR83290XX36l9cXjRx8tl/e0saQ1JNbGamtiHMk3fDAXUGqccbAIgFJISvh9rcVbncHvMqC31iKi1mQzY62JUTEfWstRvmEMpSQsCW6s89Wd8fBtxzg+sO8YJfxIlfiOMmi/3z979uyXv/zly5evEemzzz4LIdR1ddffZTzfdwV7Y508RouNuzQesZveLzKnW2+YcSdvHDFoJPSOHNGU0k1XcutkI0rx75BwOCpvBL43SVu9Qwi70/u9xauC74Tx3XZKt7XdwbT04J31A3IePKR2qFuXR3VLdvsX1Orfdf5/Wz2o3t3k/fWn3M3teMuVAtQPhEu/8376oGXE8Xwf2pORiztGNAKMeYucEpOm8arLssz5MB7xlJIAgM0hRWBKQD6BT5IA2q7rigTzEkEUMEACiAqSJQphiAJEenwcC9Lm8nL1xn3ePxU5RJCNxkdKqbIsx4mCMWa01RqP/tia3kKC7ywaIgJQKY7zFVRK5Vk2chKY09j7jTcyZBxB9kP/J2l0NHmvXe93JYKoUBEKiJK71Me7Tfr/LEzOOwZB8PLly7/+67/+y7/8yz/+4z8eI0Fvhxy3+N6tCdINq/vb10gA+H0tkv6tG9k7X2p0zb2x7xvFv3hziTEk4H/Jcfq+36FCQKUUMEtMCeQw1AwBENGYb4cmN46deJeMMULGdyIQb9izh1sz366g8dauYPQdJlQGlWJRwooTIwIqGj103nsuUkpKAWnKsmw+X5yf3Z9P58/xTdcN3gerbZlnSg2gEqIYHTXBaNlnjbU2AwBNZj6dffzBx0cnp6v1dYx+SM6lMK5rTuIHN53ORkGotRko1a3X+32zWl374Nuu67oOANzQj7XFQTXkA2bBB0gJFrP5Rx/qeoJvLuzm+vViUlnMXQ+UBBNTYgAhEEhhs7qUcK3AL+Yle9j2mzI7mxUmYDafnJQZbIcupanEjZPO1mk2Wcyyx9fpKO4KvyeFESAhQFnMta2VOq2LE6sXKk0kZcoMxkYloiQiIAQUkCiwbfvdbi+q3XddEA9GwDqhPkEPaJHAWCpLLQjFxDFtmuvm8jkAw08+/oNPn5zsthtDsz/82Wcff/rHIdE3z1/81V/999/8w9++eX4xL3LuvN/7ulg8fPLRB48/qO8vGti+6V5dNq8DxKZzoYv3lpPze5+U9Ohz9fVv1p93XX9yMnn4+ENt/ZvLZxerF9pC4G7ThMBtSCEwhJDynBCy61UjKVgNJ8v7Qx926/YwFZpJAAAgAElEQVTrr7+wlB0vj5ZHk5cvX3zx1eeGKo35o4cfBZ/Ozx797A/6/+u//dX11db7LrOEwOvV6m//5v+LHM8fP/77X/3d5//81Zs3V3me20wvl5Ok/vj45LiupsvlPdSlFY1UJ46bze6Lz79+s/pm16z27S4laLqdsfDy6fV+RV1Hi/mjDx79LIk7PbkP4IrCSJJm5zWZsizn82lZEhD7kCJEUBGEFVkFWiJ5D4oCand3lkSIBBpG6gZgSsKQhJMgIIE12sdBIaDWApLZ6uzokflP+QcfPVhvnn3zzdf7Xd91l3mOfRdGSA+VtpmeTqcppbZtLy4um6bp+1adnE0mdVEWeaZTUkRiDACkvu/cMGRZa411w+CHCKJsaeuqzm05DG4UUK1W1wCgAF037Np11++K0pZ1bi2lmMqicmL/8R//8fnT1Xz6eZnNj5YnZZltNqv15mrfbPKcmN16dZHS+sMni+XR/Hh5VBUT0sZ5jyRIaNEoNhwppVGVrQDGVvBgFUiEPqSxPhNIKgmSmkwnbdf0Q/f69cvMmrKwu91GtC/L/PHjRxLR6HI+XabgL149b5t932+sjdrEycRao11w3g377fbVy5dtO3Rd13WdsaSt9s4lEWt0WcyOlvPF4ujnf/i/zGazruuKIn/x8pvtdlVVVYi98+1ms+37jpNYm19fr968utpct13jjMnyvBCfwVmWZZZI20wrRQpVXRc//dln2sCHnzzshs57r5T0QzudTZdHjyaTade4zbZ7/uz1rJ+Qttbart0/e/b1mzffJHGkebGczOdFUenZfMIbBxCNwZjC1dXl3/2d77qubZsQg3MDajWdTYah77ouhCAA2pqiyuaLqq60c5sQx3w8FxNrMtN6SnkBkIGQQlFIzNx1Qz94UMpkxmbGGJNa3yYGUClK8BxCzPIiy2iz3YcQu64Ps6SAMlvmedHsdpvVBgAUiDEms2Wem7KsqrKOHBKkqqoA0Puw2zbM4nzYbNbGtFobZvEhAMBkUo/NWtvuJ5PaWtP1brdrmqYLgW2R5QeFv6QUmG3wARikkLqe5FkOgs75EMJmsxnnxS74MdXN+zH7gVKKABBT2Gw2wDibLj/+yacnJ2dVXRHR0dHR0fXR85dPichkhUBqu33Tbqw1Xbe/vIyb6xUnKcvC5rasS5NP82LaNf5qtapKXq1Whko3JGstMzjXL4/meW5DSiHFECMAkCYkOijWlBrr+d9lRM6cAMxta/FdIt7JyYnWWJaH9Mhbm7gx5HwMah4tUmM4tBBaazj0oqINKYUxevW71Yfv1Le3CNswDC9fvvzlL38pok5OTseUwrEqv+u6N2489mm3fxtC6LpuGIbboLIbahVoTVrTrbQKlBr/Oz6+U4w3vomEeKB63alARsXQmG3wb2zL+R+ElKhDysY7SYz/Wkrn/9CXBsCU2Lt4kxJ26D1T4pRYgQI1UghAhACMAgOihRGEmA8QkBI24gEYlBAETVHrZHTSJFoJRDGGjUqKGUGLQh81k2GEKIoQFbKCwffDdnP1+pUaQmIgZXMyuUINiJm1VpMmZQ1l1mS5BaXyvJwtFh9/8tl8cQQAwqKYcUQ9BOJNAqaMCS44EkQBVRIZhE1ZqMePj4+Ocjf0kSNziiH44GOUECHGhMoTsNGJk2MVRDEqoXGaBZE5MoOwGWNJUogwOpMeLI74MMThccvIkAQSKECkMZZaHagFwJxuxi23Ix++MwORsW95p8P5Vo36lv4V3maZf48fphIRINIp8Wazi5ERaXTPZ47ex/Ez+QBrjvE1OFJTUzrYGnPChIAEieWOrYtSCn1IPoz3AyVwMHeVt92N37kSRuRfvY3m3bp33rAdbmj0SISoCEAJklLIwhFVIiVJ3sLt8QZIv7lfH/I5R/YBIilUwkpk9LHEcc0rROFxRKeQ8IYYAgrH88EymjWLjN9YE3JiBaQUgRxCKW9y5kgBkkJQIAefqZHFOaoJAFGNgDoqBgWIgqhulANKWAGgElEsqAAgoRoUACIoLQAMYySapBse+ugxyAoYgAgBdEIEEEEQQo06A0RFTDqg7lH3ioymiBiU8qT+f+7etEeS7ErPPMu91xY3X2LPvRYWiyx2t5qNkQBhMKMFEKAvAmb+p/6B9GnUmBmpoaWbTbHIYrEqmZVb7L7Zdpdz5sN1j4zMKna3ZhoCRoFEolDpEeHu5mZ2lvd93mQQLVvLwhhVesDBujiZmmrqpgcNWU4i4V56h4hKSq4omknjjCNlEWEwGtS3IzL1q/bm7XWG0xAhGyMJQZ1zhSXU8fr6zddGH1d1XVfVfHZkyD5++CQOevnmmrknWgHfHB5hM7sI8pvO23nTHM/+RFI/3BYrLi/1mecyFeO6hCWNF92yud2cTg5ODv9RgI3v45sbDt7EGuFAbmPfvRqvA3/20x+VdY04Pf7kqKgcmi2IR4B8xRLFgAAOBhu3PGwZ11go4GAOAnNUHRNHdUw1qkX1qmkc/NAaolMNuLp+9fKbt0z87Omz+fE/8rIsitnJ6dPZ4WMyRdEcsZscnz399a9+dX1+fvX2YqnLy80gbX9A9ief/dH0qOlj+/L8uxevvnx18Tsn7nj+448e/dQvf08CaehZY215XhWC4XBaODOfzslRkH5gilPD1YSRSPu+a6+812Z2dHr2+MmTJ8vb2xCf36zfvDj/va3cg7MnP/0Hn5ezyS9/8Ztvvvv15D9PHjx+8PTRp8en07OHR2/efHt9vQKI/bC+uHxhy+7owaxeTEwRXN2hu0gEAWjrq29ehhevK2dnP//T//no4GlhZ2ywW3XXFxeXby/a7Ro1WEmYPPnkYOk32l2ZHz06+ejhaV2Um83o7KSsDkSl98OYNraZTg6n9WEZbFQIEYOo5AswqmFhSqgaARDR7ghuiIAkyAoEtHNkCKiiACZi6Id2tV6eX56nFF1Rn52eLWYHVTk9aibTarGoTygcrq5g2BSF5RSHKENTzES8JN9uRjZgLc/nE2MxpQgc0IgpyTjWASMKOsvGMnKStF6vAWDaNNYZSaqYLxYyjoMfg/eBAAhIk3ofNSGCbdugyMhjSFekPcRKhNfr64ur59Nm8fa6dgWPYdv3t2PYEMsQtB875+a25Ol8Uk0scUrSJhmjhDj6tl0NfRjG2PcDkXG2qKtmPp1XVe195J3+XbOEj1gAk6KikfzSpgeNc9ZOikTy5tXq22/Px3F4cHb29OnBbD5/8uxhP94sty9vbwNoX03Ksi7ZoE8REAWkH7vb1fLm5qYfxoVb1OWMsWi7vu9WF3E4Pjo5Oz1+eHqMTOvNzTD0fT90/eiTH8e+H/qh98MY84WurqwtTDVRNhTi0HarN5eXIU0X81nT1FXpLNNmtby4eLvdLo+O5scnC2Y7DH4YvCgVRe1c0VTHwcftZlMa9/lnH9fVpKzKeV2WFge/2Xbbtl0Pw3chzg51xoZGf+vD1lpUCX23BgjbdjOOfT0pLURRabvlOHYpJRHUlIhS6WpHTMDO1KCQUgDlFHz0suaxqp21Ev2gCoXj+Xy63Xo/DCmBHzRYKUu0BgghI69iVMPFdDK3piBxKSVLNg0Jg7CopsQgzqB1ZucHMxEpKI4CjJyQdQyjNSUAD0MEsNYYEUAsAdj7PoSoKj6M9aQwxng/brdbY4wq5iRQQodgk6APidiWNRu2zEYFBKEbe44BGdGQCKzbTV6pm8IqQZCY/0QVYAgiDDBpms2yXW3bbbelm4u+b9+cvwJQgPjxx88ur8+vby9fvb6IcSCyxpTGVUBuCNGQUYDr29s+cFl6BGYq6rKsSrdZ3fbb7uLN26qsAbBtu8ePH56enhRFacEyGBQgJdK8CBJAydWCakBMIlE0061R9v6MHCqgigoESKKggGxMUk1JkAFZbWEOjxef86eElG/f+x3SjgoHu/ksIlDeoFibh+mYkqaUl2ZZxHM/MXxXq9xZ7+5H7YloSpJrA0JUQUVSYQSDYFV5X8BjDh67sx0iZNt/rn4wxdT3fd/3WaL1j//xP84g8Xw/33ME2BjnXFEUJXP047iXxzMCERrE/JYi0Y78dxdAn3/IrhAVfG9Xh7ovbvV+RZpFpN8b4QuiAMouNQ8kS/1yZUQIhpgQMTMTdFfp7Zk6lKs/ERXZCT7yIxQx9wNArEzKhMzImcWJoEJKsMtLyOU3IzCxVWQBUrhPiNlLvQR+QJapKAJZW4rEoLgr/DHjQnfv514vmmtSRRS8e+Eo+/pef8j1J/f0nPiHZgQf6DlJREOIsjtOOWZk92HNRoh9joZB2CUuiOz2EzEKgKKKST4X6IzsjBZWrZHCgTOJ1JMqg5AqgQkiQ2Bmq4QxJqPAmgiGFLzfjt1l2A6xTxjQJSwEjSIRgkE1IMaAZWDDCtrMFo+ePnvw8PHB4YkKqCTU3VFKgAnvd00AIIjonJlMisVi0kyrui6L8jSl4P0wjP0w9H3fD0PvfRhH772XlAOcqO8heBJRV5TGOER2lr2PMSVCi0gppRxxwLxLzVYV1ZQkphRgR7vSPTVSRQX1rnvQJMLE93odfW/1rKIAuuv47kUG6N86Bfkw++H9gNHs7K9yQ5L/iIAkVRFmRqQMDUYEEVBBlQxiyicVq0JMCjEPenaCBFIgUh+ijzGJ5oumYu4c8R5f9/3nrXfYpd0lYE9jEtj3Vbt2Jpsys59WARmI85ItIgiD4rs2eLfcy+ux+4tyJNxl0yHI/nrKbHJOaE6myocJIJeOkp14pNnSeSck3fWOvHPs5QgavKfyJ0bOlxbdSxeyUBj2inZE2O2ncSci3t8ECIHyz1RVQKH8MYa0+xF8JxjeaRT2WgVFTACCEJEIM69U4x48xUkVUNglIx4pKqGxQJRAI2oCZAJiVISo6pGCKcRVhBZsaRuyoiBJIQkRiUo2ADAzGwYAUdCkhowhJgUGavvx+uJGVaxzZVUakz8MTMaC+GFz8fvf/ardLBdHx20/iMJ8cfboyaf9tus2bTOzMagE/+jR5OCwF3gJfDg5eHT6+IuLi80W9GIY3eZ4YYTBnyd/Pm7P29XkZnvw4KOD5tPb9c3V1Zvz88uiECSAGS0vYvva8zkqzWazupqUP/3xQVGXYL0mATWYDCAl1QRKToNLPcfR8mgq1TLag2gghhCSUy2ZawSHEFBl6Hy7ZYRZivPVtbx+dVuWdZRn04M/FVqVZb04PFRu2Lqj41kzPzk+fXb68LNf/vKXdvotNW/X63Vr7HnXd4mfLp59enDw+GRZ0mG/dYUtH59+8fj0k2+/fC0hQgqWgFXSOPTj0pp0djy1VVTqU4qoUlprKhsTtq3vth2hnRw/Ojp4MJ0uhr5ni2jS7fry+SucHcyOzk6Kpnr99vXF27d/9cv/+ydf/Gg+q+eLk89+9PT33/7m+fMuSWi79dWNTBd6u7pcrq9dKfU0uboF9GQpQvv8u02/BUOLg8Wj0i7qo3kKfrO6vb68gJhKtgAujZrCINKrvw1tgLH+6c9+9vjsACX6vi+hMZNJFBnGsOnETZr6oCnmLqSgKSnmCRSDMAqDIKmCRhXUZOGdLQeT3p8oCZAoJqQErD52q/X1m9cvt5uOuRq3sD2QaTOr66Ko5ou6SKdl9xEYnYbQL9eXq80VxGDICpquvSUrrqTDw3kzLYdx8DEKBMWknGG0YMvCWIsAKaaua1OS6XRqLCurK1wKKUnwfmjbwY8ecg0Yogo4WxLzul2PXnQ73qw2FteFqY1xSYDRsDtZd34MXVmaGMco3tkiBlCxtZY+jD503bg25BUwpdAP2027vL6+2LT9MCZmw2wLU00ni6K0dVNn0bdInucqoACI7udNwMKOFoczV7hqWoPFm9vx29+t+n5TlYcff1wZY+umOjienT48JNv70VS1ZeuYwRUlAArIMHZd3/bjgMRl1UybA2tHEQmha7fdpHYxdimOYQyr9U3bbkbvfZBu8P0QxiENg45eAdDZVNduMmmInCtdktAN24vri3ZwnT888M2kLhDS1eWb87evrq+vptP58dHp0eEpgPFe+zENvU9JnCskhW2z0uSfPH749MkjY1j82Heb29XFq7e33eVyu72pp8cLgdJWRB4x1VXR934cByQR8WyTsQkoRREf2hDHnG2EIIxaWmMQQYDAghgQICwJKaU4jmKdEMoweABjjZnPpsubbgl98CkNokaKbEZiTVGHQWKQ6cRMymbazGvTxJhEEoimmEhEQerCTkrjKicaRCJSUBhF0cc84MBhHELQ4LHrA4ix1qoikVNV7yVEAYiAyRXEjAAyjAN5U5WNsxVOCmfLUYKPIabRGuucNcj5Fum97/peQYuiUIUosR0655yzhWEDACmmIDFqElQgECQgU1aT9XLYbLuXb940qzUCbLftbDY7Oj46PD7YdkW6StfXt5NJ0UxrNpbYEVlgQqIYYjf0Pq6cVWvdfGpsaUhlu1kOvTd4nkE1XTdgigWbhw8eW7QGLAHCzlFxt7kSgAgaEZNCBKCMichrtxzjkNu2XM7kIa0ihJgQtayLqi4mTXVwNJ/NahUl3pFdUpK9hPCu1CZ931G2L0pzaYKqhLvCQN5FNO2Bme/jCogI9r+CEFVEU1IiIHLOVWUxiXH8Qe4g5uulQtbc9v1wfX19dXWVU9e3223Gz+z3k3qXsWRtht9yjAmU9vkERGQQ+c6HtsfGwL7fy680IQDsOs97tV/uUu4Xg/uORu9VrTujzN2lKReNuzJr1zTxXtCJ+x4M72WxI9IuVSFvrfaq4z2wM9dl7/4gMcq+QNRcOWWtKQEQklGgPOln+AFXIb7PAsV9mbs7jHcMG9xHRu+aFd5bze/y1XdrAUQF+lvRhn874PD+Wti8e3f233bneCIEQFKlv9uuGWQXFIFsjLGWiI1B69gVJoUuaMwGvJSSJAFLCjmXPCaKgCy5BidEJkYGdkxOyOZ7N6mAegX1Ieo4CggaOwyD9yHlCer74Pw7UeX9Ucdisfjssx/P5zNj2TlTlKy6u/GGEELw4+jHcRgHPww+xhhD8N770YcQRRQptwTofQw++ZhUMIQ4DEPXdeM4ej/mEpwJ1l2XYujnPSI655y1oBpTSiHuVdSaL0N5GE2AxCT5fVTgfYpDjsQQ1Hswor+HL2YwxpRlMWnqJGkYBu99SkEkZSlCThe94+MAiGqm9CbE3Zo+JU0S7zNd8vGNKeQB1X8LkhTvTvl7SEn8HgqZctSbj0EEDLus2t2fa39QX7rvzyAfjkyXursmlmXpnMsp4UlF4u7hOdIGgGPcXVvzR2vv1tspXWOMIspMd5+9D5/GD0qsP4z0g3t0MHz/D91/zH7hqR90zvoDvxLf9/VaAJuAExAgAztiJoPAChoBFIgTgI9gCgZ2GUyB7ARYFJJA1o0CRYWkpLrfqiPvL+wAgMoJ6qaYLZpN2womVxsmQiYg8TJKSiIyBCQdSYZXL28VvwIygvTs46d/9mc/Pz06xQPAoBb1dmLC0Hz0dHZ8uHBusVg8mh48NtNTt+Z243/32+/6sXv0sGlqePWqu7gIXevarR370o/1xds3r1+1l1f9pC4mk4l1jaSx3XabzbJrf3n24PjHP/7M0KIojomqlHJMbN6a7tZDBGiIDbFlo/v7hmHOyd4ExJgfYFNIycfkY9u2m9Wm3XZlUReuWCwWh4fH1hXM2UgTERMAPnr0+OTk9LPPPjt/+/bi7fnt7c233z7/7rvv/vW//tf/6B/+w3/yv/6TZ0+fffHFz0wtpa2ePHw6q+ciCQCKolJJbde/ev1mtXo9P7QPHs9A2NrKOTv6gdA6V1XkIHWhTwDAEEJ3+6u//Ob29mq1up06Yrbq21/8l/8wbQ6aZvHxx2cpDFcXb169/O0XP/7Jk0dP/uRPfvL1b7/8xS+o61PbprYLrmhi1KvrqxC2m822bXvA0TnrOV5evEWtFjP3/Pnzs+NPHp1+en118fb89Xqz/PHnn/XDzfn5i+vbN6v1MoaBGEw4m5lPn370aD4th3bpfedKhwjO0dBvry8vHJuyKAwzpJjuhyjt7p93fuh754XK+4OwfIIkYkBAVS3L6vj4xPtwe7PabLpvvv3qF3/9C1B6+vTjZx8dPnjQHBxN/7j84tmzs27YfP3Nr//rl+2vf/3b49PZg0fHAEPnNzHI6bNHSeLN7c3rN2+2aYNKKpRStJbLokwxdn3Xtq2oGmO7ri+sm9T18cnRdt0Obe8KJyKgsmrb7XZb1VUza1wxSRqVNSQ/er/drqf1pLCm7Tpri9nB0SefPr28vHzzZgNgvY/r9WYcr52ti2K2WV185b6KwS5mp4eHJ7PZjJnevP3u9ZsX281qDFSU85/+9KfWlKhcl421LobknAPBFDVLz5DE+94QW8OO2XFljcsTnOy/Wiwmjx4fvT0fjYUkvm3b77777uuvf+d9KIvaEHjfxdQVhZnN5qMfhtGv1yskODpaVPX09PS0qprLq6vZYtrMyq4bqqruhu1X33xZlFUIfjKpm+kkpgik+dYsIklCSuK9z7kR1hmF1HXtzc31UNveRx+uVuuCUG+uL4e+TX4U0dG3/bCJMRwfP1gcHByw67oxeJnUk8165cetc7xYTM8eHIukujSMxzfLekwXN0t1AovF9PHjR8fHJ6544z2iFheXN5vtFjQ1s5kpsG2XIgk54xkRUFSjYapKW5eucE4hbdp2GFpErQpXFxVPuCzLsiwl4WrcgoozXDq3mE26xXgdN91WCXg+nScYx9CnlIYhjUNi7Ijg4GDx5FENQEPfX5yf3950kGQ2mxTFwlpGA+vNartdD/3AzM45HyMSOedA+fpqs1x20Sem0ll2ReW9H8dhHL1oyrez7aYb+jBfTBCI2U7qyWJxWBZ1XU9/+/uvb9++IsTCOlcUaAsAAlVJ2Q4TurZH3OH4AUCT9GPnXJHj141hw6Ybx7IsnauHwYvKMIxffvntydFBVZirqysRrCb1k2enIQ5j31aFm8+belKO49h1rRZuPpunEAn49PREpQItmXgchr69AEFGS2CChtVyk2JCpK5rx3EM0e85BSAqu9EtYR7H5/ygd9oi5vxWpN3r8lVV3eOrIwB478dxrOvy0aOHZ2enBwcHzrkIqCLvbHj3tEuq79EEMwMvwyNyDNad2yLv8fLmK/+o/LD87ZlF3/e9MfiOgfdeUbRTkDrnkOR+snRWbDpr9wyVhAgh+OVy+fz586urKwA4Ojq6i1i4M/XdRw/ufCjvYSz+Rn/a/xBfuf7NXWQS+B/my+zLcn2HwYA7tgfu4RZwH7CvcB83qQqa41xTjAo7wGZKaRjiOFJMBXPJwpjSzhwnArtCWe+nt8UYQ4wCOQQFk4igqAogE4Lsdz4ZbCOZVoVwR9HcRcADiiRF3cebIBHufichIpVldXR0hITMaO271Y2IJEkxxhhiyKziJJJSjDHFzMUXBVTF7J+OMYWYUpIUUwgpky1jDCIiKcYYVquVtebhwweLxYLJZIwVAiWQD9bbWVWjGaa0RyTdoZ/uriO5S8Q9ROjvkgT4h2YDecaCTK4sprMGCZMmRc0zkYwwzqIBRVEEAdwrGgHyWAr1/fSFvAaU+1SbO6TR95s+1L9B2ZxDOnfPUd8bY4DqjkfCZBA1CcQoqmht0Q/+flLq/QHM3ZwJARQx5h0lUb6e7sJhh0FEyrK0lvFeHvrefadKcue0Vs2XVM1X6jx7e5ervndIq+rd8Ej1TsaaDy7vJj+0ezcxvzohUALNsx/KaGB5H4z6nhbiBz8F+r60YDcMQWBLxgHaJByFRFl3mlMlZFRmg4bJsC2qiS1rNhVSoWQFOYsZEihkayQnIJVdv6fIAKR746Si1cOzw89+9uNf//rXy+2tUhIGRBXNwwxARhGBiJAsAotgCOLjMPZekgJgVdUPzx4fNs2wfey786rqZo2tisXRyafN7BFC42z03pyfr8booz85Ozkc+ynhaeGGvqu2G9v3leHTutS6rCWRpBnjYkf4SOnycnSFpNgAzCTWITEpISXCuD/19qBeINz19nlnTETAZFQg+GityVvxGCUGCT5tt904eAAytjDGIZi6aog5JtkfF8piY+eKs5OzxWz+0dOPx3H44ouLFy9efPnlr168+O7f/Jt/8/Of/9nRg+mPPv3MkJ3V8+QlhpRSAkJE6nufRG3RuKJAqid1ITSMfhPCiAhiUTANQ+i7YCz165s1a9uuZewnHImZjSikzfpmPfY6tofHZ08fzUubzs+/+dWv/iMTVbVtpgUzlmVBHAHto0cfG1u8ffvaOrDOHZ+cXF2/6UcPQD6IxMDctn0fU1CUkIZmWpX1o4PDyXff3bb9+vB47tP2/Hx1fvF2wlwfnEXpBAY2ZV2xYRUZmOzQt127mc+aSV3rnqelIlnjzDmUV3LWCACC0Psjk3cui/0pQJmXi4Wr3IEtnHtwNrRtd3l5dX5+ud10gF3Xw+2qR3MAGJL458+//u67b73v//hPfnZ0PLUFbraXTMiEq9VKQVJMTV2nKH4cDXcIUDrnfZKUCLEoyxxqt1otF/PFQXkwmUyGbkiSdnQr0MXBYtpMy6Kw1jRN40rLBV8vr7t1JypIYgstqsKaoix5HFvVYK0RUUnobH1y8qiuZqrm9curV6++G4b0kx//kStQoLu+vrq4fN0P20ePzqrqpCxPDheHKUrwCVCJIHsOUhJJasyO9ItgQTEl6IPvh9F7L5IQhY0Sp9MHU6Jnh8fFfN4gRWJHBIZNVTWls96766ve+zGlYIwxlks0y9sVsqnq2eHRNKVwc3M5DF3G/t3cXE0mUyL8+ndfqWKIyfvgnG2aetuti8JVVcGMNzep6zpjCVFDHNu2m01nxrFoGsNK+qBa9QPHGC4vzpOPmiT4JAmLom63fdeNT57Sk6cfN81UEjpXOMcAETEeHBwA4Hq9Xi23Ka3X6+tNe81ODqYLa03XtcuVI+Tj4weL2cr8DOEAACAASURBVIOiePPy5aubmytFtR7WmzVAIlbs23EIwzgqBJEwjrFtt0jAjMF7P8asIrGWVOD2eumKwpjCsEW1iBRDkpSYdNqUVUkIZhi2yIBAiNI0ZV0CqK5WK8KX06ZhNpJSTIMxSGyLwhKDYGKkqqrY0DiOrnA5/5oImbOmY3fzA8SU0ma9GYYQU2SWLEEkJAVVTe22B0Bni7KYzGZl4cr1etW1vUZ1ZVFXdVGUiKgCKspkCFlS6AdfFs5atsYRMuhOLpiSxKCgwgyE4IcYfZuCxhBQkREkRRWeTWchBoV4efEWGRCFDVRlMW0mzvHQ94jSNBUBxBCGYei7ED0wmRRBEqig5YLRqoCkvHraNXUiUTTBnlet99oS2VfzkusYzfWhAmBRFM45YzillC80wY+EUBa2rMuqquaL+SeffDqfT6fT6W6qu/Pwpz2n5EPQt6oiARPHkCN5c7+cDXi4V4QBwC5mDBEQ32UdxxiJqCjKu4Ywk1P217gdkDLDM/3ovffZY3UHe+u6zvu4Wq26rkNUIhSR9Xrd933h3F1k+d233Ef03UlJeQ9xvKtI3+eHw/1Us3dvwt9H97dvMlR3essPks/egT/v8zw/2DS8j1q8T977kNeSYQm4S2jXLFlCfB/CD38LyOduBfKD6c7/HRrjPwT+MXdI+Rw5cF8neh8dQ/Qe7/6urL+btTIzZWQwwGbbXl5xa0IJxXEzB2iIiJR2yr999yIIKcW7Z5ZBoEkwSopJo0ZRFkJgYEJSJVVEZUJCBkmavUqEQJQ9eln9J6j3tNDvLYi22+319fVms8p3vgzUAJS7bO67Lnb3NBVU7oynKe0HH0RkTK61IyEaa5kxpSKfighKhA8fPqzr6sHZ6aSug/f9PryBENmYvGHPUzFClD2DVEVzs7qXg8t9oBPA357ocO+f9G8GnRhrqkk1W8xzkunu6keqqEkSAjKwZIkv4P1/zVpHBcV7xsLcAt2dRYTEOwwJyg+Smd5/hvrBuXunBLjXJwFmGZSoRmKTYtxsu+ub267t8/2GiIjpnf7hXqYl3uc4ETjDKgqqZVXFGIe+FxHvfd/3MXK+4O4vzRlDSob5LgIiv9h8ibxH1+XvGyl3SgHay9M1LyVAVUH4jh4G7/0r3TXW+ykM6Q+s8fR9U+T93vlu10b7212ujw2xAzCiFAUlH1E0SECcCIw15DLn25XWVcQOyAIaQM4rPLmTGpO+M2OzKolkPg6AEoDBg5ODH33+o9+//L0yCMqu38465ry7jgHFMFnLVoAoxZgSIxeusNY1k2nFVWWeatz67nK7feVMnDaz2eKjqjpNqSKKwdvb2yGqHB8+KorHZ2elNZvtxiuydSeIi6YpQphKuun6oSyaspxZ4w174tBulsE7xBlAE6MLoxTWIhMR7HMmd+ujfGLsxLk5/xAp65piTCAIgiIAQCmh96lrR+8Ts7W2RLQiQGhU8qaKslxXVUVUVJ0r6qrmIyakTz/90Rdf/GzaNH/1l3/5q1/9erPZ/vGffv5HP//8YH5QunoTtgDvqhMBdWg//uRH07m1RZrPizFuYgJjQDWNQ1INQz96H4hMHNdhM1AMFSkxCiQkUJUBRwnBd5GkPpwzU3178+LLX1vV+MlHf8ycXMlJDTMSF5PpIRvsNtcmKhuYTJvlxvoupBQBSQCTyK7tx2QczA5qRBtiO4zrKMPxyWzduvB68JtWXdXVt9er19PDel4eFSUwJ0kDoHbb9XazevbRR1VRaNJ3E+z8F0q+uIDsbrqadjjzdx6OO4nL7hIuCqKSkIBYC1eUhZs2hbVibVwuEaBdrpbbHsZwSqg3t9e/++Y3F1dv2Opnn31uHdwuzyVFw2yZVqsVgiJhUzdDP44++HFg4whp6DYigkTOWhEZx3EYhrIsQgwh+NGPY/AgOd88LmaLppmUZZERCMaYppm0Q0vbjOVV63QyKa0tmHC1vhp9ZIPe+yRSlvXTJx/V9TR41US3t9vN5mr0y8HXSbcvX329XN0UlT178JOjw6dEh91m27X96ANjR4DOWmvKvavZiAioGlOmFLqhXa4u3168ub6+2rZrNNXgq264NWRnCyaeqYr3W6TCFa5ppmVpmGToN6vlzeh7GcMwdBNTM1PSsWAuK7YW1+v1arVFJMA0jN1qfRtSBIS277p+9CFNm6aaTK0zMXnHzrmymdbD0MXo2VCSOPp+GLqmqZHAxyFCjNohVW2Xhn7YbDcMloD6fgC1qnx7szTmsiznT578aNI0RAYUUcEQN/VkMqkJYRjScvl2s/lus71db26MpcXBPKTw9uJ8042G68JVk7Labserctn3r6KOzsPQD6JeISrtBPlkUvRx9AnaZCw5Z2OMAGTYGuOITAhxs+moHauybpo5gkkJYvAhBmacLxrDLkW5vV2yNcY6a910UiJQu+m3203Xbif1pGkmVVlai3Y+AUwKOox9HENROGNt7SZFWSHhrqjQfKMCY7hwTlNCoJhS2/UxACI5x0SIpIjMDKqy2QxEKCV4HzLN5erqaugHRjbGOlsUrkhJQvQppjy1U4EUFB0aYmBABUmiSWMKMQkBSsyTGow+xZDCKMxgiV1hQZWQHpydxTRu2831zRUZciW5ipmRGQpnggfQRJCKojAM2+1qHGIYE6NRAVVCYAlKEIl4Pjus6wYUFot5VZW5drrfGbyz7u/KV8xOFlVMKfd7wMy0U/Ts7toxRme5LMvJrJlM6tl0+uzpU+tMVRVEeUmIex3jh0DFD4uxzPjfXfxTfljeRmTLSdYNqQIR38tOQETK2ch54n+PVY6ZenpHW81fmaKZ1WHb7fby8rLrhtPT07bdImbP0TuCS1EUd7lrO0L4bmoPd2D8fXlP9xMp7n990Ov9vyOpfL8J0u+FWr+fefbftlS83/H9QTon7vP3do95xxG9V379f4Evvnuyf5en/fee32aYkdkY4xD1PjH/LkYbMe8fMtKDflBAmlIaxzGJSMKu67766jcvviELKf38wdHkmX88d7t1+bvDl1Lymrwfc5OQS2UR8Ul9Cj5SJBZi4N2KQ1F05+xCQhSApJJSTlaR3YaEYDcfS5pSMsZmscHde/f117/78z//P7766jcAggRsCCCp3lMM7ayq2euJqiBJEFH328g7cKIqpNx7CCiApAR5+gIwmzYPH5w9fvz49OT44cOHYz+8ff2GnS2LIosGy7K01oGiJkFC5xzorgoGt/9oisQUFVLGNINqSlH+/hLbc4LQYrFYHBwUVRljTJJ89DFFR3x/g6Qge86SKIhAUlGNmpUM1pj7MRiY46WYLbMhZvi7f1S/36Z+wN5FZEpjCCHENJZldXOz/Orr3/3ir3754sVLBXKuQqKUwp2o8i7uPMtl82lzR5HKEt66rlVkqOrpfLFtu7/8xV87ZxFQUrw7zSaT6vj46Oz05IO51142DCklIrOvSpGZs/DdWoY7nfZdHgzslqH3kgbpXrUqd5bxH4qCeO928gcGaPi9eBb83v/M/Tm8T1JGzXJsdswO0SDwXTAE4gfdOCMxIcFe8y73hezIk8n05OTUWAdASPYucOYeITnlu2qKGCT5FESkrusHp2ePHz8+nB3GPlhkiW0YJotuYihN6traI4AJaBnT2A3QdnL6+PCzz3/+z/75vxzH0G6HzbZfrzsytiirvu+JZ0gzUS2KgthcXq2ArQADOObKuRrA7JBCDJmpc3eSiYAkuGef4L13Iluac+SrY06IXLiaaRN8GgefEjA5RM7u/BhVQVMCYxiRAFREEclZjjF6H0RGQrLOLhaLf/pP/9nZ6dl/+Iu/+PN/9+fPv/vtxeXL/+1f/e+H0+Po0rSZOudSUu/jpKkfP3n6L/7Fv6wbXq7Pt931GDfN7EBSd3Xz9urqDSFoioXDqrTTiTloyHsIKcUkPsQwdkm4Nk4Bkfx2cy6q4zAOQ/f2XFQlRejH9WLRLFc3BTNz8fLlxZNPjh89OXlz/nK1vPGhy+m9XT8mCWVVHp0czReNKwhNWBzV19erN29+/7tvv0QYTx8uAHzvN22/rMpijJvr5cvnL76sZ65qXEwIBKycQlotr68u3n7y0Ucuw4aQECnt7G6a71EiKkk1pfd36ZkbtcsQEtUduwkJQMdxGMfexx4gMitbRUjEadKkVy9fvL087/r+8eNHReFiGp2D09MFkF5dX7x6/fzNmxeTpmympXNMoioRACybxClClJBSGAcfVsslIBprcwXknBORzWbz++fPu0039MO2bSFq27V9O6ioLexk1hDR9c31GIZ6WpWlOzo6Gt8OQEAsxMkVxISbzW2KEKK2bSsC1lgACMG7ovrn//x/Wa62N9e3RZF8WIqaotJJsq6wxJqSX6+u/voXvxjHwMgpytnpo2dPP3n44EldNYacKqoaALUFX11f/P7Fd3/9X//j1c3rtruJ2s6HKujtGK6Hdhi2vqpqAJxUk/msIoTJpDk4eFSXrmuX19eXIY4hbpNq226BdLFomunMFsXN7UXXjUnEmEI0AshiMR1DWq6Xh4ZDGNu27/t2Hr11Lng/jl0/GGNMWTmFZhzHtmtjDFXtAGXTLschlHU5n8+n02qz2mzW7aScnhyfTev5dj3MZyeTycHQRx90uRyurzeIVVkU4zgyusXs9PToMROG6EGKGG9XmxeD96Jg2BlXXFycbzeb09PHRdGA2q4bl8tN225j8pQQwEynk9VmGIa2KMx0MbOuWC6XnUL0qhD7vvWeU0rT6WQ2my8W8xhDD8N0uhj60fuUIojEGDUGIaTJZDKZNMY4P8R+6EIUUFjMFpPJBBEtb66vb/q+BZWz08NHDx8UhTWWRj+8fP2yvd20fVtPqrKoXFk6V6pmFi3GJEnUGmdMslYRYOhjjMmwaSZlUTiFFOIoElSBySTRYYh1bayzKcnydqVK3ofCOWKM3ndtm0IkMiEbXsYQY4SkTeWcYUiafEiAqhpCyL1B7dwYQkrChpwtHDtxKjFmu4rvh2Td2elJSv7qit68ugL2zLaeV37obuMAqJqiIL55/Xo6nTJR17bBl5IIQFAZEJlx6AZJ0DTTz3/y2Y8/+xyBqqq2roRdfEDKCppdrwK7UibjrIuiYiZQiDtnh/Z9v9msu75tmqYoXFE4otA0zXQ6nUwmzjpGXMxmyGgNO3ZRvYh+ULfk5dt+17ebGnu/W2xYZ9KO5m1y3zWOo7UFIo6jzzfGGON6vU4pTiaTppkycwZc7/GeH/pUMjGFCK2z2W5nDANI27avXr3+6quvu647OzvbbrcAwEyZch9CcM7tYZ4pQzhlh6l7D/2Q9373i/8fDr76H0HMmXuL7GKTd/tAwg+Mkf9/1XMi5MNpsp5ZdzkEdz30ru4UTbnfy1FmH7TdohCTJAFn3Wy2mE6qpqTKpNPTk6aZiIju14PZ36UiAJQg6ydDcpHJGqaiLOqGxFhKFKlUKhTdDlUiMSNmY0oxJh+CzTOQnWoTs1ZKQFT1TrGdN3WI+fOK283m1avXv/nNb4kAacf8eZ9oCQi0N0/ibn2JAPd0eu+Xy7tufwffT6IAJ0dH00ndbjbXV1djP5y/fuOsQ6aqqsqycM7VdeOKwhArgHOuruvdWhyRmZ21riiYdoV2URTG8E7th3vmx9+t5//B1TYAiCRJSIaL0lVV6ZxVkB3hABV3XZqKJlHBDMbLrldA5hx+RSJI91bjuIde7vikkmIMIYQU084n/Tc0q4p38/kPOxx8Z8hEwvPzi2+fP//9ixeFK7Zt9+b84vXr1/0wVtXEuTJJ2ItY3g1+3gUh7Pkod2+LpJ34vlEtiuL1mzf/9t/+W5NZxUQxBgAsCndycvRHf/RHpycnd/OhPT8TiDjXlvusjp3rcjdqS0lRNKtK8F3rhTnL4W7XiXf9nu71frRLVlEAzQBp/QOOxz903O92g3j/wGuKCGoQbV7ZZ+OooiaNEqOPyYfoY10LgXGFYVDGnW+dUBklU8tAGZVBFfMr0byN1B0dTInUElhITGIsud1lc69NVQAUw8SErKIsaFkjeuO4KG1VFZNpnVwiAY2kpYGDGWMyzESNiFUiIeOqZnZwUkwWVXMwOzgGoMMkow9DH2LSJDqOfrY4PDxty9KJaNtubteXQTu2qZ+Xi8OZcSyQAMUUKBQhD292tl8kIMOmsEVdTVIQUSEkJsOch7/GGUdIoAhKTIbJiAihYbLMVgURjDUFs9m515UUEBTyI8MY9zmNwNaAQgypKIpPPvnUGKuiX3/zq//8n/7LbLL4+Z/+2eHicBxGVTDGRoHZ/ODzn/zsiz/5n6qKX73+5q9+8Rd1c3L2cLG8fVvXzWK+uL0+X+mVJo8awygDE7EyJVUpC6rqArEYhtT2YRxGNJEtW0fzhSPS0a9ffPf1ZttNppV1RkS6dry8uDl5XJ8uZkLz+GZ9+3rVdS0SWeOms/r46PTRg0ds5MWr3y7Xl2MYbm8vrq9er7dXZQmFp+Xy8nb1tmr49HQRW+63189f/QZt2mxvDU+cnRquvYevfv1ff/fb31Rl+fz5t0g5QT2lFEP0ebyX50opimTAuu7I6ZIz+LL0PqWs4QeAGJMksZaruiwra4yMYevj1ho5OpnNFtVyda0ozawg44EUNJBNlkkhtu0KQCaTOiU/DIOCId6d2iHEFLN6HEVSCpGJk6QQAiKUVeXKElBjiCGE7XYz9OM4joUpqqoqbNE00+l0aoyJMa4369Vm6bYWSKNESYIAKUnf90SmLNhalJRiGmMax8GPY/f896iAZVFOJkzEbIfV+uZmCdYU8/lBWR4Ya4OP52/Pry7861evy7JcLA6MscPQvn37ionremq5ZHKATERFKLyPhDybLZDDZKR1p9aqQkAOMW023e16i6pUF03hrGHbTBtjXEoyjiHz/EKkGANaYEJFEI2qsSgYsQghpaR+8MPQeT/6EIlsSt5YrCoXU+z77TByVRX9kDI5MITg/RhjLIqiIjuZVEiybTdd17V96b2WdjabHh/MH0EyD06fPTp7OikXhEUSjkE37SgCQ4d+5KqoLLuM55OEKaTgiaCZzx6M/nbb+pgwpuHqcnN7s+27nvh2OpWynBhLxmpZ44OHB6PfCoxs4eCwPsTCFaYoC0S2Bja2bbddCD54nzJKMcN5+jHGGMaEwOOQ/BgYu6IoESjFREjOkjWGCKezyYOH/+D6er1cbvKE2llX17UfvTVcFkVVFZNJdXh0UFVu227OL98IpBC89zz6yF0/nS1ENedm5bpiPj+MYTn0IkkAEzNXZX18fFJV5e3yZhjJe+j7QVSJwDlUSX3vCfu+G3M8vIoEn7Yb31G0diwcq2iMMfiQJ92G0RlXFkXpSkDwIa78Kt8LYkwEhISaVCGPYiKqImiKsXAGMV2ev952w3q9dTaxw8IREYx9nyQh6u4uPMQwRgLsh57AGspscAVIhq33Xd+NkuLhweyLLz4vXDkMvm2H7ba7J+3Lnd67uSciIRiVhEx39QAisqGqKquqFIkKYiyXVXF2dnZ4cGCdK5wVEWttkpSSjKNHlB+sw/Ju4IPl073tWdbFybsBtDGInKf5q/Xq22+fX11f9X1njHny5MnR4REbrqqqKisynG/sGfSgBIhMTGyYmHzvu67bbrchxJQkhLDdbjebdTYo7f1XCoCGLSLJPicw1595s/f95RK9H0d+J/L8YMWH+PfTEX1Qtf7BOLM79eGdDU2/v0S7B0fYS2S/n718R0nIzV5WXYlms9V778B/0wu8n172TgV6L2cL4b93k2zuHdHd3iDfJvVdtjsRshAQM94LiHyf+4/EDFHKqn706PFHTx+dHTWzKj07LU4WDJDufkfWGidQIpsPRB4tMCVmrio3WxQ0xCJRMpVQoeAUCEE1BYkjSswJB2i8K0u2BghlB2vMrMUdwYf0LkdO76TqIYTttr25ubWWEUE0/SGg5R385b1d7j1D1/5X7Txy1jpQDSGIaOWcH4au7RDg+vJKUgIFZNqrw01VTfJ/IGJRFJPJJI9P8ptUlmVd187twgZzCKEx5Jyr6slkNru/Mf8DOZXvvaL78eL3PoiCiMawsUwMiEAMxMSKRDtlpiqKJlRMsjPh6T2d9B2D+O7Mob1aXjUXXrvIzu9/olE/3Obp9+XY30tDIYT1ev3NN9/+x//0n1TAh9iPIwBaV5RlNlgnxXQvxuI9XfIHJyETEZL3Hvb5Dm3XLZdLYwwhSkqr1UpEqqp8+vTx2dlZjqndfS/fBf29JyrYu7R1V3Sq3Otbs1Qgc6IIdkRTva/qVlBExb2e8z1gy3tHUN973/BDnez7wJv7QhMBCaxiCCyhIjAog3Ju7kNMcUwIyQdSLGxhTYEiqEIqCBlDl3aMs2wyzJbWvctXJStAEFRJGRORMIO16CTtxSGyu+UZtISZdCVssqORkBU4EYNxRIQaBNmRY1NMGRVENZAiASO74vDswac//ilXSkVJzjGzIyxFm6R5qxaizg7G0fvJpBp9f31z0fkH5QSPTxo/jk0zm0xLxSjojeUkERUReU+DJUKyxpRlOW2mwcdh6BGQiQlJkiKgYbtj7CgRMiFr5q2SYbagiMjWFjvVXBbI7A41A2iMyVoiZCBkZokpxsiMBwcHs+m0LEv37+Df/8W/+7/+z38/tONPPv/8/PxiHLy1BSIvDo4/+dFPHj35hFnXm7YfeHF0+PTJZ4R0cLBQefSbX/9V8q3EjggkhW6QemLJ5B2jcWXNXPm4FkhJYhI05IqirOpyHKjr19vN8+BdWTvnTNf363V7u9ysN7djSEUlxkYft6vNjbHFbDqfTOcHh9PpvNp0NzfLixDiOA5dtxrGdV1z50WWw+Xlm3EcXWHqqR0Uuu32zdW3Pra3y6vDxcOqOEAor682z7/57eX52y+Rluvt5dV1rm9Ekg9jvp7k00yS5AqGFFVVNKmmlPLfOSl0x5ryPoDC6dnJkyePTk+PBIbV+ny9vZpM8NknZ0+enoj6yfRwOpsaA8F3/dBHGUSSSBh9Zy0102a1vh6HISYyBkPwMQa2BhR31wNRTVJY52OImnJQeOGcqiRjEUhBRZKqWGfLomLk2XReFIWqjt5nFMQYx6ghSTQ2hySBSGDyTM7YHKs9JBkH3wYfk3pJyVhTT3DSTFR0vdp23chc/rj82aSaE/DN9er8zdsX315/9/LlbDYfzsamaW7D8vXrt7fXt85NmMrC1cSW2FZVEeIw+m1RlGQXRZAIa+bADK5gW6hit1xvYoCtqQnp6eOPDg9Pum3Xbte3t5cxJiLDbMaxVYCCDQKH6IFAlYiBFaJEH4d+7HyIgGQsIathEqU06jB0olAUxf/D3Zs9yZVk551ncfe7RmRkJpBYCyhU9SJ2N4dki0PRZkZmY2OmP1mmN0mP0pBNUb2wN3ZXVQOFJZHIjOWuvpwzDx4RyNrYJNWyGU4WyqwKQCADcW94nOX7fh8ieD8f+GEp55UBqkDSKCEEYygG6bvgZ3z2wbN7dx6u1/35yf2LOx9++Pjb05h2w8Rkh8mP4yRJUQuiEo2ggIp4HySqJEaolu19IN8Pyjevr9dvLt8877oppag3m7KsT04MM08zlh6MLXfdMMdU1qauW+t47/lP0rYlqRqieZ7zvScCwfteUQVTTCEIIo1DGPoZYXdywoUrRDQnlhFiStE5+/DhfcNFmNPVu3dMTIBlUZ6cnFRlCZjx/VKWRS5djq6alGT2HoDYlSkmH6ICESKRKVzl3MQ8BgiE7BwvFyer1alzbrvbMRlCIwIhJGPA2eweRxGJIapCWdYi4mc/jgEEDM++4JxqpJLveYiSnHGLdpGSJBGaph3sUBEE/ByKomBD8+xTinqY8KGq957ZgIbLNy+2O+9jbBotSnYWNaXoQ87uc84466yhbjOklAixKsBaYjZggIjrulqvb+a5TzE4y/cu7iyXJ9fXG5V3fT8cpT35HQr7KG3MgklBjVGy4CJHC2T562LRLJetiBaFWbRNXdf37l2cnZ7mzdg+hejg5mACIL1dj93KFYDb6sdjs3SgxOFRP2mMUYUkkkRUYbPd/d3Pf/76zetxHKy1MSUFaNuWjXFFkSelByPHAaKAEDWO83izvpmn6eLiYhynxWKZlUcxpkOZgUeCHrM51kJ5PcjMhzy9L/Spt9PGb4/Lv1Rw3rYd3YKL/nOavW/aC9xqzL7U7n2ZR/rFp4C3c+e/jiCIB0vOocFV1K/vLL/cnr23yd3SmH6zC/EbdapfIl9+81P9Q/R7WYot+xp8v4c56prwGwGA77+sNW3bqM7Nov3gw6f/9v/43773nad3l6zj69S9DNsXCPG47E4pJVBnSmMY7X6p7b0HoKJ0y9XKzNErg2nA1sglsWNDDEoaGcUgAGnfj0Dcrk6dc6KaUoAkBECcpcYGkbOwRyW70QgMZfdc9kvcEiTrLf/ekZOIt++eWxJwfR/z8J6cC5Y5aw5TjEwgkgjBMAOhFwUC6xwAzPM8jmPX9bofS+dcS5PHPMaYjGbK0xNmcs6VpXOuKMvi7Ozs29/57p/9+Z//AeCcxGQc7fdDkq32zFRVhffZSxkAwBibfZJ7qI/kD5i98ltVmYyz7st/ekpy+D3OOWeN9+EPpUI9PT978ODB/XsPbjYbGacSsSgqQIwxIqKiHHt4vaXMw332BRzxUwfrHY7DEFNCxKZpnj55+v3vfW+xWGw3m08/+eSTTz7pui4TWYi4KArvfYy50OTDG5sOEC3axxoebhvnnLMuSyJz1F8OXwBkRBSUA30ZkHL2+p7WjF8RchIovc8tPfI5v5zMQXhsFL8sMsl/HoMQJAa59UMJhJHzljFn9OSfhBQleIkekkcIAAkgISTNDd8hgEI1CxwzO1koc44RHBpHrmDn0Hqdsz6WkRlYUFWFiBUkatT9sjwJxKTBJ5/ACwQFSCAASqDiA6MyGkAmZjRUr+rv/OCPRvA/++XfknNo8Z0HOgAAIABJREFUSUEThKQpxEBoXVVaZVfaEBNSYmfZrWz14ZMP7wYfRTQGZTLEKcnAwAoBsWQqAN7rzpnZuWKxWEzTPM8+WzRzsnBm9oYgkoCQEffxsiGkJIBkYf8zlHUIKYkxnOWgKckR2pYrieA9aI7E5fx9v/PtbzsDp6vm3//7//Cf/uN//sl//+nnL16Ow8TWuKpand25uPfImWrbbd7dDKqlMQvnTtrmvKnPyiK+ff1Zt61FuqqyCLPKBNa4qmDrZi9RcfJ+M45qsG1a49A56wpnbXWzXb948dLynbo8t+wA0jj5mGAYhpevP514JOa+7wG9qzl4v+nWRdn24+7zN5+9u1pLUiKa51HBGytGbLfrh2Ed/Dx7P8yKr5PVFkyxGzrvRx9827RN3aSgn336937qz1fLzc31r379m1//5hMyhoiBMKaoGgFSVmqAQkoRFXiPrD6krR5IBrdzStu2vbg4f/bRh/funX/+6rfdAGXFDx+fXdw7WZxYUakb60oYh+75i+eXl5dnp6cKkFIyFru+2+7WrjAxprHrvR8RwBiztFWS6OcQoyciQmPZIGPB2DRNvkmY+WS5aup27EcCMmzbtiFgUMqB1CEG0VQUxcXFBTB2464fdsYaRAfikCElmGevqjH5mLwPQ0wTINSNQeSU0ouXvxYVVbFczLOIuBSlLE4dL4ypfvnzlz/57598+umLlFLb1k+ePHKmIKCqXCgYAFMUtTEFk2WDRWmbtjg9r1yVhIauX9ct1a0FBWPRFSA6DcM0wdjUjXPPFov68+e/e/Hi+fXN2xRG5xxQsb1624++atz9BxfI0A+7q6sbAONcYYyd/eiDR+blcrFol0VZdV3XD7txHBQIkKd5nCbvvc82JGN4uVwg4jiN292maZo75+dPnjxZX8s08KK5++yDP/rOx9+7ut5262noIETnXHHCAkiLJYCmcU4ZgxFTyposBltYh4AhSJDIjtofXPzq1z+9XvfbdRznBJjm0H38rfr+g7vX11fEXmHYdG+J0+lJfXq2UEjj0F3fvPNzEMGyLJiL8zurtln4EHbb7Zs3V97HECRFHcfZ+2Rt0XdhGJJIh2CaBlTVOWuMNQbH3bjbbcaxV7Hez7vNdrfZLhbLJ4+frE5OxnF4e/lmt7XrqiyrYtdt391cdV2fM9xEwThLbIl5HKfJe+eqEFPfD+v1Ju9sJQXnnHNV27Y5X3voh5g8ALRtnVLmcuti0SwWy6Io5imEEK0tJj9Jis7sydHe56qGrLUEmjTFIIZtWdQh+K4b5sGDYF7nhQBFwdbYFDWmCAjLtrWGUgx+HGOYAnkmWLYgwHOI+bPZjzMSMNpp9hKTafDk9Pz63Y0fhqapDRnDYC0sFqvl8qRtF/M0drttt+vGuYtpRgJmQAIFYaZ9RFCSHGOA+1N6P1MOIVhLxhLvA5EgpVTX9Wq18t4/eHD/0cNHTOZksXDOpRhTTAf4ChEba2xMsxz0RF/EcH/p05mc49x6eR+dc9ZY2adeoaruum6avKpaa8dx2mw23a5jQ48fP/7oo48ePXokIs65LAZ5v4XbpwyAD369Xn/2u09fvXzVVPXZ2dkwDIjkrCtc6Zzz3jMzIse455HmryzUzHqm9y2BcUcSwTd0XP/foWjC/9h6jL75r/P/E9Do1/V7h72eZm2mym2rTyasJBE91sqg+GWkIiIxMcUo283u5ctXpdXNAhvqahprYyT6EAMd5wd5i+0cgyIZRJCYDuu4GFMMSWIaNYByQpqZyCAQJEfApIAaQmRH7y2GhhUFUjpklx/BssDGgO7TJI1x1jpCEoG9qwvkfW+ue+AE0tGlk1e6txpByJxWOGSV5OgPFcnyDBZCNiQpIYJhJiSVlHEsx/HJHqBxGD7lDip3p957ETlw/3Gep+12/6jtdnt2fucPQ+8BFU0xegRtmzqJFM4u2ubs7FRFADEcvrz3KqKgIcQYYoxpnuf8hFNKCJqJOwD6PtscdI/eSenQQ8uXBgaIX1mYZhuYfsm9R8fDNCt3l4vl+fn5crlcb7fez7MPMe470nmeJz/MYfzq5vN9gPmhzc5Jo0QUY8q1xfn5+fe/94M/+dM/bZrqzevXYz++evl6GMYsVNCctXoYyB2v3cFCve/0RJUOe2xmzoQPIiY6dnKcKYOABHkVCXrs9/KVydnriAlBCLKEUujw+hz+fd/y3RKM6PtbdP8LcnvqRKiMgJBAokoASZibSUJDbNipZSI0hsuiYM6MopgkqeRAP0FIIEqHmdgtMS7lxiwPyoCASRmVVECixsCgjGRQkVmSRBFNoqhIArg3wx6sCHvVuKISHdk/lhAJOUYWQBUICmXTnN+7VzxvkS0ii0YFxUNmkoKGGAGoKByiAFHdclFhiktJgGCClxS1rmtiAlRiIFVQ2QdoiibcF50ny2UMkQAfPXxYV9U8T8tFa42JIZSls8aURbFcLPuuG4dBkkiSHByCQCmJNXsYE7NBhJTSMPTeewAtSgcKIfgQQuFcXVd+jvM8e+/rur5z5+Jf//AvNzfdf/ub//bTH/8sqwcRyRVF2y6axRLJFeXi7t0P/uyHeHZer05WTW3XN88///yX6/V1SnNVcdsYJY5aGWvEcFLs/ACKojQGzSEdRLabYuq27YJjQrYuRlEFa21ZOEKap9h3mxAsGVENolOC0LRV8JoisaE5TD4mwIRGFRKayKxsdApdjGPUOEUvEAB0u9tVjkrDrsbKmaoxtgDrUGLarK9A6HS5HIer6GOYAwbJAZb7eFhUkbifMavkeNx8qx9wVns0wlGAAQhzHF+8/GwOXfNJ9e7mHWC/PEF251HmbecBQ0KcU+q6fpi2UecgMxFHCTfvdrvdZhqHMhaZBt00y3zXh5hCiCFIEk1zUPXGGGAFxRRjVjgYZ1VlGPtu14mqK4p5nsd+8nNsm9awQUQgFU1AatkZNkVZGmMMW1DWBCmqx5DpwXnrJSlZ65jp9HRZN6X3Q9/v+qEf53mzDvNEKZimSijj27ebT39z9eJ31/1uAEAGs9vMVcmMdhg6EVJl5gGUAIAYidU6WJy4qgVbCpu5XphhHG9uNt6/G4erTL+0hasqO867TAHth+1mc5NkshaAAiAmUe9TDGn2frPdXV7eMHPdVE3TTvM0zZNzRT7/hrFfb242my0AZgG2iPo5TnPwITpnyrLI1iEAEk2iyQcvKsRcFs3p6XndLsq6uUvVshFUa6zpu36cprqpDTExlDUAzAKjYITskEAgMoiEkgpbuPIspfrexQddtwt+fvH532+7q6Yuut3u1avPAZJoAIhJJjIIyCHMMflxGg9WEjratKw1ZVkY4t22j6EPIQmrYQdGJIEhdlaiT303InDTNKiokiRBVRbOmhT9OM673TTNcwaiXF1dVWWlIqA0DNObN5e7rhNNIXoVTBFiRFfwxf17p2d3irJ6c3n59urdOE4MBoGHYQxBiKhdtKBUFPX5+fk0zd7PzjkWTCnOflBFImMtFUVlrcsmMVWYpqksSnNu+26Yp9n7ECMkyWrqCABMVNWl9+H6+ianUo3j5OcECGyobeqqqozhlICMYaa6YkJAZ+tiVZV20Zark0XT1DGGT3/3vOu7GCMbE6Mw2UcP7n787KP79x8wmb/567/ZXn86oy4aamrnnLu4c7I8WalC4cgaBZ1vbi4vL19WVQkoxvJBWIT72WfOHN9bivaRxscOClSIIab56urtOPZ1XTx98ujRo4dnpytJagyBCjMhHQ8ZzYP/o+DxFtAebu+c3qfeJc1Dcya2xhpjQwhEPE3Ty5cvf/HLv599/MEPfnB6ukLEcZxTktPT1fe/9/0PPvhgsVh0XWcMZ7RmrsGzGiyfhCH47Xbz4sWLm3c3cHYWQgDQHNZ3RG7eQpfv5Zfm0OkdwYHpliP6GERxrLGPksbbQ/NjlfU/3d6W32aAt0Wb/6QMiK9wPfeitEP2HeUkdlBQzNXsXhYmkhlpIiK/F9byzyCs/AFft6/9o27Xwybf/SpJ9kN7uYXFzzoylZSiCBvzhSt8WHLmVVVmiUzT9PLlK0Z58VmzKOHD++7jh/W3HrQaBxHB98jXPRTXMBOZHLyA++1fTDGGCB4hAQhGBWIiRmAQR8AZmAdQIMneCgjMnNtRSUKEknCfKIBs2ByXOdZaa2x+vIgiynF9eouDkSWsBJCxn+n4K/nN/tU9NSGKJEAgNGyNtXl5mH1NOSYbstsDEXMgaX73GDA5YS83S6pqjNFs2MrSYYLgU056KMtymqZvAq1+9Xp/VcZ5664UlQigTV0/evRwniZmzh7xfRCo6OznoR+OeN95nr0Pfg790HvvJYkPPp8PByQUokJG2E7TlE/SQ/jmPzA5+aKw8wvLZMR9KHmWLqgIFGVprQsh7Hbb9fpm9pEIrbVs7PXN9W63Hv3wpX7vIC5HytbTw5F5cD9jjCmlWJaVde7e/QdN41KMbbvIDMZ8xyJg8JHNPm7k+DIfgFp0QKfmwWHsum6z2YzjeHDA0oHLQoe80OyHzCitfb+XX3nMzZ4mhEQglPs9+hotu+oXMvwQ9Ys0F7gVqnmQKaOoJpEoEvdZp5nHYogUEG02qFlrD6FAoioCoiqIgiCKmk2/SNkjpQiMh8uXIwsAAVFUgyYvcZI4ITKgiohBA6qqUVISVLWKRCpRkldJqJBV4wgKmpiYGPf0pGMMJ4AoJFFgNs6xLZGdAgMKAiHuoakKGFNiYiYLmIwlW9iiYJGooghOIkrCuiqJFTQePsr0uN/PECZrzNnpqWGzaNumqdbrddf11tmmqUPwCA0zMvNysRyHgYkK56x1Kak1DgBjSFAgEfJ7BJnOfhqGQSQRL1OMfd9P07RoW+dMivHm5ma9XpdlcXZ6evfO/R/+2b9+8+rNT378k8MEAYnJlWVZ1gpUFO29e4/vPbhvrTgXiIrrd88///zz9eZaZK5Kdk4j26iFEHhJsw/b0ROBYauc45I5iBkmPw4zW1GwZEo/w+yj5cCMhlFSimFEBFcY7wNgYoNtu4ge50kUYBj7GNWago1BUlJBSgopxskHP4cUYmJCa40oJU2CkSyXtWvaQiEMw2Z7Hfrdetnevbhzvt2NVVEWthAgIFBCRpNXyKqyzxVAc6jmstv4QOzMcmONsA9ahpDmV29fvL1+SYxR5M7d6vTuWVkXwDBMQ9JxFjHz3PfTnEay6tPMYOYYrm+u+75LKQqqs6Zwtm2XSeM0jttulJQIiY0JIXkfAElFFBJC/sRiAzDPcwih23XOlc6U2+1ut+n86MdhKIrSGscWs2U6k8mMsfv2RoCZYkjee9G4V3ulveguxlQU5enp6TAykojGGHuFFKMMQz+PZthtfv2rF1evp3GrCGRt4biSYBIbJZOzuwEEMcSYkiQ2EJMHmG82XC+4brlZ8OTN0I/X7zjJpcq6Lltnq7J0zLDd3YzDIOpFvY9DiJOPghgASYFj1K6fvJ/Wm13XjdYxW6rqGg/u8XGcACimuNluuq6r6yYlmX0U0XmKs49JtKpK5woics4RYZIoIhnvKWFZutOqrmMK3bBrq9OqtJJonLZv373dbNdNW5eVM46J83EKzJxltyBq0DIZEayqylqjyquT00ePnyQdh3Hjw9A29Xq92XU3JyfNNHfjNITgkdjP1Kn4ME3TFEMCRSJm4hhS8oMhs1gsCueqsvJTAvGExlhjCKZpLhyAQt+Ln6O3vm3alFKMwkxlVZal7fshxTl4z8xJU/D++ua6rRbWWAITg242w/pmVzZlUTpEA2AQjLXl6dn5gwcPgHjyftcNN+ttadgaDiHGqIhUuCLGvW0szyudcz5ICNHPMcssnS1yzNVhQCkxxuXqxBXO2M1uu8v4E0kgAiIJEciSK8phnLpuMMYURWnYeR+99yhQ17VzDgmdUyQhVmMUVQihrMtFU5yfLR8/enh2tgoxEKXPPnt+vd4iYApSNsV3v/2df/u//5+PH37w6afPf/3zT0lfkRaLtr1796Qsqwf3z4uiury8IozOgjHy7t3r3/3uk9VqVVZL56xqOnzO701JuBfgvK/kjMmyWdjTn1IYho4N3rlz+vHHHy6XK+dcSoIISeIXeP23PvqProvbGsZ9rXFo9kAzVQIQiBhFdJrmeZ6bppmm+ZNPPv3Rj/5GFD/66OPz8zNmk9Epdd08fvzBanXKTNn7cyC66S1vyt7PPM/Ter0ehj4ul8elQkopX+5DVpbeRmjmzd6RqXEsF7/ay33RpIdfq0j8agQfHlPH/8dyBfQABfjKdvGQv5Cn7ZqTzL8RJPNVqud7IifuE8gPfAzZ+/dvKcVu3Uz41Qbv9y4E8Tbq4itN6je1rf9wtf8PdHpf+zoAgMnCGO+9QrrV7B1Wt0iqKAmSCCCKiHzd9Usi3vuYkvf9OH72+YtPDYID+Dd/crf4i4++9+SPITqQCOKNsUk0Bu+9FwS0XBSGmUEwO2qZyVqTiJhKoULQCnAGRBhIhoBzFw5knCOiJBJjJCCQBJJAFN+TMPaJ2Fk9RZTfMxBTcmwBME818Av2p/zWhSSH1nc/qskFfbrlXsODCw6YGFFBNaVgjStdsWhbZ0z0fhiGoigEYZh93uAfBJB7t16uUSy7jLLPwxhVjd4DgCXO0TZGbN02riz+YPMShbZunj19Wji32+0IoarK7N9NMe6NmiIhRhVFBB9CCDH42PXdPM8pxnmefYizj/M8hRBV9tu8EOLrulytVlVdflP6+TckRHy1MXy/7cvyg34Y315d/t3Pf/rrv//77a5jNq4o7ty5c3d18urVi3EaFCWfD3lFc+x7D6isfb+XzzsAyA0tEdV1BQCbzaZwp/lbeu8lJWursqzY2BgjG5vf11mslSnJAArAh6uJIYTr63e/+tWvfvKTn/zu+e/yXak5vlBzrEsmxMNtfjwycG5tSQgTQSDwCB4gIERCyDkTR43qPnpPvwmDo99APRWRmCQmTQqKdKCV4v5eZ0IFCEkoDyWYkXJimEAevxDw/g2gAElw3/LdulhEaAAQ1Kc4+Pwj9ETGB1BVayzSfuIYJaYYrbWiksKU/Jy8Vx8xb2xjKBwzg4iEeQZAJKtAgJaZHBJA8rNndAwO1DhnAWNKnjlTB601BaMF4HncqmJZOOeMSAopRQ+OHReFtSziYxTiLGgFRGTOTTI7Z+u6urh3cX5+nsXMwzD0fT9N88XFXe99tsV779u2Sem8qsqbm5skutlsq6oiohgjMyCTBkkp5Bmpcy7GEIIiQkrRz1Pfd0xYVy7G+O7d208//XQYhvt3Lh7df+AHf+/i3ve///3nz5+P05Q0zT4KgHXOh8SWXNVUlSEMKW232zfznNU74BzXNcfYjUkHdTF672fvwzR557iueHV+oYoxSUwBoCzLqm0vxqHrNjs/y7BZp7Du+p1zoW3p5MRYC95P2+1OlJfL5XJ5Gj3stvN2N+22wzBM1tjlatm29TB0MU2IqWnLvk/vrvu2obIsm7qpqirMceyGMKfS1knC1bvL69e/ffX8pu/808ffevbs6TTJi+evm6qek4qqEJJhzOFeMYIKk2aKVUZ/ZXDBYdSRAKICAQaAKAKK4Gp2lq3louKHj+588Ozho8ePTZGG8eb6ZgxjDyFMo/cpRIjrbg1KMSYfg/chpdgul9ZZtiYB7rrh3bvrm5uxqtzZ6eJkcWLtPPaTsWaehmme58mXdVXVpZ/mlCTG/bxs6Kab6y2KMnPX9TmioKpdWbmiKop6r4X33msSBiiKuuuH7XYjEtvFoi5baXmz2XU7T9Q7u/Y+zX6LpM6Vq5VtagwzDx29+Ozys0/Xr1563xNGkw8Kb2C7mbptAGRjbU7SYea8N2MFEW+MNE29WJZlbQCiJjZU3r+4F6ObZ2PYNk1bFPXbd5cxxdXJaVFbV0HOY9xur4exKwoDAD6ky8tr732IsyupLF1VlW3bWFuyKbquu7y8SqLn56sY4oGDb5HsOE4havBaVtlxwc4VTdMA6NXVZe7kX79+tai5qcD74fPPP/PT/PGz7xCaXTe8eXV59e7dev1u292sTttmWQ3jtqqL09Xq/sXdrhs215txmAy6qqjbZnl2fm+xOEkpAfq6dk1TX9y9KzqJTDfrdTfcvH6NMY4+TqqhrIwkiI77YRiHEVCNYecMCG/Xu92ur6p39y4u2mbpnFutVt6neY4iCArWONAUAqQ05+M4hJBSTCkyY0zeGI4xMWPb1HVV9cOYk0hDSAQWgJ0rmWieZ0KLYBWkqhu2tm4q7+Oby8tuHIdxGGZ/s/aLKntBHCFH1a7rum6Y5/jq5ZvHjx8vFm3XdZv1brvbqQqRFoWxtuj7IYZ4enoGiMZg22K7aF1Z5ITiJBJlYN6jDSSqKMzeT+PMbB7eufv9732/qqq//uu/fvnqtffzQSxH1rgoQ0wzAKGkGNLV23S+KgyHs1VdlVQUxbOnj7vdruu6mJIGbevln/zghz/80/+1dNWP/u8f+0kWzerO+cWzp/effHi+WCzbdtl1/a9+dSky1rUZJ3d19eo3v/nFg4ePPvigrariAIZIoNkcbQDDLRQAikAS76hkg/Mc5nkSkbPz1WJRMkPbtqoAkHLLF2PwPiIgZ8+lYQDI7CjYq3tgn2OZ02IOHIMDHxgA1FoHgCJ6fX29Xq+naXzy5Ok8z5eXl13fF0WlqszWGHsc5k7TPAxDUThjTCZR3bbSpT3vXqzlonBl6aaBjp/2kiCl5JyrqirP3xHBmC+Y3Y46uOwqYuaUUgjha/cEt3uS27nZ//K/EN5HSx2FZ4TAuq98jlHhf+B0hP839JwIMYYQ50OKyN5PckiKZFVSgSQCidLhKzcq+RTI5V+u0IhMs1hqmOI8dcMwzwvv/Tx7TsKqRCQqKaWYYpgEY0DLiOwsIXKSNI3D1dX89mbXz6K2FiwTmKQEoqhiNDEKaFJJMcny9Ozpxx9rEkOUYqRDPHxGHxIhAKqI7hUXdGzVmNmwMYaJ81WUr1DsEQ64l30iAuZFBx/0rvt2X0RoDyjMxCRByLv155v1mgm998+efXx2cffk7p1xHGKMohpDEkkgwGRUNcUUk+yfo0Ieo6kKEZFg/t8cV5hTBTLU/tCs4i3tOBxNwIdlzjcwXQARoN91L373/Kc/+2kGkLDhFGNKSUGPINYk+UxBSfugqxiykkVSSikmTTHuhU2pLMu2bVer1bNnH56enn700UdlVeUudz8aUfhinOD+uQloOuoV389LRBWQmIn2BkJQZgRQH/w0T7OfnHWZtCESs1jHx/R+oXfwGNPt0dCtMdUe1kKYjZeSEu2XbHI8W1UxxrRX2wOKSoyJmfKBu+eySgJAYmQ2zHx1dfWjH/3o008/HcfJGBuj+DkCUI5PA0hI+xAeYmBSVk0xEapBlTQnNDGMmiYQDxghjaIqwvtzR0VV2RrrHOghExRA3o/cbuGp9u8JpDz7IgFMzqI1iChkEElTiiEkQjbOMGd9i9rCFnVpXVGU1hTGGEISJGGzR61pSpyVViogkiG/h6vmAYg5VZV5cP+87+5vt7WzzhrLnIkm+38UkmCsyso6B4jzPH/44YcXJ6dOgWI0EjFMmgBBMIZ97BoQUAIxTMYSOKbcraaoxJCZo6qQYkJJRFYFYxKCzP3IghBmICRGMAwWEqLaLHNFQNiDaveDgrIs7tw5izEepnvqffDehxDKsizLQiSJiLV8fn7mnFks2qJwT54+2e46Jr64uJtjkRgN7lUFWciQcv8sEgGEGJ0zzLCnehhDiL/+1S9/9F//qjTlh8+eNm31Z3/ypyLy6s2rruuICTNux3JWXxuD89ztdm+73dX19c0w9IYJQGOcAaKmNPvYdX0Ic0xpHNLJCRcnlTV1jBD76ebdZpq8M0U8K1aLhTxcfvbp22H2YQ7TGBXUOj49WxRF8KF3zvkA8+Q3skuRhi5u1rtxnH1I8zzP0W+2jigCJESJKY3TDKAiSFRa1xC7JP04+37rWW8YypK6zdXg5/Dtb333yQcP27q8uHt+cffu6elpP/rl6dn5vYuyrolBVYgRQaMfX7z4vB93RPDw4QdMRYygCjHEED0bDbH3YRdiX5R2sWzuXpyUpbXWVLU7O1uc3z0p63LyOx+UuESLaDmkFMZhu+v87K0tmWxSwVyCFYUtC0YaptmHBMAiMs1zP5jFQqwrEa2KzPOkqqho2ThbhBi8D+M4eh+cLRiN4czKz5pMzYe/94EMBx+SxiAxAwxDmGfPw9DvdjtVtaYqDIO6ujqrSyzKArXqtvHt1fWuDynBcqmnq9OqXMZZrLXWkrNStBVrM44TMWdINShGSX7Mta+EMCGrsWAsEAsA9lNIW7ek9unTDx4+fLBcttvtxpYny6Vx1hrmENP6ZlOWbrGoWJMrwZbw9vJqs1nP81R4CwREWJZOIW8t0RhnrENmMkjE8zwDQlWXTdvkWnmaJmJrTNE2C0kMOiIgoSHk4OO7dzfZYBYlyTCRIYKds9dv376cx34YuiTzNEyXb69ePH+eUojqb9aXxRsuK5N0rupy0bafv1qFOY3DHOYwDxGFT05O7959sDw5lZR8mLtue/n2dQhT4dzNejOOfhyiiBcNiGqdQ3WazDSInyh4VkiGHFMFYK21znGMcZrmqkxN06YCpil4v63ryrDrduN2u0spWpvpzQkAnLOqJkkQkWmKfd/HQExl2yycK0Y3d90UYwKJTDyNgdlaVxe2QMK+26aIqjRO/uZma/quG4bZz9M0L08sCYzDNAyzJFDFXGbEEIZ+qqoq02WPDhVrXVEUzhUxRu/j9fWaCInYWhtCQCbrjLXGWFOUJQJq0mnyulctiSjwQSWSRR3MzGySyDBORFSUxX4HFT2KSsqHXEBN1lKMngmqsjg/P53n4AOo0OPHTz949AGIvHn95vMXL0rnvv3xt549+/jeQ3dySmw4hn7ob1IcypLbttxsN9vt9eXrT7m+AAAgAElEQVTly37Yxeitqeu67juPiCIHWuYt5SFoQkpIYi0WpWEuytJWlWOuYzSqkiPXU0oSZ1VMKfppQszrd84ZXdmOrqiS9klhCMBkEDHGkPOJKTsDEUQk+pQkqcLP/+4Xn332WVmWZ6d3qqoiNFk6uOdNqBpjsrZoXwQS3Y6AOtZOxzon16J7SQ7uSfW50JVDJZMrE/2yOOi9q+i4TDuS5275j+D4NG5had5rRPNz+FL43h7U908QW+pX6aC5ypJD6E7W3B0WX7m1fu8BOkIx9vP9XJ8z78Oib20fdZ83rXqUJSERASoqAkj+u6MCag4CAsCUjvsDfn9RvsCP+doO+UDKkUPdm/YRdHsFINx65W9vLfGfF3HxDz/EIKpoEknMdHil9ln2e64RHBcL+2yj26RUETkojIxCMMaenKxY4zRs137IS7AQAqbEh4eklIIPCUEjQCBrCyZLyKAyDNPLF9tPX1yuey+mEiySclKSmECT0ZQxEklCjHLv0aN2sUwxMpJP8ai3Rb0FI3ovacMDfoayfto5g5QLrNw40eGOy/IxznQZUcyGb92DQHLSQK7/JKUkgDk0O699U0rTPG132xiDs5aZrTWr1cnq/t3ddjdNkw9+nvZ+dCKjqpnRsqeKgmZaBGe9NrPGXELkxPNj9gOmFI/n1z+S5HPsevIWe3Oz/uUvfvmf/+N/KsrSGFbQGKOqHJXhepSr7zMnkHKlift3nagm1XmeYwwpSVPX+ODB/fv37+y/zvu+e/sWc7+HiEwHm/AXeb5KKgTHKNEcS0qEMQqAEFFKKqoowozG7l8bIiRGYwhRY/Q5xGCvcTyymXKk2p7Hcxs5hSlJSslak02bwXuVZA3TQaK8Z47KXrCaD1OVvNQ1+TPMGHP4/FbVPELj3a77zW9+8/btW2vdyemZyP43AEFWpGVJc0qRFYFUUEADQkwgzqBBQg3TsNlt3xojlCIoRIFMnU8qAFhUBUKzj8eETJ77IkH1oMmGvf+NgFBlIgynq+bBvbPCJCK1BqwhR1CWrm4Kw3mioWVd101rbTF7XzXLs9MFaAi+V0VRlBhVwiG6RzQJErM1iASad5eEGpZt8d1vPz1ZVOM4OmOLonTO5VqHEImZMCGlsqyrsrK28CEsFycP7l7YFHXsUUJCPYBgEIhBWPOSkSwZxzIbSJSCxBhiAAI2gJj5/YqCzhWZ3W8NE+7TWvbuQnKgDEqaANEwEmhQSO9dkQgK4gpr7WIfcS6abc4Z/0iE2Y9HhFVV3rlzp64r7+dHjx76EIZx8n6+c+cuEiQRlKQHeeGBJZxEYgxeVaw1KbG1bAwjYlUVhbNvXr/+27/5cbfu/92/+7/+zV/+xXe/+69eX77uht0wdObAmiImBRTRcZq32+365t04bDfrbdd1eeAlkgyrxOSHee6nkLwI+BFiqRpVQEEMgYszaXRsWkjVxZ3H98/r7fpvp+71PE8iyJZdZRcntSt7VSmKys9ztxsRRcX4GebJiyjn0PRpHMehrEyeafgQEbGuSkQU4RiRmZJQFByneB03GvC0uaPKq9Xy44+eXtw5Y+aT1eJ0dXJyskjQP37ywff++I+bdkGMqlqWFkF3243qX19evSID3/2j75VF6z2kqPPsvZ9dgXPY7Lq32+7yZFU9eHjn0eP7xrBqstbVjSsrq+iTkIAlroBFMQmoT2Ga5xgioFFDISXjXFmVVVWzMSnGbhwlClvHloIP291YN/2iXbiySiEYa20wzGyttWxVNHtRVYDJVGWFit22n6dQliUippjGaUpRJanmUU5SWziANPs5Sez7IcZUFpWq8V5VXNu0ZVGLCCpM47DbhDdvh3FMFxdgqbEGmF3bLs/PxE9AsiBp314FULCW2rYythDVYRyzojupZytFRUXJRUlsdJ6vY89Vo/fvn3/rW8+apv3Zz36GUBYFl87G6EPwMfnZD8O89ZGQQlHgrr/ph12M4oO3rijLEtFZZ42xIonIJNFxnEQoJypZ55aLtmkaUPQ+brdbJGOYTVHGqClJjALAKYH3Uz90Mfq6LlPSmEKdUkpxnod315chzLOfhmG9vlm/efPm9ZuXriDjcLt7J+jZalWZuq62u+rddUlqJKEE3Vx3Y+/renF+ed4ul5JkmudhGPuub9vGGO66wfsoCbxPSGisZbQIhSSc58nPFD3HlEprGUvC0rm5LI2fNcY0+7Bom31eEZFzrnCVn9Mhr3VfhjKbsrQAMM+QJM6z32x6SVSVeHp6XlXO2jAOb/0cvAizjUGBuF0sVS0Z7XaTogLh1M8hJmLtpzGmQAzn5/W4k6kTAMp9HVrKx1cIYb1e5ylnSkJICYSImbLJBb0PXTcQYVEUbdv64JVAVEQTMZV1hYDRp2mOiIqAIloURdsuFsslEYcQRcRaAwhJJBvJkFA0JZEYYg4t3U8JVZw1eSwVgl+09YP793wAw8UHHzy+d3FnfXP92998ev3uyho6P13dvXO6aKM1Hkm23a7rrpmlblyIBZPO87DdrTeb677f1hUfBJDHWlryd4Ss2YOEGAFiVfHipEEomqZgFoUQ4iwiRCiSpmm6udkyG2ucIfulTIIjTFJFEBgRVfaactCs+trnpE/TtN3uRBIRl2X1/HfPf/F3v7h37948+UW7NGwwO8ePYQnGHHWVeaN4jFC/jRk/Fvf5d+YFHR5ob7mDOa5nshfgkLj7vis4smpu4TrptibzdqL6VxWSX1V1fm378cW1xJeXEPtu88AOvd3Q3jYlZZTGkZVwC1D3BbXkNz2TY835zfbALOFEzfCArHrKijA9oE2zsOrQ7x19YLeFq1+S/h5fqvzND03j4Wp+nbDz9/Z7t3c8x8f9I3kt4pxxzma7CgAYQ0fGRiZcExEAA4DooR5ihPT+ciGhKwvnU9bInZ6f+YqH9ev8VKy1DAzyfhfsvdfM2VTxfrZc1GUBzNM4/u6zz/7+N28vb4YZSAAVSdWCZha8oAiB0D6ijNc3az9O+WOVCUlENS8AUdF8LZCHiLN+nRkPLEek99dP930N7R9O7FR1DxQ+vLTMDKAx7V8iSZGykJ/IGLM6XX304bOLi4vzs7PVybIqy3q1bE5PqqbKnX0KEmL0s8/TlxiTgkqSJHtwSwgBAVUlq1X3sDLnbm/Sv3T0/NPJRrRZb3/729/+1V/91a2jQ493oBzxll+OSsD3TEgEoHw8aYxRBe7du/fu3dvvfve7fb+7uX732998Yg4tnjGmcM4VhXOucPv/KoqiKApXWVc7IpNHC0RkjGPmDH3J3i06DHKYwTmuS5di4cqirkvnjKTg/ZiSN4yqWbueN4J67G+z52x/IiMSojVsmPNxmfelzrkDJIaPANVbp1Lmpu7b1+MlIEKR3O1HADCGi8LlvSwB4Z7RQkh5u3UrmFVyKEiyRlP0IUxn9++sFs1JW7y9fP7Ln8a2qe9fXFhjxmme5jkzY9jaqq6apgFkJFTElBSRiOmLR/A+12+fUYMwDKOF6bvfevzB/ROVgCCG0Ro0BMZy4ZgIcyetCoSMzN/7V98xrlwuVuJ3b195USxcCaISfR6ApnSbZmmI2BjOGIrTxv3lD/8XZuOcy56EjEfjPG0kQowMM7FBpVxwEBpDxg9d312rejaqGFXVFnUW004hCCEZa2wVhi72NzB2ae5n3ymQFSKG4OcUgQFUPAhB5vMLgfI+Uv4femvIraHd/oA/kEsRAJkhH4aImD9GjSFmtNaEcJJSynrdEOIwDE1TN02d8y1TSkRoDSNhhnCG6GESZ51zdugjMy0WDYgO3Q5AmDGl1A+D99G54vz8/O7F3c9fvXhzCYAJUIA0pliWTdM219dX3vuMCY1JMu2tdK4oQJL60Q83k2Nk4CCpMRD77vJFtG6xaO+09cnTR3VZLJrqRJJ78vA7Dx9+vF3Tbv1fX716W5auXeL5eekKdIXjqvazjIPvdqN1+Wa2TdPszwNGkRhTyBHnIQQRs1qtMnJgHP003pyfnzG7qm47O43jiAEvlg/uPX502t51lgESG2AG69A6ShCXq8XTZ0/Z2OwKLQsrKVq29y8e+DR59as75219Gjz6WUOIoqlpzBw2N5sivhjqRXlydrI6X3Xd7u3bd5JSWRaLZbNcVnWzKur29avnu/56DLuu6yXGuqmdLb1PQz/O3q9Wp3fv3i3Lcuj7ru+HYcqf0sQcUhx3PunlxZ10fnbHWNc0rWNSUAZOITnnqro6PTvvdn3hiqqoCej1qzdXb6+LomRkT37X9WzYGldXjY+e0ty2Sz/vdtvrYRgRsWkWT598NI+p6+bC1W1zWhbNzfWNT0GAVyf3ne0mP1oD4yApbpbNxerk3NACoUrezgNe30RVLmu+uH929+JB2y6GoR/nLoRBcAKYTCHn521Zmcn3v/zFz1NKywVf3F04C8EPJ4v25mb75tUaMInMqoGZvB8uLwfRWJalq8gVaBzFJNOcmrZerk5TjFVdVJVDhM325vrdzXq9aZoT5qIsazbMbPPHsXO2rmtrS2OcDwkAnS0sIygO/TyMfYye6Bgvg9bYdtG2dTvPsy/97Iebm8u+64apLxuYfdfvep/6kEZKWlQnRd20y9KyUyGZdYqRDWWBaDdcl5UFIO9jDMpsun6domTPJAAhWmfJOAOAMWDwOk5pmpL3wfvgjLStcaYeZRtDyiDE9Xqjwjl+s67rFON22nofnHNN03TdmlmN4aapmSmlCIDBp3n23kPwCSEymbpqiCLzejNsx24WoXGS4FXxzfKkapcOKTVtbUuT0qSzF0jd0LuCq7pq25YklYbPzu4Mw7heb7eb3TCM4xQUYBzHeZ5zkkTWzMyTlyTYQxZtee8BUAScKyqABOn6+spPAYDqpkkxqXhmBkZQTCHdv//g6dOnz549W7SL9XrjyqKRJsSYu0rv/TiOxkCW+LBFwxijeJ/GKQDA6ekpqPz6178xxp2ulj4oU7FaLc/PT37845/++tc/dxa6rn/xcvfu5s2TDxcfPDm9d+8ixcn7oWldTOh9AErOsWp68eKztjldnYSbm5t+GOq6IYS89BINKh7EKDBxRAwx9u3i/gePL1xhqtqsN1evXr3s+84Y+/DhIxF59erNf/kvf1XX9dMnz/78h3/hXCGi8zxbaxFxmiaJ+0LIOWbmeZ5zMHpdNzn3XFU3m83Lly//9m9/vFqtHjx48PTp0+yhcK5kMirgfYwhEe+R5nkLlzM+D4InTWkvKfq9wMk9qu33gCj/pygS/yVGriMSImevD+ZsYdijXA/kDvw94QT/svScKnG5aC7uniOqDwEQrDVZvAdIIqiAhKTAohpFjTEZ8BBjSCnuC2JEZsPGEhlFvLh/X+b23etPjDNsmI3BRIBweyDBZJFZESQlkUSEQMiU/awphDBlFjsQaMgLAcNAmggyY5BzY8BETISa9ZcASRQEiIC/sBrOm+d9Um4IzARg9uuPfTdwSNW7ZYjKnd5xQXyLwpQfRIRA1hgmFUHUjPV//PjRn/3wT588eXp+tnLOXl1dddP49u2bgwKTmFgUkuT9/t5wiMgGzUEfKLlzvj0Fadu2rpsY4yEPnL4KBfrHmzsRCBQkSvQZsJkpGXvkQU6rP3yL93f8beYl5L03Sj7+snNvnIa+77fb/4e8N3uSZEvO+9z9bBGRe1V1VXffdTYMoDGCZjKSkkwU+Sfwz9U7HmR8oECzAQczwCz3zp2+vdWWS6znHHfXw8nMrrsMMCCgB0r11F1V3ZkZcSLiuPv3/b69tfbx8VFYCMk5V9REZwrwUQ5BxlhjjXXB+cYWTnFw/vLy8ubm5vnzFwVqchp/GzImxVSF8PLl8/msGacpM7ddC4jB+88++yRzZhHmnBMXvmhOOTOfhMpYWpJH1JIoqHBOKWVmVmFCNGQQkPBDg7AUeOcDXnIyzovqiaf5eGCtpcVi9uzZs4eHBxHFU4OnCHIV6TiHU9biWAURTdMUr69WP/7Bz37w2UdxbN+9fvXrX/7Nl7/+RbDmf/l3/+7l8+tgEMeBVI2xBi0M/Rh3rFpYK6xa9qAfHIEfWkvwIX6QZe7yDz9ao66cAc6JSK1BLOzNJ80mVQU0SCSwLIGB3D0kRVGIZA0igR6F/golBqpELJTxb4qp4HC8D7VrqmASJYDyLwmUtbA0dSKYMJNKmcpbAkeKuT2IRmtZswCKguwPt0jGOE/WCkECiBRyHy23tckWpmk6IHoiqwA5j5KLmturUAltU7EA5ZOWC/5c152ZU+fFXh6yp3Zm4S7psduhoE+gTcIioGAMVnWoqqBa0KCoCrNZY4wpMNfMzJyLXQpYh6Hf77dt214/e+a9O3dVsZCQVY5YBeedC6qoAGiMcw5ApziJAoAQHRk/xhjvHdFiubBxMnF61x1e7XaDMeCsY5SAQy2TswadUasjJkBrjXPkczvtu/1q/ezZ6sXlxXPA5uXND682H60X187OcoKqtqJ5mMZ27EMUzzL0Q4xRRak4PIGQUIRFxVoqmop+iArqvT9rK04cCBBlVGuouthcD7aTQfp+6OuucbNtug9hVjcLY5ksg2HAzBqzJEMGwIjKOI4IUJxdZAywhrqeLRY5mskpZwHUpqF+0ra/2x8OrtYssj/sx2kqd5EpiuwHa31V21CFUK3e797dbe+c83XdWBumfuLMSObi4qppGgCcYkqZoRCeVFXVOusDAxSeCoS6Wq82Q7vb5zQOY+SESMv1sq5rQPK2IiRCE8fEWUUUj118dM4HH5wL4xh3h3acRu8qBCL049BNk/ZdXDQHUAI169XFcrkGMJm57wbW5Jypwsxaz5zbfZ/SDp6tl4vV5cWVpfX93f798EAWiWxVh1CF9Xp5dfUs5XjoHrv+MYuxLtQzfHa9dA66nh4elgp4c7OZzQLnGCexxnDWto1k2DpwzpDRfmxTHqxDNGKtuby+8FU9jgxqq9A4F1QpJhEZycAUkwLN5vP5fGFdhYTjOI7jmO9ymT9UVVXX8xBmmQF0n1PHJzmYtR4QVHNMGRHqurq4uPjs089Xi+dfv3p9OOz2+21wpqqtq2YPD23mfpgOY+ydh7quV+vlbDZzzoNSSjINqduPnMDZqg4mTm0/7DhLjCoM1viYMig0syanKXFEFMUAIFNMACgsJWSPM6YIQ5/2uyFn5ZwNeWu9CljjnPOIJAB1XXdtPwz9MEyqQKSLRVWS5N++feecMwZFZJpSSlyeFJn50LbMmKLGyDHmYco5Q4qaEogWkHXeXC0QMaecc85TUuSiDisR287ML29u/vynf/7VV68Oh67tphhzYTYeAciEiMQsp2ZyKnwgIohJDYEYyZmnFK2xZMxy1RgywxCnaRynSIYAEJWccc5ZAOQsAOScr6raOTdN09u3bxExhCqlCEelmHAWYBWG5XJ9c31TVU3Xdn3XHvb7jz7+dLnc3N49MHPf7b/8/W///u//9ve//zUAxtSqinXeORRJt3fv3rz5+v3dHbMoGJF8fX3l/TxUPjiPoMJsCA3hkVgtDJqIxFq1VgCkbe9z7ufzsNnMVutGld+++cPt7bs3b18/Pm6tcQ/3d5vN5ThEQvjdb3/79s17Z/2Pf/yTzebCWDPFSUStNXScy+nZSlP2Qs65/X4fYwwhDMPw8PDwi1/84vPPP99sNmVfd4pj1QLwc94W0SwijuPw5s2bN29ei0jXdSJccq2exoB9D9HkqDM8b1Tw6fefwk6+OTvCU9D0nxq08F2Iy9OAvm8Ppv67qr9viU7POekfStXvYbd87wEBfBLI/q0NMCEBGaKTbYcU6MjDUyQgUqEnOewlpPGkOz0JWZ+81TM05MlhOY1Gzvwb/H7wDPyjZ/Zfzr+nslzMbq4vjaHECRBPwk4ALNNhA0AKVB5IZdYMUGw8rKpwTv0ig8Yo4OXlM+SmnlXeO2MsWQPxyYCYjjoHcoWcicVmRETOuaapq8qEgDmTALJgTnqGeRokS2AQsfiRnbPGmjNo/0wv1O9fpt+CDpGhM8jjtOmTbx7eMoE7RpM/oTDpWZJGhpwzyqogqOqcr6pqNp/NF7OqrgCUhYexP0zDaZJL3gdEZC7jILLGaskMIHsshJ7URWf6fwihyANKlsCHMIOn8YB/OhsFAdFYciUpHhCL4k206NUKZe44xyg3hSfX3XGjLCBC/IHaJFyuehHu+75UXIRYnMqn6SCqyjGX9jiCQ7JoA3rvQwizqv7BD35IRNfX1yVo60MMKBCAVlV4/vzm449eskg/DO/fv4spOefqpqaT4ThOKRY3Q4wpJmbOR3w2MEv5S7Ed5pSnaUopz5q68g5BCI8JpCUAXVXK1IuISmbAE4W6nA2T5/XlnFkuF8+f39zevm/bTiTrMZ72jGfRkzxYip4blK3Fzz796D/+H//balG/+up3b7/69dvX9+1+L3G83iwWLi8uF5l7AHQ2GCWZMLPEnIy1zoeCrJQjhpS+4avWEzMT0BDNrFsvjbPGEsaIAGIJQTKLCDMdP7KKKqCWrUHmnPIYR2YpHRWwRM6gpHjMl1cFZlUla4lIBWPfqai1lppZ5jpGnzkTGeMCEAkfMzAAI8EkCiCIahSMAWfQytQjZRBhiAKShR8fD4o2NLPFagEGkrCC51E9jI1jiyml3vsjXJNzlgxoSCWBImipoQDBne25gFIgTEfZq36zUv6OLORpJSxSrp/iwdRTnW9O+UiKSIAlSFfwg4BFAFAUmXPXd/v9ru+6m+tnAJpzUlWQ4uY6A4Say8tLA1VdN0SmRH0AAOd8dCcDnGNBqqoyxnk3Fwlxuttvvz4c3qhEVIPAAXlhJDhnrAGEVnpWZ0zlTd2O0o/jIgCPoMm+ePnJs4uXddgsZ5dXm+dXVy+S7GI6dMPUj9NsUh1i2w5xSqjKSVQYTTn5DKhEloVZUoyTtcZ7X67dfIyuIjIgKghIFC4vN51te2xTzm17IEaj+1DVzWwuOilFMAlMSjIOU2u8Oe4XMztjAZDKBF7ZWuN9sOQQQASNQR80Q49kdvuDq2Doh77ySFTXcyJbVGeqFil4X80XF/je9f2wXlU+1N5VYzeJgnf+4uLqpIk6Ig3KpJo5l1LW2ZxSLFZ2Yy2hEdYYEwASWYOWwKhCaYIULl+MSY78MGOPvF+jrH03tO0QU06RrSEQx5nGPo99vL3d1lXdNIuqqkLwzEoEKU9THFW9c85Zj8BxnHbbzmgHvFwuFnW19i5BQYgab11wLsxmi4vLK9Uc9mRc7sdkLNU11bUjI4nNajU31q03K2ddSQWYN4ummYeuJhKy2dhERtKUhzjU1jEka8xsMbOu4oyGqpQ0Jiajw9i3aSSjaLSZzRbLVQg1opstFsy8H/q2a621wYe6rkMIznnn7MEOIpoSF/+MNQ4RWBEgW2uruvLBz+az1Wq92+7fHnZte1gtZ3W9Cs49PDBrEk0AEqpqvljM50sAGoaIaqch920cumjUE1iDEMd86NuceByFM9Z1jYDWGUJgTjEOzh1ZDikPnFVYYuLS/RGBGLltx2lMPmTnDYIx1ngfvAtS8FxoRSWlKcYBAI2xy1Xd99B3w+FwX1W+qpxzLmdWQe9deSg9PO76LqmYlFiVAI2qkgF3DDsFAAw+IGo+8RSAxAZDCKo6jmM1X8/n82bWFLtBEaIbg95b78ORG5wlxjQMxVsLOTOAFDifNUc6GjNDVh/CZrkxZPr+TUGFOxc4Kyg453LOh8Ph3bv3MaYU0zgkIlXRFFPZoCGoCKkoSxJOgGKQVsvVer0Wgffv3z/cP7TtIcWUOQ9DL4IPD+9//jd//evf/PL97dfL5ZJltNbOF3a9nntvX7/5+u27N9vd3hgLYEDNcrkgqoqbnIisJeecITw/alUjQCTKzonz9tAOzN1yuXBOUmqncby/e/v+/evHx7uvvvrDOEwPD3eff/bD9fryxYvnr1+/+fr1q5//zc83FxebiwsylMfMLNbZwn0pW+HSenPOEZGIvH799Xa7u7q6KtXv69dfX11dnjL3SstQjjER5qwSIhEZhuHNm9dfffUVEfV9X3TyzrnyjDjXDN87W3tCc/l+IiV8J079w8bsj1jqnv7+P8Bx+ROFiP/S4Xv/1NfRbx6OcxjDKV6qdIG/+SmISMF895WeSqnwO1bFchbOZsjv1sln4+C/rEPvH6v3DDSzarNZOu+KVDVLPuuJiRygUQUFatu+7bvC6TiHUZCBAtLiJ2uhrmuj4L0v9tbC8jt/GWNCCLO6Md4xKCDaE8XRWFvX9Wzm54N34ATDMMl+34MoEjnng0NvyRoDiFVVO+uPeAZhAsAj8pYU6Vsr0xgyBqvKz+fz1WpV15V1BkDLdvw4/OCjyOEM+DaGvHEpZzwWLaAqMX5jqatKitzUNRkSzm3X/urvfrXdPm4uVvPZvKrDs8ur+XrRzCpQFFURtcYwC3OcpgnRYKiISAHKBL8c2nMWZ/kDM1tr18vVWZD9zzn3qlD27kDGWH8MbUNVZQQka4zagqP5Ru18vDPQaR2TN0AOcs4scgrGIO9dXVdVFb7BZTmpMctMwBSFOkvOZSGxiEzTNE1Tdzis15tpmpx1AMiZRVLRzY7j6L2vq2o5X5Tifjarn11dGGsLdJjIoDFlhJtSSlPKKeUyWykoGoVCzAPQlNI0xZzyOIzDMF5eXq7Xyxin2axCUFUuOoqY4hmNA1oUzmKtLW7Gs7AzJRZlzuKcqev65ub6/ftrkTf7fZc5KmQ4omcQgLgIibnEhjGC/Oizj//nf/2v/vVf/uy//t//+dXvfzu2+9Wi4QHf3T2++uq3H2/8J/OPXByITHA1MKWc0xiVM4bgzUwRRVSyWOusMVTshczC+SzlN4gipAkhY1QZJecYEdUQKUcRVlHnjbOWkOI0iQCQAaTMmlmIrDOWjC0xEpQSHIvoo4nVGzPz8+A8INWkwzikmLjfD5OJhhTRWMfHi0hVhAyRATDMMREQgu0OAz+uXEwAACAASURBVKoJ1vtgEZjjMMR2GIe+n7aHwdh6vlpbO5lgRIWMRzAGkzfJYAbgQo4zQMqgUkSXRZLBp1YQnpQt+ES6SU9H1n/yhPz8/PiQVloekMwMQHikAR/3HGSM975Ac5hhHIeStBljHMexPRyIiBtOKY3jGGM0SC9untO/CtOoH338vJnNVBQRjbHeOziGkqkzBMopJe+9NeBstobWq+vl4mroQDITkIpF9nMri3pOhmLOGfIYgSeGhuZ+EYzb3bZv//Cr2eLdf/pPP6n93Lv6+tnzf/Nv/tebF8//6v/6Px8PBycIYGKMaTcdtqmkzO93HUBvHApAVdlmFrynfpjGoQfQkjNpDBkyhEYVUoo5iw/Wmcb7+Xy+CqaZuSag08gPj7eaEQlYMrpZhh5tApcVI0MELFexzOuZN246kf1ZcmmdnAnjzlky2fva+zqz7nbtdtt+9vkPq1CllJFseZ7XjV0tFotl7Zy9f7ze7l4TWI7Cyt5XANaQvbjYqECcJkCdJtv3CEeWk9Z1qOuKs/Z9H2N89erV/f2DyVnjxJGBME5x+7hl5mGaUsp1PatCNY0jsyAWHxMwa4o5TmmaJh/8vKlCFeqq6bq+bSOIqSsy1hb0n6oc2q2x6H2YL/wwminmGEUleNdUflFXulN89YfHN18PlX8/m62tsZVfG9qrWlAfwnK1ur68eMESkQwLJ47j9JgeW9VkfaH7GAIPYjljM5tfLOer1dVyWa82FXO8f3xzaG9rb6u6Jis+kPdeAdq2da6Zz+cxQsqpmNFjzl3XA/Lzl9fPrtYxxd2+FYZQBUAka0i5burFbOGc7/tpv+3J+Hbfdm0/TQmKdMGRseCdr5u59YRGXr15DTL/6Eabpl4s5uPYPj7es4x1bUWjMVDPwqZeNbNQ1TUL3N3dt4dhOd8AE0cg8hyhH/rt/bbttjEP1vjtY84Jl5/W1zdXzbxuu21mI4CIqSi+AAYBZYGnp6+MR5ghRlHIqljXzpgC8S/BPJE5ArB1xFkBxHvT9xCjxAjOFVAnI6J3Ydb4+3xoD0PXbkMYgvMErq5rIh+nfPZleW/qxltHCkcFYFV7NNoNnfdVVQfnbAhhv9/91V/91TiMqvnycn44tDnLcrGqqsa7AIAx5mmKxnSgWmJ1rSMiVB2997PZfLVcZ4osOYRQ1YHw6E4HRW99n8YYEwgcDodpSrfvboloHNOrV++NEe+RDAlzVBFm5yq0duj3aLz3WHs0xvT9NE1v3r99s90+EkHX/9z5AErNbHE4HL76+qvHx21M4zAIGQq1dZ6vnm3q2v7Nz/+maztCnM3m4xiHIU0xhkDDMHz11Zcff/yjZ9cesWdOnONJpxen6ZCS8b7+6OML59q2xdmM3r//6t27L5j54uLypz/90cv25tDuf/m3v3r//t39/cPPfvaX//5//w91M/vd777c79oYY8k5aJq6YBdyBhFVUTIltJ2MIWY5HHa/+MUv3r5997Of/U+ffvpZ0zTWmrqu6joggjFkrTkj9pjToT2YcSjJxjHG7XZ7f3+7Xq/KxqNsfv5BQSE+Ge99tzL5/2Z0+D+PyHnM+So+OiISPDtt5FzjqYoqGwMKxhRm9//oek5EEck5J6QjjUCVgexpEnHc9iPaMs1gZlEGVPzOQBcQBUBEmeUUg3t2vVCZG5bEL++9s9ZYg6BkjDMWVAnBOdvM6mZeLxLXWKupbZ/6KXPKxXjnvXHmyCQsKVvn+6Ce9MvnJsYTAuRRfOmcC8FXVVXXlXVURhp6GtoQCUA+xWejQgmDljImSXnCJ9qkY/ajggiwKCuAaGYWhX6c3t/e3j/eGUvO2c8++XSxWqhFdyqAnfMqEKeYcnbOLxar4AORORecqkpkSpJ7gbgIy2w2U9GnESjfdMT+U1sjUM5XoR8BAp3iRI8Io8KkhVOC97EXQfBhSC3CApJz5lMKORqiFKfHx8dhGEpIVJEtiTCLnhrbxy6UKhYQBoASCxmjqlkkpcSshFTeW1HAEmFBU7Zt++rVq8fHhylOSOiDd9YikaoUD5uInhGiqip8lF4Ks5YJJp9dkTqfL66vn11fX6+WqxfPb+I49K3t2kPf94jorC0IjSfCTihD6ZOrU48XhRTJ2oc5ds45pcgSEZJqZhFOjEig5YOwAhshlWyQLy8269UCJL39+g+7h/tZ5RdNPe0tSc5DH/s9DzMeJyFEHkQh5jzFLCrIIUJUxVJ7lSFDMX8KS5Eylok6AaohQdRTv4ZQi51ROBVpgvfOWguI0xQLt53IZJaYuKhcCQ0rO6PBiYoWUnVMCUCttcqHwVgEyDkP4zRNk3W2kME+tB/pA7KspFSkGA2RJdcfBlQK1ofKqU5T6oapjSnHDClSyph1N/JoHAJJzDAM0O51mvISldAYsgY9AoEaACC0p1quNN+OQREI+CGuHst9Ho93Djx2JfAD3P9Dxi6cOhfHxJcizz2n9AAU0RI8DSCCU7oRQcm9IERGLnzd4wC8BDwehe5gyIBAzlzXzWqtKYL3QVUzMyI6Z6uqEgBA5RxVxSDaopJUQRFb2eAWdXUhHKbRDpbShCa6YA2KV0ACu1o0hvjQSrvLzoN1FachJ+679Nvf/n62eP78RaVqfvD5jz7+9ONf/vq/Hvr3OWXJBrXytFg0NQAxw9A9TjGyYAjOGmeMFRHOrKKEKFknztZVIkaEUuRhSMyZyMxny1loZs3KNitaX67qJnb99u7h9u3tu9tX/dRdPPuontFP/vzTz/7sh8+ef1LPTNYR0FhvkUq8nhAIUWEDaoliRwJzSgS2ZJ2rCC0oqFprmuDnzgCiUVAAQeAYc9t2/dDVdf3xy09yLmQm3awvhmEch6k9tEXu4Jw1RHUdjMGmCQjgnOv7oev6ErnBnLvuUJMN6NDiEMd+2I/jeAyOJJNNTpiVIWcZhkh4SBVb6+bNohv6vhtjTBt/EXx4uH/ISSs/f/6jj621OefdblvwfePUD6MDzNZpMws5130/tYdROAcv02hQm8PucexHY4aba7dYrlS9sFM1Is77eV2v6mad87QQFJV+Gu7ubg/t1trry6uFr+Z3uU0ZJZk6LINrJOP+8TCOkwtmM1snOQzxsVw1zPLweNgfWmsdGmuds977KpCb4nZ/9/7u0HbMebWsyNCU0qFtOSmhPRKMTkz5lCIAxjilxDN/3EnHmBCNdWAsAZAxxnnnAgFyPwy73dbT2816rZCXyyaEpbWgkGZa+RpZExKGqvI+5KyHw7B73IO4YOvKzlarNUdu991hf7i6etbUdVXPbt/tDodhtVisFpvZsnIOmoYyO4GxmQdjQG6H3E4pC7M6Z8iQ89YYW1RezIoZvPeAZoppGB6cc9ZaUWVh48yyqcYxDsO0P7QxTcZDQATknKmqgj0O3PI06TiWJzKjsiHDUsQWheSMLOwrVzUOSVIcUo7GofeWLLFwVdV11YTK88R9v4sxqRbWulSVByDvXUppHCZVKFwcLDgs4RgZkdAhIjXN7ObmxZ/92Y/fPXz9+vbr3eNjtx8MGRWu65CNDO0Qp5iiSOJ5Mwve94c2pTSOETR66+vgjbU5J86ZkI5qUuNY4jhEyfj+7j7nfla7nDMijWOcYuvc5H01xSSqiRkRq9qHynlvnYOHx/e/+tXfNnXFLPP5UkEz6+HQ932s6lkpk4aOX79+vVhcWUs+GGOBeQKMPujmokYaHh5e9cO7GNuUhra9PRz2KcXZbDbFl875r1+/yWlsav/ll18y6+XlNTN//vlnFxdXD/fb9Xpd6OVACApkyJx4e6dNWYk7YkDph67rD0Ql2aoEMJU+55H1oMpEKpJ3u8f3795Z59r9gXMiRGesNcZZE7ynkp3HjIUw+TRxVwEVy50PtaTUnjLRvxHDfJ77nbPE6EnO+FNkCH4zBAu+O9M7S+TOZpbvn1wdLSH/YrXm07i8p+jBf9Z/9c3ypcQkK5eQZEPEAAbAKqiCoScWKv0jo84/8lp/NA8Q/+nv/J858bOgzJJSnhTzcQOGiEaKklMliRILEJUTXNIIpOx08JRDoAB0RgMhFm3AU6HqacN5jDM8JhyAAoghZ4ozitA5E+oq1KGeGOwCXaM0PWxbUCBC66z3zhIc2x54imE+vlApwI7bsyOqVeF7cUYsDFmOSfKayxJnLsHyR5CjiKCIMXzib5ZjgqWFc+Z5imKJx1WVmJOzloxRhN1hn9KECJxzqKsosQqVD8E5531AwBRZVEOoVst1XdVIJufMmVkUj6UDnt+wiFxfX5dg9Kdizm+BN/9UvW9B2R4H2Kin0cYTY6oinqJjjmO5crhLV6Bkr4pqVo0ihQ1FIpBz2u/3gCXK1t3c1FVVKUAWzplzYmbmooJDOiNACynGkFUtWRRHK215EQAs+RlA2Hfdbrf78ssvv/zyd/vDXhV85Qs+pwxAvi08wFNegYKc3ZkCUywYLnr27Hoxn93cPJvPFoT49u2bx4eHd+9uHx4emPn42Bbuh+7x8dG6Y+7iuddTPNln2C7RSbqnklJU5aoyKXlAndJR2ClaQl2USMmAghJoXQVncBy6dr/N0zjz1hNaBBKFnOLQHvYPMSYAIGOZJbLkEpsTfYqjqBZoMRQgzbkEhaKUPr5tMFYNcUxF5xmCQ1DJmXMu6R3GGFAQ4SxqrQuhcr7KItOUWbV4MCOzt1wFJURmnuIUYxQpBORjw4IQWYRFrHOl3jtzn421RKgA0zSxKCNxSobQGpPGXDwh3iLLME7tGAdWVAgMDUsWHeABjBMg7sY4jpCmYM0KEImsIUfoQUnFoSqhO6WwHB3YiK6sfQHRE4tFodyXzlhqeRJZcu4j6Te4RUhnlBjhKQzjtOhKcOtTgBszG6Siky8+NiqqhLKnqSpn7BSn8m6t8cVaA0AiGlMaxnGKsWCpj9oeEVXNOQGoIbLG5JxFBQ2AmOAW89kzZ9d97sYupxSWtl7M7TiNKQkQzmabOMWc2nEiH+ZNc9UNj94zUPj1b35XNReAjQjc3LycLavLi5s/fF2NU5cmJG3m9WxeG0Q3Tvn+fZqGPYv6WeOMA8FpSDmDNZ6M44QpqjKNoJLzNMg0aMpszVQ5oUUwJlTO1paeX6x5HCtL24e73f6hj51tvKvmNx+tbVg2i7WvIcaI4KwhQFYoKmglVKKjlhlQDeHZuoKAhiyqRUWCABIIGiKjigosEKdxiqkzNgKl+Wy2WPxgmuJ2u+v7frPaEOynfjrs9iqCCFUV6lk1a+bMucB/jLUIypwrH9qu77pOpKSEGlAVlmmY4hR9FUIdLBkAlFz0cppiHnRENbPGLhZLURjHse+n5VoAzG57MMZt1osXzz/y3nV9NwxDUZUPQ4fIKdXW2aYJoJjS/rDrDvuRQAgq4TCN2B4mRFktc90gkRGxqgbUOFs733jfGGPJGEC9f3zoO7m9bV++eFmHTVU5bx9AxVLlbRCW/tD3/ZBwa5o8WyybtvI7l3KfM8eYHx8PLDmE6ub6Bskk5mDBGATUmEaRbJ1p5o2C9sMQYzTokCjlJCIF7MSch6EvCmAF9N4Z+40BRekkOm+L76NchTHFrm+JoKrs5mJ1dbVuu93+8FjP6hp85tQNgwjkrKAojDnDMETbVL5x83mTpiScVptmOVttVhdNs1jOto+POxFBRWCYN01TKwOBqerGsaTdnrBVUbXONk3lXPA+WWORKOcEqGSIyIlgTrFt21D5pqmtNWSwqsNsPsP9YRiHrh+ds4tFlZNME2fWUNXW+hS56/ph4JRAGLLRZIQxS5aUc8qJjANExewDNjNHFlMWhex9XVrbznlUk5Mian8Ypj6WzlrmnDl574gcZ+77cRojc8mDJVWDCDkzMzArkaiAc2E+n19dXbXjI0g+HHZx2hm0s6YOIVhCUEFVQiA4dtxVJDjvjAXJPoQqBDJG1eecp2kahpgFmtrnzJxSTEAUCabKX8zmM+/DdrvPOZVG7dgPmdl61zRNqILz1noDwF0//Oa3XeWrxWLhnE05T1M39OM08WxuU5RpHEbQu7u7Z9cPi9maqEBisvewWDhAvL97d393P8VuNgvOmXEc7u5umfnFi5evXo19P37xxe+Xy00Izns3DP3d3e2bN69/9OOfvnz5SXvoAXC73WbhE2KcTDDWEPMRAKFHNGexMWeR7IMthO9CYy6jBVVOaer7liUxp+328fHhzrlq6DvJ2RKF4KtQVSF4Z6mYD/QDhPI0WcajKecUG13OxXdDz78vXPxJsfePOcgA/mg8wHf5nN/66Z+ex/CtacSfUkw9zS04SSP12xan81HT73cenn6F8DTBOuIOgAgJiAAsEigYNBbpT5WqIiJ8E9j54Wj+g6ibbwaHfeO1vu91/8nyPguQALjoVpkjIjjrWVJR/YuWDHRTtHKFg/+tcIyy0s9eL2stGTJggq+cO9Zy3wLdHEMIGBmY0FoCQDBljGPM0djvjQneJzXOCrNFKh1ESwAp6TGk1aApMyc8d9/liYEPP+RMQ0o6DON+v394uLcHQ1T8V1mBz5vRnFlPNa+qWotVVUqXYIwnMgCYsw7DWBwdqkBkyo9EMrNWwczn8/Vmmd5OmSOhfv3mHSBYryKoiipIBgGgaPrIkHe+GH5Qkbl4g0p9heXoZWZh/slPfvLJx5+cqLvIrP8CTRMqMjMqx5K5hOPwaTd8pj6VlW5KDElWVpBiI3HOlcJJRMZxyplzztvdbrPZ3NzcrFarzcWlQEmakpTyFGNMMaXELMc9sgIoo7L3XkRAM4JBKCqaVNj1ZRxFgJxl6Ib7u7svvvji9u6OWU+FVuHoYuEHPb2wzvt2fOIGPmvTv/zii77v6io0zawEm6rq4TDc3R+6risVXdu2v//97/96/l+cs85ZInLOzuezi4uL9XptjEkpnRpPysKiDCDWmdV6Xje+75ddPw7jFFNKqbgHucCFvTVpghRzjEOcBhC+2KyH7f3U7geQOAzAIDG3+8Or10lUy506psQKTFQk0M6HU0eFWCQnTjkxMyoQEhkss9TMGYxF51OKKoKATV0BAOfIKTOLqKQYh3Ech8FY510V6mqxXAFSyhwj2+Cqus7MkgeRwZ+8CizCOccYd/t913XjODrnZrPZYrHA4+4NnTs6ScgYBc45d10nisYGACEVQCEhAiIghMwy5tzHnDMTs5+kYQ4iFryCyUxjnCJQU4XLi/UGyCMZAFPsHMKGEBAdIikIEpyW0xMhFuQnBM6njyn6pgqGnpR852rwSSV4CvSRD4IGA4hPndzMuejMc87GmqPJWAEAF4vVarnMKW8fHqxxBg0Y8N5754d+fPPm7e399sXz6xcvnp2sOqIKyiVD56mDHw1ZawgU62r97PKTzfrjdtcNw76pZpfX66vl7Isvvmi7PYu6at4O7W6Pi+X1y4///PnLT6df/C31fRZ88+adwn8bJ/zk0x/M53Mf3Hy+MlgPrbb7SHJ9ubqp60Vm3e0Ote/2WWKe3MUKBcZuGKZonZs36/l8PU162A27XdftB0QgC6qWQOMAsYYYpW3HCWUgaSwu63BxsZwv/JRJgYGGMeddnx92X9x89INPP/8puUqTpsQ+uBLYqSoqWSQyRxA2CMY7IqOiuYSDJo5RnPOoPkeTogU1nJkMKcDjdtsNt8aNP/zhR1fPnjWNG8dxUT9udzvvfAsHSZlzzjmpMki62Cyf31wDyNv3b9+9vWVRa8x8VgcXcoq7x+idB4bMOeWIQE3dGGd8FUIIgMULjaU+997XVeO9d8bNm3nRemx3uxSZU1GTQuZ4aHfMXO5CdV07Tw8P7x8fU6jC8+fP57N18AuV0B/wIT52+9YaIAwI3piERwcWIVDhsJe1TAacN0a8r0gheV8xQ5zY2bqpVotF9fzmJSGslotxaPt+enzc9m03u4DNwrNMxqi1tG+nfozjxMwwRRZJgG6MaRw74fuSbfXpZx8XopvzNucYIy+XC0OuiJmNQee8quv7rh+6lLMKEnkAqENYLhZEgwgYa6tQNfPKVybxGIeeJSGK9977wJmbZvXs2Wa+qO8fbx8eH1frBRqjnIchxtgZ4zaXz+bzDajnLN575804dX3bpTi+eLkx6kBjiv18XhHi23fv3759Yx1+9MkVWSXCppmh4Sn2KUVh8c5uNpuLzbMqzLuu7/qu6/phHLxHRA+AOWnOOcYoyoiwXq/m84YMVlU9DD2AWAeXV5v5bP74sH94aFVw1sxFoGvb+/tuGIr+XJklRkaQ0gBNma0HZ4x3MJu79WbWzCpr+dBBs5jtdvtuGHxV7/fbfoiZMVjjrUHEaUoi4pwz1gjr+9stgBgq2AKXMzw8tN5jCKauvYjEmMve7OHh4ec//2+Ph7dteyCA+cwrm8eH1pp+VoWry6vW99OY582sa/v94y748KM/++FisfjNb37Tdh1nrurq5YsXRPTLX/5t5nFMTJQk50I3NoZm8/qjj18s5o2wPDxst9vd/tD2/agKwVfLzYqIAGSM0xTFWVosFkM3xolx4e7v73b7PZKx1i597V1AIGutNTUADEOrov3QzeaVdXB5tei65d3D28ftqzdvXxFKCNez2QIBZo0xJnz88fUvf/V3v/vdl10fd/v9xebqP/6Hf//117f7/e6//PVfX1xev3jxsSH31R/+8PrN28Ph0DTNfD5fLpezWV1XoWC0yiPDew9gS0Szai7ZD6ql0mMkDZUbxvb27t2h3bftoa6rfmhjnIhMEeQUlU0I3nt3hHgDeO+fcrD/WBX1p1Qj3yqT/n+n5PwesetR/nOyeBxjCRUItOSSAaAFMmctz//Aek4AWa0W6/Wy77siXTMGWZSFSbig4eA4aRHEkjedc07Fv6cfymU6x3dUdV0ZN5vPrHXHsV5JslM9imVTFlZmyZqdDdawM+eUCihOZzLkvPdBrbVisynDBWsNKXMuwQuiIqKsWnzN53mvAuScz6PaEpZVcHZn+5AiEh2plETHNnyZA52YPECE3rvLy4v5fGFNAKKcZBii6jazkhzXx1FzaF2FtQ++mTWXl5f7/RYJ6soXRDgSxyhlvHXkXyIAogoPQ18abKrI+ag+VQXnbFUFIkopFbfPEwgSIcq3gk2eZpX8o65VKZMIY8m6Mv8BAhUBQgRT3tr5zlIEACXsUoFJAUXJKCEQcZE85Qzz+fyTTz75i7/4ixcvX4RQ5ZwV9O7+lo8yVDqmVooCkUE6RiQAIqgFLc7mSVJKOScWUURjCBUVkUTgCG4dx67thn7MORtjS2YggB41Ffq96vbTbQ5Q9dgaEBYVxeAlpa49KOc0BSITY+z6qeuiqjpnrbUp5Xfv3hUajbVHacTl5cXnn3/+45/8eLFY4IkrI6pE1nu/2Ww+++wz5nG5CiyaksSUY5YCDo0x5Rw5MwJzGjgNV5cXytzu96vZfNpstpyRkyThJPv97g9f58fdsS0noCkxkiHnUmaB44VhnCVjVaT4FcuQ7Zi8B6osKUWwlqqqgGokF9OpAWFR5ZxzyoWbF2NUwBCq2XxxecWhqoEopax9ot2UmVUygXhP1iKRQbQsJmXTsY5gk6nF2L7l19utdQ4A+BhUKMKseKzfU07KSogIQsBI6sCAqDITsWoE4tl8sVo/W60/Fl0iLZBqppSgz9oBImIAneVUKXljStovqACLwvFKUQAGZCRE0mNLtABaUE5zoWOmDhxZqvQt/jIeGZ0fRtGIeC78zmrqb16PZ6+2IpaYivJrdDIGm+VyOZ/P61DHKe73h5S4aYx1nlM25EKovQ+qEGPMOSNRqCprXenZHw2ZxlCBxrAYsgjIDBMzgXV2YWmBOkeA1eqqms1Hye8e0+7AqGbbPQ6DillfXP+oWbwQnK0uXsw34rxLmff7/ndf/O7Tz38YqmAMeRucrUDp7euHxWw1r6/Xa4toYq/EG+SBx8PQGu3TlFJiXS5rN9/Ewfdd6lvLaXa5uXjx4ma9WTCPXb8dYx/cvPKztu01DR64sUjruQE2TuvGgDFgIiK4oDYI6zCmw2Y5Nxp4Ap4m4ZTzJMLFb56mgTmGChbz2pDPOXd9zhkJ0JMndZqdp7mFmhkdgfCUsoDg5Wa9uXQ316uqtjmlh7uHw6FNY+oO/cPdw363CyGc5E+Q0tQe9uM0PNzd7fdb74MaoyKV94tZw5cXqurZYoT20CZOaJCsKeUWIKCiiKaUp4lT1GpVBx8QqWv7GKO1frO5mDVzZ/28mZGFqnKZhxQzSySDw9Bvt+Pjdtc0vqpqzrDbdnHqpgEJ6+XcBkMqLmeowjiNI0vOPChGYz3DwCJJW6XeBa4ayFlYsnW5KSknwM5bJI1p7NodaAYd6wpVRXRU6n1oQhXG6TDFXlGqumLJKUbnmlDNg/d9N8aUmdmHAKIAQobWy4Wzrh/arkuiGlMM3hjjjDWSpaRaG4MKGtPECUCT8v1+N4zD4L2vm3kIVdkoD2MfU886KSQyQEhNvdysl2S0bXsySGSr0KTIQJCS5ozjIACpboTQVwEnnbyrQqgI4dBuD9utMde194Ycoi4Wq8uLq5vnl48PD8PULZczxUHAOCu+ssGHsWeCQ98zoev7aeh5HMeYpsyphPGMQ2TeG1PY7iVUPYuw8945CyDGUNOEEKrNZjlrFtZ45+o4CYAZhr5re2YWBWFMSUEFQargQ6gERPVgHfhAVWXJ8DDtBQbF5INBlGLE6NohZykK8+KtGMexcP/PG4PVqimewzjlccw5c1UZIhDRnBOiikjOut22Zaw6xRFVquBVwHqz+fTlcj5vqhrBPLjtYd8hkEEKzm3W6+Vi4Zzr+77dt8wSYyQAY0ycJufQ1c1mPUPJwhOnYX1RLxYNc358fBAWa521VhWnKSMZY3AcUs5JJBuLzhHN6hDq1fxiGtNXX71pu0OMo6J59uzZ1dWz+eIiJWzb+PjQcs4EWFWBMxPK3e3r29vX72+/vr17td29Z+k2l5tn1ytr6O//VV56kAAAIABJREFU8Lu7+/sQ6pvnzxClaTyLGgPB+49evry5+ViEQrWwzk3TNIzj/cPD4+NjSZIy1nZ9d//wrg7+Bz/4YYE75JzHaUgpd10X48CSYxzLqTcGU5qmaQCQw2H//v3bum76vgW4sPbYUjy5Hgo62Rljz8DAp4XKGarwNFDuOwLFst2lPzLf+4fBKvjHBJD/rxZgT4ho+C2wypNM8++Zg/3DHNFvYznPX0jyhHOjVLj7BkhA1RgQJVASKTUfwTEu72j+e7rZ/l4KaEHAf6+kE57ky+N3DsXTNwn/oHD0v+OEWAC4uNis16u23VtLRxkhAYgyMyIBmnNm5VkOycxPJ3ZF6SdHrblWVTULWtW1OQMeTx/xGDCSVEVZOXGKMXrHJf5OzkeQ0FjrgvcJTMm3KmFX1hAqnZRRRWD6LSqnIhy/+4GSf4zYLmqoqqq8t8YSlfRmPJ6elDLAmHM+CY/RWnLOLpeLzebCmKCAccrGDG3bE0WiD+GPiGQsGXMsUxfLZTNrrMPNZlVVAUDGqed8TAWYpmmaUpwis6bE4zipgooWrIQIgwKLEpI11lgjLCqlqem/uzi+tfL+xHqvKA8UCdCU8g9VSxonQlkFJ+teQcsWwRvo8V8RkbEESshyGpcvFrPPPvv03/7bf/ujH/9IFV6/fv2b3/12u9urApXfJ6OgJUKbToxBRTDFOCXAWaYpjuM0TVFEEYgMPUUhqR71xyUutqr8OApzkVId+YjfOQ54viQJqDhhAMAQEtJHL188v7muvCdEYVaRnGIuBL+TxDHndDgcpnFAhNI1SCld3zwLlf/4k48W8/mJA3ZWOCgihhBYxAdjrVcgFs0MnCUWImiMOUaRpDkAN8L57va9leitW6/WMg79fmeQvLXtYZ9SC5atsYCkqIBU1bNmvkj5mIgSQmWskOHjNamkgIRoiIhJhZkhRpiGcdoNzDxNYxynuqqds0XszzmnmEuxx8wpsw/TcoRW/GqNy9VqttqQcSwKORMai658FX6sgLDIvDhQVVjlq6+++vI3v64qEOExRqIj7BSOnRpFQBBGTqDZO6iCdWQlpTQN1ioS+8pevrh4+fmff/rZXwJeWLs2tskwTdJmba0z0wT7Xf7DV48CjsyRsMuiIkpYMhFUIStkoCKNldNVIwoMUDgfZUHS6RmCf4Rni0R6au7gN2d88DSM8VQWnu6PiIZsuU/Qyd/pnV+t1s5aa+1+v98+bqsQSm3AwMdcMuedc0UcXjgt5oTqPaZ9lsgWURFx1quiMIMCkiWsECqiefB+vfrIBdsP21HrTKhi3n79gFhdXl6vn33WLG7Ih2cvPiOjoXKr9frvfvXrL774AwvrEQLgnHGk5vHh8P5tu1kyT+K8jdFLnGte8JT3WxFkVgzVzNIKePaw7XICR+vN9ebHP/rxn/30x1dX6yl1u/1t223HIQ1j3D7eorrKemNMTJPknjVaD+hwyh1DFLBVYwVi1++un71sfC2R2vueU2ZOiFKaeylNnCdCmc2Cpf+HvTd7kuy40jvP4u53iRtLRtZeBRAAAS6NlpoajbpbpvnHpacx02KSxqbFboLqBptNYqkt94yIu7r7OWcebmSiAJAUpWmN2YxNWD1EWVVYZty44e7nnO/7feU0xXE8mKpmYXKgLBHRCtJC1dixqmiGwhePHq6fvli4EKdx2N3sLs4uphhzyrvd/vb6dugGx3NNrZJSe9hLGodxuLm+6rvWEYkZGOQUQ+G3JxsRwQkzpCOOFyFnOZKu73wuiDjvQkUovPOqejgcYk6AuF6vq7oiIib2AXxhWfqYUs4CQOM4tm0XoyyXRVUtzfjmen9z1RM2BIvlcr1Z1uMgu/1hXgTNkugIOKI3LjIHLGvzIfmQfJGQEkh0IS9X4fThsus3VeUAUoy5624AErux7cE5UEjkEjJlpUM77NrbMY7OubpeAJACzUr+tj2knGZqhYCYiqGEwldVOUwHA82SU05mVBXsHPfTkNJUVQUSsidJemRqpUPbDtMkC1/Wdb1YNP3QDtM4xl4hukDOFexgsVhu1qcPTrdX1+dXl9dqokohLPrhAABihFCASc7aHiYCkizTmKcy5SzVolTNXX8Yx8qRZ+/Ecijq7Um9qE+u1tXN7pYcZsGYNcU+BC7CYrXcjiPl1OUIXXuYmc+GOouHRUyyjOMUggvFbPk2NZ3iSDx3Tg3Rqqp0LoTgELGuKwTf92kcpvbQ9f1ACAA0JzuLoBk676u6QtJp6nyAUNCiKQBz3+/6wQARgIbRsoiZTUN0PpRlAUZl4cF0HAfvnXMhxpxSIuL1ulGFFBUsjmNWlRDcvHPN3WRmBsCctOv6rutcgLquUsyStSrKF88fLxZLRtcfxkVdEZDjUIVaVZtF0zTN8aBArApxmq4uLojQRMoyFMt6u115NrQpTf70pFmtFwYyjqOqLuoj18D54Nj7UCC6YejGcXCOV5sa0QFw06wJxjevP0s5IQFSZvLNYrVcroZB+j4fDofLi4uHD56cnJwGz9PY/fKXf/Pq9W/PL77O+QAWFwu/2darVTkN0+XV28vL66Kszs9PzWTR1DlDCNXJyeb582fb0yfOVV0fF4tFjHEYx5mZ1zRNs2yc84d29/r1q+D4+fPniJhzOhzaruumacw5pzwR4TgNMcUsMaZxt7u5vr7s+3a3u729vTGTnCMRlqU/Wo6dm1tL8wdxn8h1zyeH7yXBfUeX+K5n7O7Yht+hNvxxFM3/RuDBHzDF/eOBN/EPVzn3bJA/hqv2HYrpu8pMvB8FHOco83gPzAj1rpDD+2HRt2Sa3y+Pv2Up+nYsBLzLAvg9yJ3vP37f1f7dOQR/RL2H6/W6aRZd1y0WlSMvosyMBJLneg/u5ybO3+cEEBJ8xxaqMkuTs3MuBGSmuRxjZr0Lr3DsnBcY8T5DIUueGxjHbHcGZvLeh6Ioy2qMwI5n7jgcre/onAPRb4e5Hd++mJjATNa4r7PnjXaOMWmaZrvdLhYVOzLId/ZDm0F5ejTGzKNzE7WY4lzrphwBcB6qq91/tEyEzMcEdlWJ05zvx2VVFgU/eLD98U9+7B2fnb0pi7Kq6qqqb29vLy4u37453+/bruud82CgYll0HGJKKSedpuzY1VXlnAO1vusYCed4d9V7Lsj374M/fsQnavPJnghoHnLeJ0zf1S53b1MB0BRNjxa0mcB2RwwL9zESKaXDYX99fe28E5H5gh9BDmo5S5rhBlnvLb8y+yRVi1CmlPqub0/amVVFd3WmSCZC711RVEVRzq0vm11rx3S+3zvdg2+R9mdSx8wmCevV6i//8i8/+eST1Wq12+3GccxZQghilJRTnrKk+V0gAh+Ti0BVYowp5Zk8xMySIgIxsyNnJtfXV3/3d3/32Wef7fZn5MbgS0MWBRUQmSFvYvN03DJItDyBTOtF8eLxg599+pOqLJdNM7X7pimePd22+91VP01oIXhyxM4vV6vT7aNnL95j52eoc1UtkMjMfCic8965O94wzJNMSTml+NXr15//9gtDN4EOklXQz/wEg5w5K6irAYJlEUuJwmC+u9iLWzx+//G//N/+1eOnz9i5aZpAPVl1jE1n1qPrUr0PRKRgXdf+m3/zr//LL79UX09x2u3GrDIDk5wjVcs5AxgDekRJsl5VJ82m9D6Ooxo7Z+xhtVp8+k//15/+2b96+sHPQLZgFYIzVOPJqFfLb89ufvvrtwKDwCy1Po6u7whMM2RVDDIAwbHAm42+giA2p5YDgCYzMGC+wy7/YVvCnV3zd0n2vyn4ZxunqZpzRzTFMfeKqCjLO2uozmPw+ZaOMRJxztK1AyiEEMqqml97hDndpTAhEAOrGBMQ8p1iGcuiJFTAABCqclUV3NRb8EqqP/jkT1OU/X749Zf/CQEf+HXZbE8ePl9v1kC5bW+n1D978QKRQ1EPY9+2h/V6ffSGKDAySEhT2e7RexLhOIYcQ4x+up5CAc16/fzp46Is+iF+/eX5o4cvPv2zf/7Pf/bnH3z4wXa7MYhZRtHBIJ5fnL9+8+r0ZLVd1Y9OGg/p/M0XX33xZpz6rBkstvubLloCtzx5NsX+9vY6PZ9C44uqduq6237qhhkFHMhnSTFOMcV5N1CVYejbtm3bTgRMdejj0EfPasqiMxQnVMv1YsFmcn5xdnt1tb9pZ4bT0A/Xl1cpxTIEUBnGIaUJULtuX1WhqirNKceY4uQqx47HcUAk5rBZrqWVbuzrqo6SxGSKMYcjMx+RvCtWqzWBr6tuRlKLyDAMwzSyc6cPTgFgGIbb212opBZk54cuDUMics4Vm816uVpuT07Wq3XKut/1b99cOY7rJmzW1Wb16Ep3MV61XTtMA5H6AIAjgD563DSL5ePHTzbb4EIUaIHVsdbIp4+WP/tnP33x3klwhpwAUlGB9359Eqpa++HQd3tm3O363eD6rj903RRTVVabk+3m5LS4ur65udnvWmL2HgEhxiiSkKwpK5G43w9t23ZdG+MEsz4K0Hs3DMN+v2uauihCVVXihDCnyRDnxIs4TuMwDMwc4zSHPTarZnu6Wm8W7PHZ6ScPVu/lFNt2vL7aqSiQ5iwpziFyXBUOoeyH8fJiN41THKc4DTdX1dg//l/+7E9Pt9scR2bK0o0mKQ9NrGJcqNowtiKRfaEKQx+vb6+LvSuKMMYcR4mTjGNq2yHGiZmQzNBUrSxCCHyU7uiRUEBou92u6w4huDmBNgTvXGjbNk77ItQALud8dXXVdbNWhZgcEToPnsk5T0zs5gMGMIMPWFY+5mkax5RmqAlMcT53KTNVZeVDFWNmZiat60rVhmE4HCZmK8uiLGoVmYvVGWY7jtG5UBbFyUk1n6cQUTWlHC8vLz/86NH6ZPv6zduyKRf1kpnfvHp92LUIznPYbh/89Eeftm1/dXl5dXG1XW82m831xWXXddM0te0hpinnVBSFFeyqQAyLplrWq7J4tCi58BwYnjx6CED73V4VkMJytUF0zhVVvfjtF785HIauS6tNCKFqu4nstm8nVRtHIMLVJszS07aL1zeHy4vd+fn17U17c7NfbzYqcn198e//w/9+c3tWVPjppx8uV08ME7G27a5vewB1DkTi27evEL0KAuh2u/3wow8//fRPmmaLVIyTFqEyYGb64IMPHj8eb3Y7djzzt9q2BZW2bQ+H/c3Nzddff312dpZSfvToIQA0zWIch5ub6/Pz87dv34hIs2w++PAHN7fXKceqLquqKMtQLyrn+ZjlwLOa9yjsvI8sPsZc//+P/5k6z7vyb/by/X8kYP179R52Z6+/iH3/L372FzHp9W7/6uwtFWjOoFDQxKBs4KgIVGEWk0LMZ0TAnGlS7pTQcESrEQ+GojgpDeYQ/JTRMmZ0DMxAzMyoRqaoYgYMWHIR0DEgzaukQS3kDI0wFw6rkkdjJS/ERI69IQmYIiIYATDiXIUwEh7rOhKwY5r40a6F9x404nnIdIeZfGcwiMwApKKzMNCORi8GKsRcVjqqAUHAMkImFMcmx8oIAXl2+iAheeSArgAiajZhvS3qOvhqSazLDT98vOhH+vrrOLnz6ZUlDByWZIyGhFAWPPSHy4uznB0RUu7zBDCmBXFl6JSFSkEGVLSIZmRIwAAOkQFZwYRM2I6AVCMzJAOHpllREkEiVDDI6kAQRC1PgAJiCMqqpvO8etZsIjApqoAgo91VaIjMjiXr/D9sbnQTxCm+fPn1OPVVXVdVWVUVOy7KsqoXzrEnMuNCHCjMSkMENIWZXGmSwbBtD6oJj8mw89RvFnbOB2hkct6XRVEzBQA2JeaAprMxZi6DY8poxM4jgVoWnZCEEA1BM5ogKDN6EJcGvTw7f3i6amo87N+0bStq3ocp+XHyosSekC3LRGQ0J0nZHPVBAKSCYEfdIKICmCkS+bHLr19e/f3nr66uXjK1zAWAM3NZREwMMjsDAkOQbCYCKiC5KcN+nz75+E+aqvIhSO4djg9P3KPNpk/xEKeiWjhfUWjq5vTR0w+fvvhkc/p4sdqUdeODBwKzGdR/3La/SX0zU9M4Jvibn//2rYzTAG4MVUQCQ8sAjoFJgGUcBwEEdmVdG3Mf8fziWnj1/idFs/1w++RDJI4xo5GDMDObiFBn2qUZEM+Sby761ekPFpsXYjZKO+Ypm6JyAu/U2dzDVmNK3k3EDOicQaVpQXlTQrMoy2axPn3wZP10WT8OxcMYCyBGj4ACZGpuHPTXX735d//x/zDzz9zzRXPK6MwQ0JYnjUMsqoCoqoTiiBhxbpeKAaAhggNzM+jX5gXj2Nf4TsvuHV6Lfd8DgN/gP79ZTu4ahmYESMikCGaoM2EeQQ3ETATIFKUoabkqTZNhcg5NlQiYSLJIjiKDaDBScBhNB7E+A7GLyBNiBEVUY0WnMMeakAKReRhVelUzt89QuNoVi0dPnu12+6vbrw89EumokkD8wm8frtmhWZquewb68Afvn6zWn332y9/8Wk8fPBiHmzgO45ib5aIqq6qE4PMUh9v9/mZ3drO72nf7UDpyteT66lK9y5qxwNMPX/z0z//sX376kz9drpaEmPIUqARe5hwfLF3lgtkYgjJO11cX5+2rt+1XPR8Es5iNltUBo0vpjaUg6erta8z9WRW23V7TQJNAfbJ+UfxghBNg6KYDDeFqf0YYuna42l0c2v2UEznP7ATwenc9xshERembFTc19XF3ve8P0xBld9Ne3bZ7IhaxMccEMVS+LGskKkTNzDkQzWbZyFfLjauqqiyzSDsMOWXnQ1maK0oF1BAWp6c0dsPYe4fGlnT0hWMC5zTUVgEqIYIQASawLmqOzoErlBnI4fs/eMyOfeHqennYjzc3+24YvQ9FCAp5dbJ99OSx817RARdVcbqoHlTl6aI8MXJjSv04smMzWS63H3z0w+c/eIaoRYX1wi3XZXW6y+4rVRUFQaAilQteTCWaOu+ZcHuyUh0c5eBEOCec4jjl3JnzBuYsK2SZ2tSzs8wWUSaN4xyuYmDt2M1DVNTJBzXQoVcw750DIu9LyXB1ddV3fUowDCKqIfgilOuqIHQiZnQbNccYyeVQAngf6kZNDKSqlqfbR/WiWjU1+TZrf/KoCPW27bphbKexn+Iw1/xxygDkHS0XjjTlQSUl0IqZ1QwdUsCE2WTKeQTrLm805b6utwCuqECtV+jEDjH2iEtGrwnHMQ1DJ0YiGidUpXpRFBUqTGXl6iowVzGNKadxSmqMiMMwFSWLSN9PzOhcqEoYx3HoY9sOzAVAWC5XOeM4tFNUxFyWSKSgwKTHiEsEAp9T7tvEPCADGMcYx0mnBCmBGTjnVuuV9wUgI6lIRrU6VLP72TwQMSbav92zKwpfrZrFTlobW0NaLpardVPXlUFWiSJjWRaLxXq1agILSny+XDWLVVFU05QLkSHFrt+J99a4po6aO1nHx48fPHlG3o9Pn7n93vWdFEUpUqQowzA1J83qdNksqqJwIVARkNGc48WiUoH2MFztZnPGYrNartYnVb0AMHT1YvVgt98jxpu2r+tKhiHmxE0lcRhj5ilXQ/JFLHXo2v047IKP43h9efnF61d/vT3dhmIC2FUVPHi0/fjjH9/e3Lx5+/bN2Wui36q0GTp0OcZ0dnFZhJVpuLkdt9uqqp6sVu8XRSUCZtFM2m7/8uWXWXLXHr76+it27L1j5ovzf9jvbvf7V+v1Kot8/fLl+dn5OE7NcjGNk3Mu5stf/4avrq44dNe7L3/xy9Gou7j6crn2zaq4vH4Lv5HXb196j8tmMU0toTo3V3dzt5ZUbFZa2BF5fySNIaKYAaAnUsQ76ATRjMFTUD3Swubgx7kh+o4E6RtZyjdQQJjlN3q3kR0Thud0eLgzqt8j3L/nGHwXfzLvjAJHWxDZfbD77JB/V/ZwPHICzIg5/fZYzI45CcTzuXZOLbZ3LV2/s8n/7jud/yYmatlAcd6XwTGCIRqIoSIZHSMEwI4+fABygAjAiO5IZzservlbstKjR2seLNHxsHG8fnPqwb3qh46hUHbnJMHjhQY4xjO+I/i0PzDCeTeE3sAk63wgI6Q7vRmYCdp8MQ3AHMCw312g5j/50U9fvb4+dBqFGRBYgQVELQOZEhAZgjgVp8aKqKiCWXGaBzAqAakgiEAiNooBuASOjEGADGgGpoNmMiAzA3LM5Dyx98izmsoD1UoO0RizZywCuUyKTskhM7lZPzGDPmZC1KzIom+kpWwwL5H2rZPbPJKl46XJkgHpDjd65B/NqdH396sqIDikUsGJkfvGrCkIQqhIYDOsTfEICzVEh+yIA/mCvMfFuqiXfrl0XPgp7UKTqxNXMw0GzRsJO/MxBL9G8QwUHD55tBz6G8uH0nsVnfrUx8lUCudLQAZWKoAAMBokBmObe/t85E8SAIGSZVBFMHOq5IyYAHJGyATKkAFcnlUcohonwIQkhDO85mioViRFBuaMmiwCA9BcPYBj71xpqqgAijOrAg1U9Obm6vzizTAOZVk8eHj64MGD1Wa9aBrv5iwKb4qMPD+fCZQgNju6csp917XtQSQB6FG9LEf+65GYiuxdqMpF8CWTR2TvaH41MyExImFmBCYuiBFsUs3szI5xDDMX0yE6zdi1wz/8+tdFyFWZ+u5y9q0xl6JNkqBAgAikKY4M5tEbODU2cM55Jq9H/euM5bRjLQycE+xv+4uz3fn5deAOIQAEtKAgAlFxLCqolkW9rA0wKUTR4TB1XSIou0HtxIXCM0kVdLssTtbLKcfrvg3VyhdrKk7Ib8vlI6TN6uSHz97/4aNnz5Hm1WMeXdpxKj+L/fLM7YKunV5fynr7he+7xoTRNI0pDSmNoNEsAWbAZGiAyM4rcjYQCMY1hbUrTl1xakBMRgYe6DhFI6O771mSeQEz8lSvHpw8eH6zuxWLyYIYEDCoV/MAZAZZLGNWdB5VwVCkIK1Jy4o3q6I5Wa0fPlxXm0ANaCVqSgIoyKOh5Gz7Pn7+D1/+u//4n3/60z9B58tyDaAigqxr36AhHz8UL2kOIeR7qe18FwPguxL5eUsA/G9EFv1uwwMafCN//gbnSfOQVe9WKQUCNEDLktOkCj44dlAvfNv2aglQRG3u9Tr2ZVGslvVytSjKAonEUIwVgyEm41FUAI3mzVSBFEzECICB0VUlV7V5nzkUflmGZrFYiJ5zONSrh8xULhdc+VC5chGC92VVeh8c8pNHjx8/PP3sF3/18qtfn599ddhdTdOQknhfr1bL7aaaUjy0l2/O3lxeXd/sdv00rd3GuaauHngqF8UiNMHD5v2nn3z44uMnD56hWdf3JB4wIIKmqQmwrD27HGV3u399dv321dXL8/aMAyKZmlGFFTsimqabHC1P4e3rsd+fl/60PbDE2nSBVoZFwVTv2pu27w79oZ8OBm7s4+52Pw7xcGhd8Mw+ib45e+uc84zbB0212oY6XLa3U3eJ3BeV9tO+S7feBRXMoEXtl82madZdNwKQd76qwzj2/dAqiCu4qGsf/OGwH2PMWdhAkckPkDwQF80ys02WnIJazhoDE3ty3nxpApAMJGciIBauLAB6B0AJmQvnnj59SFQhFavlpvCtypXoriiLqiqSjsvN9vTxo81mQ74oqmVwm6o4DX5DWteLzaJZ14vFYX+jkh4+3P74J3/yyac/LApLuotygzxgeTNal0Ulk6k3X4BLSOqIZ6xvVZUpTiYRJDpUh9aNvRJRKEMZAoNlnaap20uaOhEDiWQCBpotJe27aWaYae59EZAwJWMO3jF75xylKe5u9yLqHE+TimZV5xzXRV2WVc65HXrXoYCRy+RyGWY9vPX94FxgKhhLwBThdpSOSyyAL27bbthP05DSaJpFJcdYhLIsmuViATnHgfrWQghlWcYUDc0VbCgITBZEUzfsU5bFFKtq6ZyL8RDzIDoiIpjLyaUp5yRqiV1AhJwpRSqr4NgpSSi4rFxd1/u9jNOQ0pyMwyLHlmuMERGc07lUSykO40A4hdAsFye+iwZ9SplZC4/OYZpMJWuWnGZRgM859zllhaoORDhNMAwwRVAFZkehKopGTXJMWSOYeuea5UKzJic1ZzSOo1x3txhccGG72LIGyATS1kXZ1PViUeY0TGOfU88FruvVh+8/bq/Ph32/Wq0W9dKMzm+7k2pRk38rZzGNU3fT7t+2h1uz+PTZBz5003jjfF9X2TtuFivva814dXX78On20ZMHq9VSNGZJABLjqGZAoeuGy5vuzfm+rtcPH2yfv/fRoln64EVyUTXLzcmrN1+dnb88dD0VheakZMvTdcYw9pG9KnKWeaXV4LUo/NCL2f7s7O/q5qOmaZ4+bZBOTh8+fvjw8X43Xl+Nf/+rt8ivympoliflIiDB4ZBSipJtdzuOA4gE0TBNllKMeRz63duzl5/98ufD0B0OuzdvXhNRURRNs7w4f3N7ffXFF//1yZMnzvuXr1/tbnfDMBjYDF9o+7dt34/jEErr2uHVm/0Qb/thWm3KqnZffPXrr199+erVV0RW10Xb7lKKd1j2u1QwQ7sPL/4GoH4MAzMwZDp6zwnvsiLJ3jGQf9vp943Q6V7e+S3S5ruJRO/y2hHerUO+Iyh7JwX+vt4jgDm2Td8ZrbyrO7V3xZHH3wLvu6r4jbryzhZBzHegO4TfL2c8/oa/q0YyEIUMc70Hjmao6exmQkMEpCPdwRCA+E4gNcc1OcJZ0mb2jvYN7nkb7wIOCXUm9cz1xT3pdAbhAyHQfXgc3HGHvx998Ue6tAzNDMSUkBnRiI6qRoM7dOnxJzgAe/jo9Pa6Haf21evfXlxclIFd6dXJlBQBCBmB50gcgGgQES34kFRBWZJDX4D2ccwE8zw6xGjRA4IvQum4nAbhhGT+zoXpgytnUyq7oIDMHoDnn3U/wT5KmJnefbf3B7M/MGz9x7WVIv1hhfAxlY7ZAQEIqSgAhRCKoipKWjab7ea0riEI5PhZAAAgAElEQVTLZdsN12ddfzhfLJfDPpUc6iBToGSggKpgJsBc1Yvtyfb9J88Y8Pry9uZmv9910zgFT8SACI6JjLLRDB4E5fs4LyodoElM8+2EOI8dIScI5BwZmoIcJ5cGJiIxJtRoHkLBSXLKKipACEzAXgREVS0f8W4EAOA8odPAqIaWZy8eec9VVRelN5RDd0gpXl9fX19fz2YtJndsMhkjMiEhEKJj5KMZiXCOXE9pevr06TRN37nQ93kvs0a0XtTd0BEDgDokNUI0VRTBECriwOxm6KtHYJfHMfZtLDz4gKwEJjnlGKcvvxqQei6H9957vn34yJDB6NAVUYt+iAaa58gdAEASNUJg5rLkEGZeK9zVEvndb+lRTowADh15BA/GIVQKccrqg3z4wZM/+2efGvBuN7x5dfn5L3+dx8kztIfbOPqmCtvtCWe/bcKDzSbaVIwBqSzqdVFvD6O7vHnzxddvhpjLZvHkvedZ5qszf1KCaPPaZGoiwOaIaJhaH/j9994nxroqq8qP7f7q6vzs7NX11dtxGExy8B4RY0xt1xblYrt5+NGHn7z3gx9+/NEPQ/CqgkSeEY7x5qAAKqAi8/osmmdr50wU3G63MY47JjMDBWC4o/uqyEwZMRNKSbM3MHQulOxqtqqqQgjO+yJUngsALgs/SBz7WNaenQfTHIfb6/3bt+c//tFPmY5Wh2MOJICJgdksvhWcPW/8bevdtx4ikvMx4O4fY9k4dkaOazrhN6TguyfTNMVhqurKORIRA4gpHbreBLJICGGz3f6oKH6IH4eyePLgCSRg40WoT5qTIY6QQUbx6D2EKFGPClYG7zUDiH//vY8W9doA1uu194XzxbJpgGiUZIREePrw4Yv33qvqRcxCzNWifvDw4epkUzYLMPnoox/+/Oc//+u/+ZvL6+ssmRm9dw9OH754+oNf/u3fvX558eWXL4cpjjEZMlrYrh//5Mef/ujjT9578X7hw3/4t/+uCs3tdZufAwHmCMxhToAqgs8GUS0N/RBpv9OXL/dnZ33bwqLxdRWKsmR23jsDvL29PaRunEbbXfdtBrvZ3Vi7s6FD5xYc1Nx0OLTOuaqsiSgnTdE8lylhnIzZE/J+3+73reTsHb7/wZOyBl+sd9djVnGBTVyMDgyIPBpSwOVi++jh07pefvbZLyUrLYjZF2WlJofDPqUJSEMRUlLnwnJZTVOKMfZ9j9mTeKRi9g503WRgiDBN0UyJyHuvatMUx6FTTWbQ1IvSFwAQ42TmnXMiwg7YUcxxikPMMYSw2WzW6+Uwtk2zbpr1dvsQofC8bHdysn6yWT+X6B2VBLzb35pmBDXLm0fL9bpWm24u2subN9XCphiGyuecCYvgFmVRECtgApS27eK4V+lNRsbctr2p5MTTAK5mf6QFmoiM09T1PTGXZQmgRRFCWe32/TgNIfgZ0TyMQ0yRmdmRgBDhIoSUxxiHqg5goGrjOJoJoh3anFIsy2oWcALCoqkMpOvbqirBFcE5t24A5OLybYzxyZMn6832sOvPLy6vrq6GfvDeeecIwq7t20NrZnWt1rjg6jn7V9RCCEUZhtizx+WqER0av61drSB9O/R9vBoS2C2SIU5AmQibxTpF17VDP3SI2CwbYu7bTiQbmEiMKScYg/da+eNKkmHowTmq61DXHIJnRu/9fESMMUoWAGTkGFOMrWaaq0EiCIGDd6aQJaeYVSN7Hziw45wxJosSsygzda1mAVBAgPVq1SyXornvD+M4iMq6KstFvT1Zo6EkncaUphyLFDz3/aQ6sM9PnmyaZfGrf2in2LatlOVmil3btX3f3ty2u32HpBVLGbhpKlNtu3632/3kJ//kwcPHX3799RdffLE77H75i99MaQgFF8VKJHdde319vVpuTk4enG4fPnj41FF4+fWrzYOTh48fPni4bdvb/f62H7rr66vr65vzs/P9ob+62r969faTT1bvv//iL/7yX3zxxZcXF+cn240PTdb+q5cRwJgRRLgMdVlsN6sXz0jEpnGSKXnm9bpBSEWBBsIPwAfXdrvd7rppFj/96Y/Kekkcri4vLi7eXl2/PXv7sln2hS+Ca063jxGL168u97txHMeqohh3V9dfvX3794AW46QqX331289/9bc///n/eXl5FeNUVYsQiuCLEIpp7Bzjk8dPQ1EP49C1EwCHUOac62pBjG/PzmOKAFZV1aKpZxc2UknoAOWzz/56GKbrm5uUNGe5udnd3u6HfjzGlZmZmXPOez9O+Y/MEf/9c6DfNyOSOy6oIQADEjF9O0L2fzDSHOj/ZVHvePQozQOxP+CLUlUQmcepd5NMILy31jMza5Y/bK36HuHl/8ZD5zMnOXaIpGopRlPzxM6zIwQQFTnyOYmh728///xWVVerwoZpiFNOgs4xIhOxIXrMAYgzYlKdcg4GCFYgLCwHgkUZFtM0GhopOXSMAMoqqJlAidAjiqmokCkheMfBuYKcE1UAVgM0JOI5b2Cu9+bn9/Hc70aCfOcWf7egx3tj5e/1of533AFHQjwdSQ736BciMkVCU7BjJ0ZBBIjQuXK12l5dXajG7jBcXe1AXUmYDoehv9WKSmWOXKMH6cwQvctzlLnjNk3psLu+ulm56sFm+4Mn7338fnF1dfubL39LhCqZCJIImpgCMIPN9BFBZBfm6skQWVAFwFSYZmajGqGioSIAGZIgIGNVlQ+2p6gpOKxKntIUZ2SyZyMUO06fGYkNGZEQhqGfU7wNDYjAMTMdB6sE7Jz3BTGmnFQlppRV7kfOOec5pXzGlszjCed98M4zzVxOIpydTkR0BE2qIQLRrEkAH+ZZhCPG2alFjIGdmYkgkmMOgM4UzQyQgTwCMopjwPm7aqkuXFX6nDXG5AKsNzU7Qzbv3TimbNkg3Hey2LEPHIpCszF570oTYOYY4zTFlPJRDQEzrBLZcVEcz3zVgjTN+mXNlkVTElkEH4J3jp4/f//87ObNy3MmQEfeUdftui7UKywCF6Fc1GVVFoHQiknNswf2sgDfldAOSXInqUObZroMEB5LsXnFmlXMgIiioEmGy+vzzz//PEtyjsqCNcUU+2nqp2HMKZtkACUzz6zel0WxXDYff/zxix989PDRqUja73eIjsgREBsxu2P0+N3XRO1O8nFEFAAAOObgXcoCoCpioHMqCYKBIghDJrQ5MJ2Z0Tlj5jm0PaUs2VAQmTx59ZVoBEFCqovmwfbh08dPi1DMq66IHpGcCGYqOXnvZ/M1Is4e7fn5ET+lx8bkXeI5/ZHe1+8Xd9/bRPWb5AZCgxkfc2zFyV2sJDvfLJfMGGMk5uBL5z0QFEVRLxZPnz2P02gafVGslitUJVEyYwAShSwas8QsGGWK9+BQAhrG8ebqJid1XDrnmAtyAZ2PahmMfViuN8hU1gsByGBGpEhRtJ/iENMwRUZYrU/WJ5uiKsdxBIC6rsHs7dszzfj553//5vxsGHMo6mZVlXWzPX34wQcff/TRjz7++Meb1abv+qzYdXG/63Ky4D2iAyARzSIAhlyZ4OtXl2MautHiWGleam41+xhZBCVPSBOg5ayAjhxOKcbUMliomlqIHNZV5QJRqJ+/eCCaVCMR5CwpKhq2+5wlxTH7oqjKOk45jinFab/rzs+uRePt7fj46ZOnT7f9sO+HiHBYL7cIlKKK2DiOM055XnP2u72hgoHjAgDVRLIxh6LgaUwiSsApZhL0SIgwx46pSlWXVRVSinPs6jRF78Pp6YO6avb7drc7tIehKPxiUS8WCwBQlb7v+2HKgllsHHKMQhyQjR01q0ZVLs4v4pTGMbeH7tWrq/O37aK+8bRYLbd11Qx9m9JoluuqOD/fn91MYtPucD7F6w1UouP+oIdDWxaLZnFSl9EsN6ui8E4SpMly4sMu5ZhDsfDsPDe722iaYppijKIiokURUk7HyE2Yl30OwZVlUZZV14/DMLvj8jQNgNAsa+cL1Wwq7HC5rGdTsfeUc1bL05RTjMPQFUUBkIuSJatIMqOyWk3TcNgPyNw0i6Io4jQdDp2Z3+/aw64fuqiK4FiVxjGmOBOsIMXcdwPYgTCsVqvlYnVysgohVGV5fXtzu78mkqpZl4vT5brZF3umfdtNOeWcY5bMTpwjJkWCEBi5KsEUWVS3p+TcYhpRdIp5cIUo0DhFtXYY5yRSmPFj85IiYmCYUs45I1BKMt9j3hXEhZllSQZalq4IRXCFGaQ0pDTFlKzveBpTyqoCCI5oDi+s6/VyeeKcv73dN82iCH7f3RJYWRAgLMrgiPY3t029KELpiaAqJElbdGVJ3pePH68MMGlvEA1ADbvh9rDv27ZLScAgpTTFtH1Qny7rul4CeFfEQ5vWm9OPPvrJP/mnf/FXf/XzX3z2i4vLMx9WTPzy65tFUxq4YZAse3Lh8dOnVe2rqn6PnoSyVImf/93fXly86fpDtSjjNMU0qUpdVXjqNNv77z9/9Og0xv5wuHr79qtXr/8hBI55Ehm9J0KnKog2I/QQUM2YQifTMPRvz1rH2DTFYllPQz8M3fX1oWkWm8368eOHZqnvhuub/dn5y93uwgebBri5ygjtevHkwYPt8pPTs7Obq+t9nPIHHz1arfE//ed/nXJMOYvk8/Pzm5vb5apKqdnvbRxGEwRhFQyhfPr0yZ//xZ+3bferv//7i4v/goghOCYyg1nEN8PVD4d+tVo2K8+OsohoGqfOceE8rdZ1juNMQ8ySs8i7cbUzLENV77nR95y+d3mV31WxfUNhv9+JdGZVzBmz9zHadjeYQkS427h/Z3bfH9zxfndeHP4/Xu/dDfe+TUD5HZyaI3b+iMGkWXRIZkRHKCEY2J329Fi7fvMGfwfjFGeQxN3R4k7Eab8jpPBb0fH/47nx775uhvMhmKlmEWUkYmSiORMZTNAMZz6n96g6Xl1dnT567uvqMPUSYwYMXNx9+sJsTMmgR5wQZ8IKgXrUGqQg68rg21lSrMZAjojZgeKsdCHyCMmUVEAF7Wi+4xn9Pw8mZgPNd+Z79/zx795z37pm35R8R1HWf8clvLvjvzWjhrs45SOPcQbBzcPce+btDGVFPTrlAMCEDNVxsaiXwVUxmQmCEhqyCkzRhokwQJ+C8covvO3RgLxTBETC4CLIoe8uL6/XXJ3WmyfPHhVliYKv37yeT9JEkCWhCSOqkWXVmCVHZufLCk3QjNAY4RhToVmzac7m/XwmNGA1EgD2vFqvnj175kyYzDlINiXMmc2CE8QkikqeQsmlE2RAMru6umy7/ZimO+i9994jqsKsmqMQChfYQM10jFFNZ3PlnL+nCjEm1SQiKWXJUJiABfRuHEeRHIK/O3/jN8hWBEQgRrC5+kRDUxXVbGCASMRqZkCGJnMXOgMQIhkqzktf4clETUw0F0tarxZldTJO8cnzByfbpaFmS8FVMAsk5t4pgIGxcyGEoijBA2NgDnHKqjob31V1riDmouLoEnWeyTnnfcGT5flNiKUkUUScr7z3TI6QpzHeXN6mmNksp3RxfratpXFN8FRxUYRQFgU4JCuzsAIq5MJDVVAVEDGZRbAMJrMGHmZk3P0E/A4ibKKi+eLy4m9+8Yu2Pahmx+AQmkWxXlUOdc5oNxNEdExqnokJoapK732M05vXr9lfAXrvgmPHyCEE57xj55wrq6Isy3fU08BEIfimaVSlKEOMaU5in0G/pnhXbSlwrEoti+CcEiUAmWtBkZxyylnASDOQ84XnIasiBnZNvXr+7MWPP/5xUy3oXvKgaoCAKCpZMjsm+9bY/37ZEJFZgjtPYudl/36G/D+68uLdVjMPNOFoFfz24qxmYipmhLRYNEizDpSDL0IImm1maTerpt3lbr8PnlEzAqFmkKR5shxBMplqikJokufQXSRS1b7vL6+uLi+vU5Z6sRAcnKgTHWK83h+u9/td1xVlUYoc+qEahlCWMeXdobs9tNthrMdYeA5V9eTZs313+O0Xv/He1XWtKl999fKrr8+urq4Ncbk+aZar5Wq9XJ9stqePnjxdrjbk/KEfLi8u225AdHFO2URCdmaWRWNOAOCw0uyuLnMSA14sqmeb9QRQhMKSDF3bxagiCUmruiiKMhS233c5CzpZLcuq9Cm5zeo0lEWoaLWqprjv+2sXUFVilDzh+Vk/pVEVluvyZLW9vtrHaUoxT1Pa3XbEINlv1y9+8N5Hb968vLm9ZLisyxWziz4PwxhjEkllWQRfMPvr6ytALMtQVYuU/BTHlCMRE1LfHQDBOScpss3SeZOcUorMvFgslsvFfr8LPnhfDMOE6JrFwrtKlfouxrivq2q1WtV1PQzDNI3TNE4p9sPYD5MZO1fUi2XO3TBxUYb9obvZXR7aA4Dru9j2B03Tfj8UfjkMXV03Jnkce9HpZLOMh0Mbb8bYTalFHKdc+kBque+HwtdNM6xWa0+eEZ3zdeP9ZjP2PE2HnKZ6sfIUwMay2FA5URVnIaKo1nWNjCrKjjGLiQKYc1yWRQhe1Oa0ya7vU4pqUtUBEWKcAMQ59D7M2y47HIZpHCfJknSKkXKO7JgZVWaelUPUcez3h1vnvHfoGHKOfdtJ5qEfRYw5qOaUNI7x0A45CxObaU7a5agyLJflZrPZrLdMxg4AoO/7m9trH3jhki45hEVV2TRpFtIgWfhwaOd2kEpEYGTPBMwM6LPk1TqEwENnt/s8plQwAFjKIjrKESOXZ+vUvOWZQQgkSXLKzvsZUZazBo+IlFISyQAWgvMuMJeA6L0RyZSn2IsZZAEfoK7coikdB+dKdtWTxy/KogJ7SWSaUxon5yBUgVnX1cJjcXN1o1NeNhq8q6sSS2c6hhDKsnr4cNF2A91GpIiMCtgPqevHfogi4B0gUlFUq/V6s1kgOqIKqN5uZbU6ffz4/U//9J8xr0SKX/36V+tVEyq6vD4rC5dkGCfNMk0xAtowdUhW1U5Ubm5u//Zv/+vZ2esk06PHD4lJxHKSZbM53T589uT5Rz/8ZLVuXn79m+vrt/v9+avXXxeFc4GzZARxTISWU56m0e7AVwCqGmPqYhwfbE+a5aKuQ5q6lKaub29vry4umma5ULFhjF0/HA7XAHG1KnfXcX+TVPbL+nazfPzhRz/cnvS3+0PXtT/9kw8Wi/Lf/4d/vzvspmmMMY5jqsrlDz/6cbNYvH17cf7mctbOaFYsytX69Ec/+tO2bYchF+E/j+OA5rbb01CymiCSwZzCMo5xCjFMbpyVfTGN682mKhdt2+1vzlStmuF838vHs7vT6e8cOuERSY9g9wROuwvTst/va7M7H9MRHotH/8e3Ht8qbX4/k/Nbv+23Xm7/Mwq+YwX3u/qu38tIsO9gtH9/AfjOP81zHToel9/xJX7/hcfUhPvi7r9JMf32JcV/rMHk/EdUVRXNHDmiY0oYmIIqM9Jc751sVy/ef1zXRb3YXN12Q78rq2XBRcwQ00gqhKYmw3Ro27NT3IYAznHKJJkleqAK1IENYCPYaGIiI2HZ1EVRYAg+FIXF3lQR9D62WCRBOvpJ+Xhetu9MOe8zKPAdC+g7BNX/+ZGRc/AGwu+ZGNJdujsyBSBgzqZJBFQIwDf1+r0XH/7sZ38ecPerz35d+VAs1k0ZbDDH/Pjk4brpd/04ABijEZrHolmMt1UcxWFYhGZRLP7mF5/99quvLw8360cPOTgkNREEcBz+L+reqzmzLEvPW2abYz6HDz5dmTbsqe5mDIfkcMRghH6DfoBu9D/JC4lUKKiIZhv29NRUVZfNTCSQMJ85Zpu1ly4OkJllejiKaVESAldIAAngnG+fZd73fWJMMqY8hv1ub5iXq4UxjARAxVbesqFSYtynVEQK2bllB0wxggABQjWr18frZ++/7xG0xJiGYqRYLRUkLBlVFDGTA9dwjQG4IGZNY0hhTCkgQSlQChAbYsBChIxEbA0jAwERuirnco8Xz7lwzNPnq1IpgBiFyv0erPIiIkLO2Sn08iGJWJEngxxkSaVAjHEY+2EYxnFQFSkZESaasQIpUs6omaBYV9dTgMiQRsNSeS8acxbNwEhnZycfffTjembIFIFYVA0AWresFwJ4tw1sGTAnkdoZ55yrvDMVK4vAftczWxFlNtbYotNQ+V7AMMVbA4BoGVMsAOyMZScSCioQMMNquXz86Mnv/+vf/u63n3766XONYgCkv4G44Xi8dE8fH81nHgm0rmvjnSuSMsdsYkFV0Bjj0EuMEzKRCaf6CBEnab8+hAdNsDkFkIKb3f6rr7+6ub5LKSGAYzg7PbDvny5mFRNrSZOmERFVyzD0ry8vP/30k8urW+trNBUZZ9g7XxlmQnTWOVfXVX2wXp+fn5+fPwJEYiIGEGib5tHZ+eHhwfSKTROfKxeRKUlPQkhDSGEcpW8O63i8KlXeQhhjGgSsJQ9GAQQIlHnsAQoYAwRMgIymqe2zx0//8he/3O3umN5GpkzL4XtlBeLU+/NkT4LyZsU3JV9PZ3J5OK3/6UfK25hkmnwL5V7w/6ClVwDRkooMIWi4ZynFJCoAlgBZNG/3+4vLC2/9Z5/84bO//68npyc/+clPzx89QhaFGMI258iUvAOESMTWwdtHEUPWuNnfffzp3+dS1keHyGxd5arae//y4uKzP3726tWrw+Oj9xEBKRW53WwYYOh6lTzGJApARgE/+NGPzx8/+vSTj/uh227v+r67ud2EpIdHx4+fPjk6PctSjPdV3TazWQT55uLF1esrydLtuy70h8eHs+VMGQQLMJQChe/nzLlQipZg3njfLnAxW5ydP7nbX8W4ffHyi7772rtZlrFoms2Wi2XLDJKeD0Midq6qwDmf7XI9Xy6WdWtT6hQAiJ0HZBWBNOKui9aNp2enjx+dL2bnt9d3COCcR2AmV/lZe7Ber89n7VFTjZVbMtUxgHNkTVWv50VEpCyXC+d8znJzez2NOA9W681mu9v3OU9Ffo4hiwriqAoGshqoKj+Rl5umms/nde2HYSAyRaDvQrcPG9etlgd11R4fUxrjarVar9dENAxDjLFtW4UosFeIIUkQV7W079N+uEbEXLJ1pmrY2qaemZ/+s/ecmRE2KcA4xCx36/VyUeokiDoAxorz7eZ6193247b/fGOsadp2tTq4DTuA10+fPgshDN2+8fZHH773+NExJZpqm3o263dxv4/1bHX6dL445G+++frFi+e3d7fTOtpYxzz51/QeXatlu9nWTbter0MI95xeFcnS7fdMaCwYCyKZmabDiRiYURWnAz/GASIys/cVIoik168v7/OuK48IMca+71SNFCIys9nMGHt19fruZjP0fZJcVaaqnEgJQy4izqJzzWy2Xh8cpzT0w+7FxeXN7XYMOYns3e5mexXLvohkyex00dZITugmxVFLKVAkSYraDTtXqa/JPIgamMlak4stJQIgEzvnwEEysZTOGAbAYYi7XRKBk9Pm3q9OiM6qyjj026EXGaaUB2aUkqeZGLMBMERWIcaoMYMILB03s/b45PTxo6dVNX/+/GrWHFh2juv97rYf74Zxv1y51jm2eHywNtq8fvn6+fWlMTdnJws8PKhqh5CY1TlxXmGIAGPdQso5Z1Bl4sIGwjBtJv3x8eODg8bast12pRQt1fLgeLk6rpsVc/P48Y/+5m/qf/6Xf7NczZynzfbqk09+/7vf/2q37R49Pj0+OkXEi4sLkbxYLFIsm+12v9+wQeN8kRTGNAyh70bH1fvPPvyrv/rX1vkXL17++tf/2TB4pyL7zWacNkmGXeWreja/2+9f3wRvzXzWeu+KJJHgPS+XB4/OTytnXr54ud3uYgx17fbd/rPPPn316mU/BEQ8PDqq6+rR42N/TXEY74aw24yffPw5qP/oo7/8i5/9omrqu83NctV2/eb4dLbvr/b7q64b6nq+Ppi99+yJZReGGIekylogxnh3m19d3Fy+unnvvWd//dft7c32t7/9bSnpb/7tv4lp6Pr9MOyvr69uNzf7btd13e3tzWZzd3JyNpstQsynZ6erg/XFy1ef/f1FynJ4dLxYLIZhTCnpg+luSvf9oYfMDyRI4nf9R/onxH8y5TR8q5YlEJn+tajKPwhdeLMO+f+NXFO/LQzUH5Ce3jugFAmwAMIEb/oTm8wf6D/u13pvc1b+++V7TuvEyVjERGwZRFWyiDgz5aQwoRKiASg5xRj6GPabu83tNhAqKUgBEPXWUikldstFtVwt18fN/PDAVC5IKYJF7tMOCQvzruhWSkDKRP3BevHPf/ljX8LxqlEdECJiQhSiQlyIi2rKUhAzsWECJLlPevje27Q1oodNxbuwjHdGC/oPVWB/oox7yC96GKK8/SYPwUD3+z1FuGerv1FqPRRYdB/3P83XkQEKoSGwhNYa07bLo4Njb+rXByf7u11IQOAQnbUL9svaz53DUJgLojGuckWLKLDx1zebV4vb89MI6JTsGEvKmiVL6h1by4YQ45BEAdnElMZxUE1t23hnmBF52myoUSECx0wlSwQgJrJEJIgFVaDEIsbQ1NciE5KUkpQECJgMKfLDtIOQCHEK29BSyIDiZDtEvd+ysbHW+apoLioyEc0fKmlmRocAxGQQyFmfYo4xlaJI+AYqOq13EfHNsuXeUnxPw0M27JxbrZaI4pxNEkRENRMjkArkUgwWh+qNqVRBckqhLjJCyaBgDFpvSi6vL6//6PnDHz9Ryle3l0kKGu/8lfdtyk3feTZoHU7W27vN9tWrVyqgBbXAftefnpyfnz1CRCJWKRM6QnXyxhYRYUY2hJZo+tOyZs3GqPdGVbquu729ZWLDpmRZr5rTw+Xj04MPn66eHNcHS5ISU8K6qgAJi7IwoEXjGWpPi11lDElJKkE0qRac9lr3IZSgU8hVmU4xnbCHRhWLqk70OS1ZoJQMAEiEqMhMQjnnlNIYk7HeV03OaRz7MeZcOmLLxhMbw8REqkrI1vnHw+O2rdpxXIwAACAASURBVM/Ozyaw+NRixRiHYejHTktBwhjC/cj+Pg9TEXLluLJNorqtsG7ERlYppaSCEY0Yp2gyUEYq1rISQAFDBlG1CABXjmezahiUCQwxW8o5iQgUJSS2lolF5d4/TjTVlDnnqRuc9LdvRnHvgFzh/y7I9bthnfdCEFUtBaYx14MmBHCy2hMbtszsFAqyUZWJ+mkMP4wMS5bYhe767ua03x6Wo5DHkMdUolJBA8YhOwIGKRmVEJmY2RpTV6b2EUpSiajMiFCoZKNWVBTBNxUZijnFkvfD0I9jSVlLaatKmZEtMAeRylTr9frRo8cvXjy/u70GLUjo6+rp++998KMfrdbri8vLXIoSCJQhjEkEp+ikmJHROIOWsmZUTJqm3DhAAC2oBMBjSEbLnJrV+my2mh/nM4CwXB61zWGI/b7bjuOeyTkzryo3n5XKF2Oqyi9SxAJc+TmA6fZj328LRmJKKWoMUrIKWyurtT1er52R7fZlTBuFxOyIyBjrXU0GQAuirg+Xlzezy2ubElSVM4ZfX11Jyc6aqq7Hcej7IYRQ1+364PD8/Eld34no1dXVMAxZIpPLcYg5eX+vSx/6Xc6pSOq7nHM01uacvXfGGCKz2ezHYZtCmc9m0yJ4HMfb2zsAHYYBEY3htvJgbR+62aJarg4W8/kQQghjO5sVRUAQ6NrKtU1rTWPRl4L9PpHJkrPyrfVUGWCCMYn0qZ2r8b4a63i5yTmMI+W0aJpZVc2sqS5evr68eLleLUrR6+vrWe2GMWfBFy8v+10Y+tA2c1GVom27aGe7fhxFChu21hGbCpnZg6JIYjKVt009c97nXIyx1tiYNMWsRb130/JBVRkJEMI4qqhhU0SJSAGGYfTeOOu0lJRzyiICzhnvLRPnmGOIkkUkKgTvrQIVRaZSSioq81ljDCGCohABoWGuUG1OtNmMs1mzWFTpJju/mAE4T8bZPuz2/c3EFA4hLhZtXZsCIZYxhpgzSeYUte/7WpGMJcNFJaXSdTmEIFJQoJT7Q88Ya62zNuYsOQuAIhRn2Rm3Olg4a3e7XUriHbT1PAuGkLebXZHJA28lmZxKznEMMYsQGesVWHMSYlKlLDibHSwX6+dfXY99SJQlpr7rhn5vrXoE1qIxyJidsYfzY4zXMY4pRJCCRca+t95W3i4WtaL24eCs293e7bPAYr6+vd2M/Y6oEBChN7zImQIk4vZgfbJans7aw7Oz9w8PT4sSkWtny8XB4eHhqp37nM/7cf/i4vmzZx++98HTp0/O2aACaxFfNWHc5pzaWcMWYgp9v5/oMojQdd2rVxdffvF5Xdevr6/2m9dTfXiwdCGUvg83N8lZwaK18xPZsYujYYMApURCtZ695+32biO56/Zt2yyXi2GIhMSGVVFyjjGK5OVyab31HtfrmUHq+1GL7jb9868vzk6fzWZ1HMvzr19t99eStIgi0Gw2Pzt9cn7ySHLZbfc552fPntzebbabjZSezXwcxt/8+jeEtFwtP/zRj9eHh86aD370/u//9ndXV6+7flSkqmoQkWgiVFUA3HUjkjk9PT87e3R3u4sxoYa6bpzziJRSLkWnR9b9A4VQv1uy4lvRyv37Owuqtx+6bzwmkae+fYrdy5emwEFEIEIpP9jgfa/bm6jJ35Fufq/G/nN2g/iP6ujwLRrvjbhU7wmo79b85R2wNCIhKRZCVJq6PtUJsT796fAtTVfhWzvMNzy9H1x4wp9uSv7s+8+JCK+qRGiMsd5DKSqiIsYQlFLCkCShrQyAxjCGsc9pfH11ve2L5bmIqggBOgMGFW05fzQ7Ol5XzeJ2Dzdb7TapFHqwqBSEQHRn7N5ZODlbLlZwfOwfHz+GYdtiznlrYCRKiJE4sy1GNEqSgihkuUIixKnfexslhA9N3hR6eH8ja9EHhJr+g4CMh2n9lGT0wyrOd1fQ8B3331sFMNxf9TcyUfxW6uf9raDTVxKiQTCgjMpExpmqqppF407Pnr1+dZNHJXZNtUTTjJlUDbM1ZKwqGbLWQBEk8lV9u+teXF6fv95kMOxbtF7JiqjEjtulISpFAYjYsnHWu6FP/dAbBgPeOgcpoQIZsnhvvAtxjIWRvfM1EytkxZI1d2FAtYamkB8RibmMyooFgQTVqWIqRGoILRIJgmiRokbvm7D7oVBRQDLGOl+lPJZcZOKXlwkYOL0xokHgolBVnHMZhnEYRpUy9XtMbK2d+r3vQQXvL6ixXFXV0dF6Pm/myzblEFPIKVrHSrHgAOBRKxCPYFVIUolDt9ncbq6vK9PM29lqMbu+vrp5fdN1W+fYNXy72ymZXGKU3rrKmBXzQTvzQHY64Hb7/cWLF7vtPkYBxTSmIvDRRz+/J08WmEKx3txU02uPLRtnihQELRoRE1v1lalrB1r2u713vqkqZ/DsdPUXP3nv5z9778Onh63L0l/vry9SAqhpEhZwMUgOyRFW5NrKKeE+hZzGVKIAG0ACpel6IKhCAVUtkwd7iqa0iJPOmrUQQrlfPk3gNkIkZjZSSk45pURsibCI5JwVMQsACrJMaHtjMMUsRQ2btqnHMCLhA75JS5G7u7vPP//8bnOXU0TUECNMbgRiQp6ETMzOWSfDjZ3n1HBlAD0VBTKCRshILsMwbnD7GrVB4xDYOCVQmEKiVYxRZpEUhq4nogmhZvg+L/sBH4IPJj2694M+fPCdU/vP/XzCt+rNBzGAvjUBAxnjfOWm0FsAKmXKuUiWnbXGWsOIyKREfYxjTqmUIYaQ0gRmAiYlROYp/lNVEdQAKhMYq9apMaKQiY2r7nXxpMZS1Xg2q6qp2aBiCTFIlhTiJNokY8EYARxDatsys/XBwbquqpwyIjZNW83X73/44bP33vN1/fr2No7jxAVMOWURkDI5lxSgQMmSp9jYAsJk7kd1GYiRDPRD7wGQ57PZgnimsHQe23a1nJ/c3F5dXLy4vr4EFYKld7PFnAnZujpH7HLMAoxNGFPXd+M4AiXiJNCL9FICEyPq6qA6WLtut9vseuSRuCggkhpjnLNEETAjhbqFqvLez1fLo7p2IQxXV6+LpratU45aoO+HlGLbzuu6WS4PmOx+P1xd3cQoIuK9YzQC2VvnnTNA+/1OVRRUJHd9x8x10xASKDKZMKTb640hAwWMsdMZKKWoCjP6yhvDXJliDFzn2aI6Oz+oqmazKzTkw5MZIiZJKe0KeFu1zmYsg8QiGFyNCBDCHSM7ZytnUt8hdbMF1tm6we86G8JEMXXHxyer5bEqWXNN4A03d7f9dtOdHh8wAha+vdv2+zGn4nzVD6PpjXVV3cy83+/2+6I4ObaJ2FqVVAjVMFZt630FSEyWgFUgBZmGooSiWkTKxCQB0BSE2VhjJBciLoqoicky2xiiZC1ZcwZnkNCAUoj3KlkAQYxFBwBGzMaqMWgt17UvpaSURSY0rnW2ZW4k8+1Nz+TbecXcVn7JbHxtamNYsc8pxhxjGIehQI7ZEisAFaWcNYYcQw4xsiWf2SuWojGm3b6PKRaUAmC5WBYpZVr0EXEMqRQxlq0l72zbtKvlQV1VRDyOISdBZCSTUrGMKZVpItrtNYY8hjSGmKLwxDE2JZICYAyy3w/dfjA09Ptu3I+qut1sNKdZ5VbLWdOCtQWxYAZQOlqdcMFh3LWVW8zmVW2uX195a5q6ctasVgsgRuRXr27HpCfHj629SOEipz0qE9agLbNtGvQH7ZPHH5yePl0sjupqaU09jHG73+/2XTtvrLOL5YLN7PDo6PDo+PzRk6Oj07qZ7/bbFEspCl3c7fbjMFTeA4iU2PcBFEDJWBPCePHyZQ55tVomGXPu09gbU+YzU3kPRS9jxJKzDSlEKERqc5YYMxOCJjftmC1tN3dhGJ11bdNWdcPYMxtjDLNRgSK7br8XEe8tMbSNdbzY71wRw2ief3354ftdUx/sN+mPX35xt7msGnZ21jaiiovZkXPzu5vu7m4XQjw5ae62NzHtcxkczwBhs9m8vLhIkquqev/9Dyaw3jCEy8ur7W7LFpnRsK8rss6fnp0/f/5iu93P2vrk+NGjR89+//u/z1kIMhETMQIWuR+f/8lNxZ8myL21k72xsuGDnQF/sHl682n6faLsf1Ox+S424F2C+ffiQP+sYs7vNU73Bfy3KRH65hNAv6V9fQNQ+gE5J01MpgcQRAGcYkPx++vCe9ob/oBWk4gUyg/5HvVbrIV/2gpQ38SAP+yfYghDPyiiwck3IlIkhSHuNjkMj376kZkKDmZaLma7fSyaM1T7oQDmuqliuPEzee/J+i9+9uSDD94/PX/vP/4ff3/3h1chBGbLDMwFYCywEXi5XJWzRyf/8m9+/pN/dnR84mQMhYXDMIRuTkgmltAjKXNmKyoxSwEl4xCAFaaoQ8PsmZhoSr/hH6RPvKGBfycZ9kFlC6p/xtvrPiv229jud9OHHuYFQExmWqiHkCQLiAEFEXW+PT//4KsvL1Iyta8PD0+3Xfzyk69uNvuQctU0JWcEJZHGe2lmrp6FsbvbD598+XWSMmSYHRw380PnHeRBog0oksCyZ2eIYX1yMu43Q7dNMUbAih1EASBgIlCADJLCMIoYtmDZgWUENZaBIZYQYSIk+JQzqjgtxlBRSDEym1Ik5MFxXdgSTYANEACU6XfmKflfRCfwuTFGlCADADAbBZWSpnRbJCYikKIAxlvkEnOK2wBZnaucscjovTfGTCuOb2OsBUAm1b5xvDxYIM5XBwvVnFIIMXjvyI5qdoQ+R049gnpnmsrVu7vdF5/l6xcvTs/Of/zBB0+fPf7V//mfX7z6ZtgNX/zxq+Pz4+PzxwcnJ7ngzV0nhaQ4AD85u0RLZRwhh5Cur6+32y5HiWNaLQ9CCJMnW+Tt5OP+5iCYND/eW8kpxXGMsXJsCJjL06ePnj19djBfvXxxlWJ0jh8/Ov/JTz748EdPuHQigS1ZZ1FKViB2zhMYCAlESIoqaQo5DqHvhnEIEsXMakQWmTSlbxDzk4kMH6zeDEBFQYoWBUbKUmLWlKUIACETo3PeGGMdGzsp0Hb7vSj7eg7AACo5A5BOuMa3tmggRmvfdumI+M033/yHf//vLy8vY4zEk6QRiKDIlB8MIjrBTS3Iz95r6Rfrn713uGgr8OJqQ1ZzGe/2N5svP9UXkf1pu1wv18v5ytaVYcIUY84jaGSGu831H/7uD1VVGTZM1LZtU1feW8lCiIb5YXvGbNgY8yavJefJinwfq/Xmrvt/TByOiETKyExsAKkb+lJKjDEMIY5Jkszblgm8twgKSKkwAQtYATOMEjIAOTamgBmiZAHnnHEmpaLAolwi7PdhsxujUBAcovrasWXLWTUyw7z1Utlm1s4Xc4CSUxYpQEDMbKz1HgDGEPphnMe6PADsQdUZW88Ojh89e/b42frgKGVRARBgywaMRcvMxAiqKaZuCLvNvtvuK+u9dyrFMOYi06zOW4IaQty6uqobP5/PUh6GMYHas5P3To+fXrx6UbK7uxklZyxLx+v1Yl5VjXP17c0+DTsJMY5+DHHfiXPz7SbcbW5E9ln7ogMbXa/XB6tlN1yPgazD49PZ66tuezcAtMTFOHAe6xasD6+vXyqE89Mnf/3X/+r1zeXvf/+bGMYCQqSbzW1dN9Z6RAhh3Gy24xAByLuK0CAaANFSKu/axrdtDUXDMIQ4PATruQkbNatbZgOKJUNJMNkw97sBYMhJjGEiziLGu6qpBDTnnCVZC86jsQQEVe2sN8tl07R1zOmTTz6RmygltM1Sko5DGvu0WMzbpurG2zTmMWPtzG7Yd0NXeb9LfTfcIsTFol2tjo4OTx+dP1kuT/f78NHP5j/64CPHfHf3ere9A2CAwg5nsxZxu9/txzgMA1RN07S1NRWCC6EUzQoJIIvolA1blLyv1+ujnHPfj579XdLdtu/6MJvXlXdDHwEjG63rOsUpUM4564m4WMxZVMps1mrRcciq6HzbtpPbTSRrRohBYhRrGVEBhqurK8OV4co7blpfVIahS0lSEgAuGb2r6no5n68N15e3r7vuVVXZdmZL9iIpR5wtzw6Xh4B6e3u73WyK5iIBIDGLmy/bFvpd2uoQx12RIMKlGFBTpISYumHIWRSgDCAlSymVY8kFAHIuzGytYwZQret6tTogZJFydHQ0KTteX914X7fN7PHj81IgxNx1+xgGhTGGYRw0Z2zYGHbGYBHIqez2IaWb//LrX3tbdfs+9MPYx7GP/+zHT37yk/OTw1nf36S8Xx803W01dtw2VeMdQp4vqqfPzq2jFEdb2bZtdrvd6uDo/WeHJ8ePbrdjyrRenx0dvvD204//7pOcgHkOWp+ePPvxh+cnx+fr47O6no99ylmHMe72/edf/vHFyxfzZVvPeHlUF9GqqeaLmQC8urq+vr3bbO5ub276fcfMWsbK4/HJkUImAG84JlEtDAYBhq7/fPP5ctk6R0xllD7nYH3tnG1arus3ZZbmqCJc+blKCWM2BnIWETbGISIxz+ZLERiHVFcz72trHRERGiSmPb6+3oYQ6lpXy8V8tlodPGKYIbT7fd5u0tEhO3P46cf/69cvPv8f/u2/PD9ZNtXdHz/74uXz3e6WEE0cIUX44osvLq9e7HY31qKx8/my/Xf/47+7u7394+efxhhDCKUUZv74k0+ev7i4vHzVNPVs1jZNkwsslstf/Pyvhq7st1+39erw8NHhwTlBjeBUIYSQUgKAaeT91tPEXMrE3cI/b+P0EJetWsqbpQjRJOTC+wn9Dz0W33LtvldqTz3O9BX/n4LE0/367ltDWQRCKG+fzzRNxsvbpvFP6Fp/sFTA/z4usx/SczKSMeaLL774+uuvLy8v66pmRInh7ua6323S2Mex/5/+5//FAGjOua7rR8/eOz4aXl3tv36+idIPKRfprB0Pj9qf/+LR0ZFjN3T96xB3qtmyQUJEKdohW2MHX8n7j0/+4uc//Tf/9qPVyg/j1cXXn1clL5hmdaUAqhkwIwJRISqKqRRRJSmuqBSYGHb3cr7pnpuyOd/ZpP2gJlffcXDi2/5f/7Etsn5rMPDtXnFKXKU3PeRDltG9ppQUFIkcGwDMkkMMxkwDezWGi5btdvvll1+M/QxKPDr/YL46R0Vfza7D5e0+DkkByCA5BdBiSpn5KvsKiclXiei662LMylg1NRrLSB5zGfdZk6p1bcWGStGqbgiLat7eXKcxoGhb1x4QoYz722HYDTEg+6pe+XoOkjURO0UtSMqOBHNSASkljZXFeTMvKmzY1pWi24/p9aYTTUE5qwbIcp/ZiaAMOr24dXJuETExacQsEmIkpgJlGvYTIjMxMbECgbHGMKSUFVD1HWMV0JuJEdG9XRZpsiNPYaTFGGqaumhGVKL7eYExSKyFs4q2zaw9WOWIcSg5bA6Xrv7pk9NVRYDOxNurbx6dHVRVubq+bCq3Wi6ePX26PDweoijdhijDqOMoSQRpSmrxdds2bauAIlMOJxljnXPTlGE6Ju7NYArTpivlMA4dVPrsyWMm2G3uNrd3ItlZvLm6yiG++PrFfjfc3Vx7A8ZAVbt2Vv3tb3497q6WNT0+XNd1hWgKmDLd6ojWeWtmodC+27+8eHHm5wWVK1eKFCgANOk4Fcr9WAq0FKX7+V1GBLonH6I1RDQSYZbSj2NKoCUrKBOx4bpp2Tjr6qqum7at2zkgZ8GUiyoCCXNxzhGyMc55d98b39t4VIsWKSmlcRxijMZQKRONByTrfWYmEDAVxSQxRA4xFUVFg8hAbJyvmhoZ9932tvsqwfbw5Bzts9nyANGqlv1+9/z5N3/4wx/uNtf8+Zd/9/HnxpjpCdY2dV1XdVVZa89OTh4/flRVlfe+qrxz3lrHU24DlIfHwNvH2D+m5Xv7DPiOyODNQX8f7fTgpH8zBECeAPUTPCTFNPQ9IqoUyclYZ82kiC0qEZGcdbPZqm7qtllY41UwjrnrRsM87Mc0ZkZr2IGKkgIQIiNyyWXsAwgwGsfe2cqyGCrWWG+ANcc0ruZHH3zwZBjGu7vNbtc5551hRJ2Al5JLzgJATBzGUESctYQwq9v1/KCxFUYJXV/GRBldYadkgQxOriy0BnsgykVDgpAAEEJKoAWkSFHJseyGMan2KeZud7f1gFhKKUMXSgZjDEMDUqVgS+E0+tg7ERZuRH2OWWJMQfeblEVLtCHJsINxx8g1GWNtbVwx1JZCYRyyGCATU8gyAoqUMcRtP3qy8Pr261hevL5+vt0E0urly4sXF9+8evVqNp/5yhCVV6+6cexKyWxgGLoXL14Y9jGmu7uNpMxE5Y25H0FBYojDMLwZ4hKRKqhoGJP3bIxF1LadAXDbtqoaYywFctYxxGHcxxRSitZ2SYekHagnqlVdKehsDaRd199tNyGEqQyLMaR4lZNK0lJguwt9T2HsrDXEroBaw7WvihZCbOraGpMzGqL14dI5DmFQgdVy7V2tCs41lVsQSYoDQl4s1pWric3rq0vf0KI045j6MY0hhZiRDAA7a/s49t0gUhCNdQXgloh1wg7GnFN21jjrDBnBjOyc5co1RYqUYtgUgRhyTCWnUoo6b1VVpQBADlpSttYxmQIljDIMGYCOjg5nM0Yauq4zLM6VmErOKYS8uStExVkwhmezRVMvhiFfvLxGMMMQtEiBVMqIHNlmIgVpIa+c89sNd3uzWCxj6YdhO45ba9mwl+ShGMM8n1dsYhEdx+J9e3g0C4HvNrsQgnXgHFlHAgpFmEzT1NOCGxGMIeecZBmlJ0aimbd2tViolJSKlGTAOGcBcLsJKQ8ioUABnNCdqAVLgZymEHAoBrrdroddjglVm5oOZu3pUbNobEmjZ5r52bJpTK4dGABVUQA1hHc310lC33WuOCCMIlmwneV6tp61voBtm+UHHzSo9auXmzDKycnTX/7iX3300bOTozaEtNuGGNkaH1N69frqt7/93cXFy2HshlS/vDycLW1dVyEM/Tg8f/6863rVIiJxHGNMALhc2Fk7q6pKgb3n9cHSWgdAMZRxSDmpMUYk5twTycHBzNjWGBUpYdS2hiLorW2rph9Ttw9FIhttW3N8vAKIOck4JgQughcvbw9WB8tFTeh2m8FaefrsqbMeiXNOdT0iinOYJY9xcG4uRQ3b5fxkvXrszME3X3351Ze3F1fdzet8dDRvvF8ucoxlHM3Jydkvf/mvUx7/t//0H7IUZDo8Wm1344sXX3/22cdVVSGW7Xbz8ccfX9/crlar3W6bkzhXzeerqqr2/bBYrM7P3vuLn/2Lv/v9F3F8Pg4EpSJstdTGVEyc0pR5S8Y4a92kT7kvffX72Dn8jp3sHYzdt7deOmkL7+neEz99qrSNsczTbP1epAZv8Hl0n0I/pePf+6neCR37E6uRt1Q9/H/V3ndfhNzjC4GJH7YIb7dwD7KmqfElmiB6SvoQMz7t6lThOzGab4xm785y4dv7zzcX5Z++7Xyz8/heBfKWXkhMzvvXr1//5je/+S+/+pWbQjiHfr/ZYkmz2s0qP/S9mZYwbdMeHx8vl1BVm+0ubYch5KgqbVtOTvwHH66Khn68unp9s9t1pYDhuqiqhqJ7YtvOyqPHq49+8f5Hv3j/yZN13+82m8tXr75eeVvNZtR6KAVAiJHgPiT/IZXzPhb9ob2+HydMMfLTjfbun2zKSf2+UHhyzz1cp2mXgP/ooM7vrglV3/3OdC/a1AekssLbHwZ1Ku5BoRQRycaYCVPEjKCl67Yvnn8dxnlVl4P16QG7EHJBwtsxoVWySMUxF0AEqJArto4NIKJhIRwkjSmwssOKmR2jhxiTgOrke5zqdWutgyrnptxcS8ox5srkQohSxs3t7e3l7eZ2fnBsj6xbHEkRKGIAQTJqsY6gpJRzUbESF+3s2fFJt9tZ51ZHhxHg1d32drsTzIoxY0kohRDZELKWqcBjQAWSSTRHk8ZMNUnmByU1PIgG2TBJQQJjDAI5lxGxvJHUPYRLvoEfapku5v210JIBwVqqmyqlsUgmBkQ1DAACmlFzkVy3s9OTWRzK3fX2trtFqk4Pmw8efbC5vdvcbbrd5r2njw9WrLBfHx08eXTy3tNHtpl3IRekPsS7u3GMvYgITbm97Jyv6impbBpCkPfeOfsQ7MulTAlZgHC/1islxzjaBM+enh8eLPv99vM/fjn0G4Npc3d39eoawM5mM8mp8gSQFZJqvnz9anfzMiya86Nj6xtWBvK5JBEBdKZy1reh15DCttsel0yWuDIpCgAi40OeVHnLKXngIiBmMmCcY2tVyTkDkImpFAgpZylQBFGdtZac85Vzta/b9eFRO1saW4tSykpJigJAJspVVTMZIsv3vKAppQanxF0EYmZCYiZrrch9FwoETMjMRIhsARliIkIFBnSKAJSInfWzql1kMsM4vr6OoQSy/ujsCOAACUuGlPLFq6vf/e73N7dXMSuQe3PUVs46Z733s7b9+Ucf/Yu/+svFYlFXdeV90zRVVTtfTfOFaQkz6Qi+Z4v/hxZ1DyqDH3YZoCIqv+339E1TQHjfB6qISBZmnESz/X5Hs5aw1ZJDGPpuVzlfO3u0XrM1zhotAvc94iCIodvHvtOUIGeICSfmsKohghxz3+WxRzZciqYgJQoNxnuNfR53w35PcrqoDAnvQXIYGDFJGXrbd13jqyISQhxDHMcwjmORYtgQgjfWkylD7FLebrd5GAEIpWhK0013PyOTYkqhnPMw7G9vkvfjOCaJBXRSOQrotu9i3CHZu9trhGwtA4JIsTYYtvvdGAYtyZaioac9iSqWqNlqHFCS0WzHriASFp9LxFI5szI2u0qrGnyDbAFEJeeUJEYZQ8iSkLDAmGUfky9oN7tu2/Xb/dW4J0jt79Pf3mxeb7e745OlrznnEWnK1SZrSXLed7s//vHTcUwx5nlTWzZaTJFYSi5FOZSUUs6ZmRDJGGOMKaIimpIYOCD3CQAAIABJREFUA8awIW5btMZb51KMCUUVY8q5yHTrppT7vhtTKKgHq5XhBWE9DQFSibd313ebu5TiyelRUzfMZrfbpyAqwMR9CqVkLbnWylrMPEksOYaeyc9bBwhdPyIQoo6hkxRKtm7RWOtiFKLK2pZJU5iAms5V4Kt+CLEfwzDGEGUcU8pTKGzKXpq6VR1DiCLKDEUxjHeTRCCEmGJCwKpytfeV99awQjGGvK2FSkpZi8aQY0qqYNizM8bavh9jCERYSkEsqJYNKXBKuRRy1jXVgnAcQwwhJxxjLCHo2Icw5q7T2pN3bNjP2rn3891mvAtDETTGApQs435/Y7w4r0UTyCwNTV23u+0+hADgY5ahT10fCdkwGvSqtXPe2Fx0X2DMCZu6bep6HGAMKaXgLDhH1rLIfZlrrS0iogWRrLXWmBQDIbDBOI7eubrytF7tuyGEKDICSJac81hKQMzGgPdQGA3jtNSKQZCULIGCSISSAUpb+8WsOZjPzk7ms9rsNzeV55oNJHGE6iiEASSIJkl0c307jF2KI6AAQlYYxrzdh8MTm7IpalO8q/y8bRfO1dbw6enjn/3sF8+enhCFy6svc+6qujk7O4853202n3z2cd931hkvtNnevLyw3tvr29eb3d3l5avLy+sUs6+cmcIjrDPGeV8BgDWmqpvj46PZbI5o9tvh9mabYl4uly9ffnV9c8esi0Vb1zSO+/0+Ss61BxVjrXNsc4rdNgxD5zwQ1HBEpYCkvIdeRVIsdzf9rD1AcGGU7XZoWzpYHu/Zdf1QCtaVMwYQVUoeQ6i9YNGmap8+/cnR0VMt9tNPX15e9n2P+z2slr5u6tMTf3OzQ+S2Of7Rj34pZfyP//t/qpvlYtk8fe/sD3/7zYuX3/z6N7/64P33rfWvXl18/PHfv3z56uz8zFrjffX0yfunp2cp5//y698eHT15dP7B+89+WlcHMXAMpogBdSU7ImcMihRQmJhk1lpjzFuvEX4fqfeD2ZsP7/oGAH7vSXprQitapKgi8/S/OGYzaUffKW7h3X7vrdSR4N1ozHcEnG9EcKDvZHzCn3El+aYF+FPivXdEmt+RnE6dhbX2XbMYvNuMEaK+yeDAb4s94d4U9k7L9+YXfycRVH/gWnxbvfmdmND/NhvxB9JG9LtUxXfVpIS7/f6bb7753e9+R6Al57Hvcsyz2j06WdvDNagaALder/d3Vzc3VwCsEpdz9+o6MY3W43pt12t2dRiH/Waz/eyPd9vdQZGFiGQpxkwwJXNyVj8+/asnz57NFu1XX305Dvt+v3X3b56Ng5gA1Tq8t3mJIkdIb2RmTDDFF9hv55S+g7uYkHcEoKTlHwoyfVjE/XluNHrnpQI/xMtQlRi1qpkZnXPOESNICloisKrGMO73ex0zzNdH1jdMxftmtg7z9am76TWExlcaMwPNfQ1JJQkzdhINKDqwSEXyOGyaimcVQ+ocVGhr9p6JCgAQCBRgcnVdzxbky7ydQ0pxGBmixhC73c3VyyJS2fpgeUS1Y8MICjGCRGcgxZhjLzm2vjpbr3/xo5++/OobIjpen3UgKRdnMFIpRgARDIBBYotgYKrb2ZSS7w8mQmutddY4Q4GmNm/CYU/+MDbMU2AGIyKzNUA/fMMTkZT7LNeHKBdQFURwzs3aqu8lpZGZkJCFiwozGVMrwqzy88apK6wsY/7my9/P6+YnH7x/fmYfn66LHCyWq+cvwuW1/vjHZx/85OmjR+tQqJJqtmiGmF68vNv3eRiGopKzxBgnh8n0YzKzJAEAY7hIKUWJGB/uV2b03s5mtXXIDE1lnz05++XPf7ZatC9ffnP58sXL589/9av/uru7jbH8+IOzUtLV1Ssk7Yf97ebmYL1azOyicjFDiNDMZtbPoHQxiG8cOVcYBIqt3MHhwXK9qBoHJLZiQJ6mHO8eA1NmFCKUotaqc+x8BcyaRQEUCZiBDZBBBjLCCM57V1XO+nY2X62Pn73/IbLZbocYMhBVtZuG70ypqrwqFYGcUs5ZFabAn+l5kbOMQ4xR9EEyT9NAx977MEWyCgACFwBghNqahXOM4qq6ruqlc8s+UDfEfiDXMN+T0Hl6Uc6X65j0k0+//Ob512MMSKzTdhHAGp42b01TbzcbNjSfzSpfWWunE8laZ62dLxYHBwcnJ6ez2dw5Nw1T/2zaTTXv6Az03XNDi6qUHFPK0SDkIkPfXV9eHB0etN7J2N28vri6eH60Xs9qfny2ur27jd3N7kZQOkfRUyySZbwdN6+GzQXnfU4JYEIYGrtYUtzCcDPcPEe2sYKb3YXj7I0YYzab29311b7bv/jceChkzN2u391u7xQJTTtbfrVa5Zictbv97uKijPvtOIQiqkWBWXIa9puri+cFdNvth/2WnY0BU+wNGzPpvbVISjGGNPr95ubzzz6u61pKHsIwRS5lSbtxuNlub26uZrO2rvwUA55SQmRrLSFtNrtuGxzVY0rdNoZuR0xVlb3LMWUs7NgRWVBUImvrumoBT0Q6ttK0vFw3Mfbb7SaR2w6bu9s9FMsMxQqZyC67qtQ1G1cAabVaXux3L1++/OPnu3bulwctIOx3m67fFE1N0zZNM/Spqec541dfvpAM3tfGGOsMG7y93cfYIWbJtbO+bZtSynSblVIkqxY0bBgYBFxdS4aoOafC7CqP+32XUvCVPX/0aL5oVeWbb75ScWzqtj6r3KF369Vqtu+2t5v97c2+60ciQLCz2bKumxRBYhclSv6/iHuzJ0mS5MxP1dTM/IwjI++sq6v6mBODAfaBu0su/2GKkCJL4RspFOHyhQIusJgFdmbQXd11dVXlFadfdqnywSOzsnuaWEB4bL1USklmVoSHu5mp6vf9PjbaGLJRlHeJQ+8zlpSnoIPYvKzyXIfkVF2mFN+8elWWkyyb+QG6zi3tst0Oza4PIdVl3rZN8L0AGsNu8ACmaYfr62VVlSBgtE2RG9+klIq8YhYAsNZqbRVp53w/dJy46/oYQ1EU2lBZFtPpxBjdNG0/9JzQ6AxB39zchpAUUl7kZ6fns/lB23UvX75e3t5Yq21mM2u9Z/AJEYnsrK6zzLo+rHfL3t+CoHNxGHzXiiRhhrqGIrN5XlibAyjvgvc+BOCEMcYso7LMJrOzkLbOb1Pwt8uPu40rippZUgwfr94BeNJS5IUbBte3yNnh4eFsNmPsFAKgBmSlLJEpiqIorHMoIDGlJJhl2RjP473nlECAjNWkCNF7P6mLorAise+9UiorCptp59xqtWmadnBeIForRQnGQvQqRQ1iuk68966PygihAlZA0Vqoq3xWVfO6mk/qs9ODaVGEdmUR2PvL27XWA2LpXQsQiMBHRuSyMnk9i8IMwMJucLs2bNq427m2i8JZZuu+T8vl8vTk0eFiMZ1NYkrNenu9XA29r+v66PgssYDCelLHFIzVJyfHRHh9fbXe3G636+VymSSFBL0TFp9ZPZ3mp6cn09qIyOXHq8Xh7Ojo6OnTZ1VVC2M7GTK7DD4cHR1eXb3t2mY6ywghBd822+XN0DbJaJUVtYK8bbrdtm0aN4qBu9ZffbzJc6WJu7YBZoVqNqtmkykp+/2Hj5rsdLI4Pj7r+75p+uVyk2XKGju4gRkYKUSYVpPzi2e//e1/VdeHr16//+abt33PRTEvipmxVVFOZgdns1nfta7v+Q9/eNN2q9vr5smTL54+O1ocVZcfu5ub199997LvOwD17cvvLi9v+j6s15ssy548OfzX/+rfPHry9PXrt//T//i//Oyr35wcP5pOjkiVwtaampQFgeBxZLSOroKxJhllbvezCCLif5pibQRBMzwsUX5wcE2JUxIQINLjfkhkSBGOBvMfFpIPAgjuvhjRfvvUOvjJZIRPFc5/UX7nw0gJItJao/rTwuGH9es/5xU/9JP9lwWVCoCPPraJOVlrp7NJCoFDzK0uM3Mwm5wdHS4mdV7kGgBXq9V2t3n26LjZNrvdzfXN+xB2i0X2/KvH5+f24pHNc+EkClMIPoRx1ACKQJEwOKW4rLLj6Qs/xJeX796+f/fs6WNSer30PXfmkJ4fPlOxFxlSCgoARYEwM4GwJo2ggQmEhJXI3b2uKI36JyKtdQo8lumjk2TUaiul7o9oPCYDjBM9tU9PuCvBeTQw3U3/gMc96l7ACT9h+Ns3ORAVEu5prXA31btz7n1yuPKYxqeIAUQRZ3fmL06+qrLZrIzo237HgCarYuK8rD578eL6er1arkBQK02AKFDYzBKFoYfkEJOEXeg7q2kxWZwfFZNcuuV1VhzYIicbJQbQaLQSFEZS2swXh7EbhsFbZoWgENtm64euyiwE32/Xm9vLyWlhilwlpJjIDTjsjiZ5dVjkCrrbjY7Biip11vfD1buPOwibdk0QSbGi8Q3HUREAZBAU7OFOShHtXedaa60VqZG+AwgsiYgAJaaQ5eOxW4+0uiyzRJge1HjGmAeePXgwnhrjEFFrpTUJM0giBYgJgZUSFNHKFIqM1ZO8MsC920HYWGpzvYPUtA1Ojo+KLAfA2SwwZ0M4fnQxOZiZzLLVtlQ6MDZ9t94oTXhPjUEkEOQoiKSQxqDhsVU0rs73lcKYrmuMnh1MjSXhFAZs1muJ7ujwXMGxhuD7jkCDgNFgNNnMKnWY5Wq1uf3m2x3HoVm13159yFE/OT355ZfPF4uLPKt0qvNqKirvoyRQpijr+cGu7b/77lU5/1ubV2QzRfruVYHWmpRCAK1plC82u23TtL3zLBBZBudDiAyorSWtRWIIAYxmUIKKjPUxXd3cbNuhqCZZUQtqhRpQtLGoSAkIoPfB+1TXCQA1EcuYvw5ENAZMF2UuHDNrvB+DN8xomWMeCQ2URAFD28brm+7qqk/TjIDX2yV93EBxdbWDqI5s+UyARJQAJhZmJaC8D0U5P3/04up2O/glyChTgVEqOTK2UOHoOWzbduiHB0kMpJSazmZnZ2cHB4tRiYr34Q1E9yEN4x3gvVdK7eW7IsxMowmQ+UGrTx7wsrTazwBZWMYgHGFgjmrEZabY7Lbrzaqqyhh937cxuL6zm+UNoXTNJrj2zXe32mBW0NFU1Zkj2Tw5LTN8+vzRNMX4+NFRhu3u+qXfZCGEFJkFBFBbe3O7pHD92allwCrvtLUEqFBZQ9m0KpCHUNd1YdgZhfPC5DTPiwnpzNqyyqykwAgHs3lVZgpFa42InNgac3xy9LOff3V6dqaIBu975+54vDLCGMdIrDEgqyqK6aSez6baaAbJUzb6PJm5dmF+sHhy8UgbU+RFUVSj9DGlvYTm6CBenD0ZBp9igj1AVpEmrY2MwB2QvfICARSjiqB8jB1iynKcHUx3zfbd23e/+93fIXNZFGcnZ1fXl+/ff5+4T9InGZo2xF2nVHr0+PzRo4M6H3zsQ+xcaFerm77fDL6JKZJWxhoWns/rSb0o8tq7BKByY7LcxOj7bqMwaJMVRWa0QVF9PzALM/MItmJk5LLIq2qmkFIU71LbdUQqMffdUE6K09Pji4sLY6nrd1leJMY8P7g4f3Hx6OTgcGoy5YNPkbWxY3hdSty1QwzsfUBUmiwnBlYCWpMGRgQEtovZZwezJ1lpjUXm4fL6+ygOkFOKWZ6RzoZ+TEHvi9LU9aGmzBoTQxRJdZ237WYjaj4/dWG52W67vhGQkGJe5jEGVNANDRl1cDhTSnsX+t7F6FNkESkKk+dahAGElMQ4AFBVFXmeb7fbEcs8jhQSpxHU7J1rdk3buK5L4wWMIVqbAUCe5ycnp2VZifDV1dUQYhQKQYY+di13HWitjCatgBMEz9aqGEUhl2UZDTCDtfbgYDKblzaTIayb9nazuUbIqsKenh4DqL7vb28+am3yzCpF69suBhed3OV5ilKASCyy2W45bYchGqtn83lKgYxPKXXRGa017T0yClVdl7k1mhSgeOdC6GOMzElrmkgCAB88c6yroq7LzXqjME4n9ujwXNMEpGQuXr788PKb9+ulUyhg2A0hy7ieVr/8+YvTw4UBvPrwPtN4fDgv7fN2u95ulhKD5x0oH8WTRmN1XiIiAQIoHEL0SVj2x5hhGEJMgKCtriaVNglJFLHWYgwqQgGIMaFCReSjHwMSD48OyShr9fnFhfNd17c2y9quXS6XzFzXWZ4blJRZk+cGFe92200aADlEz4l9iADASVB0s2tjjJeXH29ubrrebXfd4WDKUtq215rmszwzefDkBwmBOYEwxggpQvCpabrgVZ6rotTGKk1GU8YizjkANNYC4OXV9XK1HgZntI3Ree9j8ohmNlv8/Bd/frx4cXL8hcmKalI+fnr+L//rfzk9LPthmxfWR++8q+ppUUDfx+uPt+vNtu+2Xcez2dn5+WdZjnV9cHTUfv75l8wyDOHzz79AMFfXK60JQRmdHR2eTicHeb6ytkDUKWGKqJTRlCMaTipFpVQGqEd5m4y1lKYknJiRFI+hasL3tYjcjdR4H5zOChXdW1/2qv6xFKP7/PX9eO7uCxH03g/apZBSHEnqI1NM7fe0MU86jbdrbow2xozZyCJ3YfIiAKIUEt1PzkDR6IGCMZbzP4tdGX/Jw+i8n4oLBNinc/1A3Hj/vyqlhMf0IxhdlHEfjIxElDgiYpZlIwgQP83xHkA6UY1U83Enuusso0gazUQpyd3lRRbB/YvZX1UQfgCJ/FNeyydG/f3LVmO5/CezWfghIOeuZX/3qz5Nb0cIu9zfFCLMwoBijLFaqwIIobC6LnOtKXHilDQArtarzfZWf7ZIaePCTYw383l2fD7/xc8fTaaxnkSRAcQjsrVGAPYZ04pQCUBCVCCUQvbq1avvXn/36t2baX02rcrljUfXz2huzYF4DYic9vJMgChMCEKUIegx2F5YjQjGcYic9rZI0lon8A9JLXhnKv1JSKdSe/PM3j7xIFbrh9THPeJlnAP/iNl6NyDdy3sR1SgpVCifhsLwCXe7j21AAUiokrY4kkoU8nxeHSzqzm+c2wqnmowxZlrVnz199vUfX7a7ZkwyQAFm0EoTQHK9wZijGG6sidNp/eSsvDjKahuH7UqxJlVq6wC0IDKqKALIpKma1g5w1w8qJa0Bjdo1uxT80cE8JVAcXLutfIuhQDSlogolC8OBzU8X9WI6+T4Gi+LajqO0TX+zWbUYWvAKogIQTkmikqBAUBBEyz5hDMbPbJRMI+01ACIsSCMpauwusTBpAsFR7ERkUkyflgqQUWKHD1W2IrhntCKA4P4jkZSCUpJnNqRBJCFyZo1GsMKzYjIvi8pqt+21DNNS+DhXEMusn9VcFZI4FbZfzBXgYVkphUOKbV0XaLVPnCQZw0RjsSDAgqBAkNPd481yV+aNrH+VON3dNpIYEDHLtFKCwBhTu10325Xvjzg4JaxHx6ECIlAk01l1cFiSSUl82/mqoN7HN++uQxOa9VAX5fnZZ9OanEduYxTXRxUhD6w6l97ffr/uYbkLtqjIZEqbkeZPCvPcklIKwVpjbaY1XV/fvP/+fT+4yMICUZgFYkqD8ykGjj4GZ40OIYyAOwEcfPDx43S2ODo9J50hakClTSYSOPREuu+dGwKprGnaYXAxMjOnFJpd0/dDluVVVUmKmpRIIlLWZkqR9545aK0Ta05KkRkcX17tXprLVZ1rjE23ihA5o1702dPi87MDyqd5XozQdgEUUL2TLJudP3r+zXfvhmEAGfaDRQSFewZVZg2AuMGRIoR9llFK42lSnHNZlo006hEheydHwbscRQ4heu93u4ZI5XkxplAI853U+5OdfUwaUagERCmjFDEzCI7FJbAwMIsgCCk0hhDYu0GhpOhjGIrcKkm77Qo59u3G9813377MM7k4nz168ji3nuNwurCH09PER5LYGmuxXV2+JEWcOLiQOCUWAXAhFui+eDSJzECQFwrAAhNpLVUWpqWgICpFREZV1gKZ+cFpPZnn5VSbXGlDSFX+ONPKDW1dVdYYAFAIJ6cnv/rtn108eqyNTcKCSKQV6ZgSaW20BhFhQQBLGhUqEKLR0iECjArJkABwEImijR1NI1rtswpCCCwsgJo07tNu4GHY1AgYQASlRrGQAdQACVQAdCkNIklpqKp6vdlm+ujNq42Cg7wsLi5O/+Pf/827d28EgqIEEG9ub7uu0YZOji9OT8+fPS1DGN5/fPvm7TfbZjMMO4GACCGGwQ0xiDZ6cXhQ5HWz7brOGaI8tyl5aw1RYTNNBAoVR3HO73sakQFIIcXoywKITAoJRSnUbggiwiLMOKlnx8endTUNyacEiCrPyulkcbA4Pj4+WxxNQuptZrRW1mrmLKXknd9ut0TaDYGUtjZHVASalNGkNWWZzrI8f3z6F4/Pf1VNSsTQD5syf+XijsH50CkSQfFZ3G7boR8mk7Iup2Uxq+upHlU2wLe3N8Zkualv1369WzVtBwCKVJZbFYQ5dUNTV3VVlkrplXdD3zgXRdgYPZ1ORgNSSoGFYxxilLombaz3zjnHLCmxCLMAc+z7DgA269XghpF6d89kG89J0+msLIu+753zkVFUzjHGADFgDKxAiRrPZ0pEIRCRyW1RlbN+8N4FY0xdl9NpabJUyiQvIqoOFU6n5tHTiVLU7AiUtZnJsywE8C72bUoBWSAxp8TMCVRMHPreOedFlCYqiiKxRa1E/OCiVcpaqwA4MSkqioKUcIrAPPgQk+dRM29tCHbcIrPMzGYzYyxCKktVZNnTx0+K4ohoJlJqyrrW3940pNloRGBCqQr77MnF04uLNLjvX38rKVZFPivzSwndbmWIHLvIflTv2xyMAVTj6URhYo7J+wgqI21ATJ6DsaRNdXi0cEPKc6OIBQNAQLKoCUacm9UijArzIjs8OgISUlBPJmnjAcFmWYhxDBSZz2trjSS+QyL73Xbj+tZm5L3vu2G5XrvBCfO0nnsfYgwAIOBEYLVuUangMaZUlUVVznIzWa8G1/fMQoqs0TGGzGqtwbkAAsaYLKs0KVJaoXbeeY7jsWRww9t3bzfbZUyxLMuuD97HEIOxRVHNHz35/PToRZkfr7fbk9PT80fH/+a//deTuXnz7iVS6IYdKJ7OZiw8ut5SVCkpxIyw1DQxpKytp9ODZ89exJAQaLE4fHTx6u3b75u2u7y8RtRa53lWlXmVFyUIRc9xXBOURiAQFEGFBKBktHuOdiWlEnNIERBH2rHceYru29+jLW9ko5NCrUjtp1cK4c6Ph0pQyae8PrwrUQgAvY9Kee9DDGmcgOCd4PNuECIjXF1rSmk8sul9lsNeriiIQJqM0THSXa8ZUYFSyDxmJDyQH4r848q7B6BsfGiH328gf+K/ujs6/kDruK/3YrzPYRrPn3sKzl2x96ne24ck4V2o/b7YHV/vXSN4fNfwIxzLgzIMf1SK7Ks+UXc/vpeV3tv/7memP4n1/tMp5T0v4P5feDQpigDKeCH4rgIkTZrIKDRaKcSUonMpjvVeSqHvN8vVm96v6tr/8lcnk8XpZH5QTunq5vXtcndynLkheA91Xa82OnHyzpExwmYcfK2Xzeu/X//u7//u4/VlQlkuBSJuN1hgATC15oC1EhpX5AiACJGUYVKkzLjlcwLS45DspyGw/0+wrfBTSIV/Dlv9IdgH/+8H6aDU+G5SSh4gGAtVbWezaja12KW47ZKPsTcn8wM1qzJtJnVhrREgUZQYEpDzPjhPnCqLlYU6j589vTg5Wcznk9M6FdCrlA3NDrAw2Qx1FrxstkOUaPNsPptIZGPNbDZtb299ShnZpmk0yKOzs8SAypC2ut8CKsymZ3X95GB2nJFuVrZWZ+eH1dOLMMD1zfV2N9xsNpfLZTAJcrCFSsk5l5wXwz4nRKU/XRPcywiTcOSUUkoynqhTCpG0slaPUnAiY631EACBtNak1bg8PDTRPuQppU+PNzOnFAEgpeiDB0hlkS0Optc3H9wQSKvDg5n42N2sp6f16WI2nWoZbktdGK2fnlVVrueTelpPFMLQD6t1A4knhW6alU9JUM0ODrSF5DxCj+hJI0DiJCklSTyy1AkVoUIFCVgkBe/vjctjAIMxFBP74He7tfeD1TyrTW6w3W1efv0P69Wy3TXNZqdUsBYQwVp1eDw/Op6tt9fTafb4/Ci5PtM69v27l9dN17x+8/3B7OWsztyw2rWDMmU1O64Ozr7/sPrrv/lP7z6u6/nxk5eXvY8+cIg8zksRMbMaUTglRMmyrCiK4Py7q48hxTGRPLOWI/WDe/3mjSQPwAqFALQmY0yWFVVVV5NZPT2IST68/zjc/RcuxK7ZDO2mKKrgY4xp+5tucXB4cnw+DK7v+91ud3tz/fXX3wBAURQiCUESR+Z0n31HREQGSAtRaTSIv77dNtdrK6AEepdEQzYzP/vzLx89evqLn/8S7NwWVZ7nRltElQQiQwINVChTMlD0XmstzD4FaywzxxhJqavLq9evX//617+u63os9pxzw+D2C+Un+zWFEMZdKaV4d1vCZrN+//79crkEAGsMwNiqoM1mk2XZbDbTWo84syIviqKwmRVmm1VZVg/DYAzluRVmGA+hRqMCYDhcHKDEusxj9AJMSjJLYRi6dhuGvtkt18vLN6+/IRzSsHh6cYiRh641xpRWa20RgCMHt7laftSKDBnv3Og/NDY31i5KPS8nDDD2KBSViKUPTgFoXWlDMSXnQ0wiCGiosvD04uTJZ18mUQC0nwakuLq9Pj46nNS10SQp1dPZ0y++ev78CzI6pETGKqVA0Md4v5ETIimUlEBGgQamlGLyUZg0aWMAEX3CEEeVjUI7mkzHvtzYpETEsYV8TxF4oFQaBQVjP9UwG8A0mkZB6ZGVG72WkJf2+IvPfnt6evr46cVqe/3u3duYUp5X02md5/brb75vdm2e50X25vS/efLLX351dX3Z9qvsyiiCoirybDLSsLz3boht2zRN44Z4fXuzWq4Xi8Vmx67vAIDaPnOTAAAgAElEQVS0BoCu60AgBdlsGiIymoILk8msLOvNepfC7dBHFAKkEKJ3se1aAV4cHB0dnuRZtV5tuqHZNZvttplOJnVde99736eUpeStVXWdNX0iDYpU2zXee6OtJCmLSVFVs8kszyqrCwI9nx0dHZ4czA8Pqp9X+TPmKOgBwtMnv2r726vlu6+//js3NIoikQ7BdX0zmRT9IJrw6dOvirwOPjW7piyrw8Ojy/cf0Oyi3G53a+d6RKnrOkYfohOwziBpyfPC+3bbrLabmOd0eDiZzoosswISgx+GcWEYbm5778H70PeD90EY9Ih7shSTa5rQdQ1RmExVWRZFkRuTIaAIW2u874eh7fuOCCITJ7S2lBQleU4DJ/YeSGFR11VVWWMO5ovDxcm0nt/erq6vbnbbjRs2t7dKZ6mqSdsEwAyhD8vlpiBlvPMJOp8QvRXOx/5NEo5jIA2wDz7EJo4DkZRi5ICotcnKPC9rrVPpgwJlta7KimMCESLsu27oG+FotDKarMasyMuiKApL2ihNpExelIgqxpBlR2WWaSKFYjQYQz/76jNCdXPzPqaUWTIGCZO1IJysMYll6F3b9m3bWwJOYq2t6zINbeRg8zzPDZFyflDGkDYs4gN3fWj7kJW6mhSz6aFzqe9TZNLaiKW6Lq0lgeBjJ1ASGVQkwgCYZVlRFUpD22137bLv26bZWKvruliubkCkLIs8z+ez6WKxKIui7/tds7m9Xfa9d30QGc//iqzxzmulbWYBMEa/a7azeXWwmAAOLL7tOdOkKc+zuq4Wwe+GXoa+Lwo7Z8xsOjyaZDldX18ZA3mh8yJzfe+GwZo8xcSs+t6nxMzR+S5xVAh1XWrNimS9dtrmShdNMyi1Qgm7Taqn8y/q6fMvnrT+2svq5Xe/j9FHrmdD1XeMRF/9/MsvXnzZtrvlf3e9XDbv3l4/e3YRgxr6tFm1f/mX/+LnP/vF8fH5btdcXV+/ffP2v/8f/u1yuex7P53Mjo9O7tcxpRSnlFIkpawFYyRxHIdrD3GL41YVoxdJCEBEktJDN/6PT7VKEdGnKHZ5aOaDHyMI1b5HOcbk3hOqxy1vjEZk5jtYxaiHVGPYEtzXnAiKYDzdWWsTJ23u+Bx3c5fEe0v//UEaf1CzyT8Vq/hPCVOXMS5bxRid88F7vSf4/clMCH9UYOEP/Fv7E92dLwZpLCcfTALpnyL1/P8TVhNTwrurOyYMxyAITIhBK8m0klxlWoQ1gMwPpvHxybMXJ67X/dD0g/cyuHDj1qQgpBQvP244qcR1nlfWKk00wg6UMqQsiunb8P33/cePbtNgNZlEX4VQiUwAmFMZgoVkgS2IExBmZNlv3rKX//iUSCuAcTZ0TwVC9SfF336o9ik375Py9p7X8gBYBHvD5v1A759ZRD5oBuCncMv7OMW75sAe4SoQBRJAIiVEyOx329Wb1y+9q7Ky9U3bNfE2vMsSHJ89O55OFpPqfZ41LoDNQJBB67yoq/JoVn9+cfj546Mvnh4vFpU2EJOf5b6gMClrMZUoaLZLFXkAagdnywyRYhwUCxHY0vZbTINrtp1SyEl2221elFlW2CJThjj65FZZHE5K+7Oz49yEurLWtWfzSe/wat2v+u1qaLwGZRWoKNFNcjqoKkTbXb9tgic0ABjv5vr33fc9bIdQa8qsBSWK1MizIVJZZq01nASVstZqbUKIxtqg/d2MkMbglE+Z97CfvYwXfQz8Uyhu6AltZo3RygMn71MYjEChVRx2/Y4Lm00rY2aLujIaU3DD0LbddqeVTkleffPOBZgvTlkMKvFdsGQyY1L080k1nUSrewQAZkjMiVGQFI0cfYUIkcez7D11KaU0ahuUQtLjUijGYJnb2aS2RH3TjAt53w9W0+HhrKqnPnQxdZPZ6dXtLqRU1nZxcfzo7OzpxdPXj95ev7vcrtf/4W9/lxvF4i+vhsDaFFUxnV6tm82mu3j09Be/+Rd/8S/+lY/M+64hOO/6rgVJ+zRPGYtmbtoGrW1i6NqGkyclyKwgKWARj5IUMIyARhbnHCjSWT4lAoRhcIOLg4+987um833LYQh+3Bjk22+/DT7+p7//Q9/3w+Ccc33f3d5c73ablMIoex6bYyL74kop0VqP+cAAibTKVW5jylGVli4m5fSwXpwfPP/Fzybz6Zs33zoujk7P8vIZc2C2IUiI6Wa5/PbVq81qFZxXAJoUAwirUf9Q5NmzZ8+ePXt6cnJydnJ6fHycZVnkFELw3seYrM0ODg6MMczpky5gFAruVakj0MVkWRZjFBFrzTAM79/f/v73v59Op8+fP7fG9F3fNo21tiiKoiiUUlrnCrN+6Io8m04nWWYyo7VGBraZtZkehl4hz2eVonoYum633W227XbT7Nbs3fL6cnl75fom0zz0/vu375PIbrcritJaM04Uow9u8NEHQmW1vs9QRCIkBeqB8EABYg5oOSXhiMDa7JuLqHQ3hN6nop5PqvrF8xcIIIJ3S6ZoUtaQNaRJKWAWSGwU5Yo0JI9oBe5n7/tVUo3KkhQQcb81YkJFlnDsQccUjQJjVEpMSJpMTMwswKCNYkBgGVvIPwxOHQ3CY8mXmNO4AitEQEnCzKCYQGklGCJqmhwuij/79fzgYFpPs65vlbKkrNGZtXlZVifHp6RuffDb7e7rr//o3c6H4fL6Q9e31mYiJJC6btDaaGODx/Vm69zr6HkciGmtFYAbuqZptcGisEVRud656KqyUkohoFbGaKuQ8qzU2kgCFtntNpvNdrtrq6o8vzj91a9/dXh0kCB+/c3v15tt27ZuSIMZ2m67Wat35FebD5G7ftj2fUOEpCwLpAQxiEb16OLxpJ4XeTWt5wg6eXRDSsEAl/PJRWEOlGRa5wAMwEAJsvxwYuWZ2XW3m+b67buXfuDM5iCiCRTxcnnJfON6nwJ3Xdc0TbPbDUMfY0jRAwgRpRiMISLbDx2nEIKLMYQ4aC0HixwgJXZ9v4tJo0KjicV53zrfOccA9uhoEWMcBhdjQkRjbFVNiChGDikHgsSpquosy0iR977rnPPR+dZam+U6D9onx0HqqiSVAAyIHrf+GCKpcYnWzz/7/Dd/9tujxen1zer1d6/++A9/TNyTFmOTT7uu7WJEn8LgolYtCKYQEysahWGisqwuC96ttyFA74ILTeKGZRAYZ0SJmfPcmNwWpUXlR55tTCzJAwOnCCIh6OgGkVgVubXaGiqKrK5La43zLsUgwqYwwomBtSYlkCJL8m7YKAxFGWME0qGqROtiMqmK3KTgFcLLb77FCIUtNOXNbvj48bous3bXNu3Qth3lWaGLrmubbgBQRhsiVsRIph/AORWi4R4YYhLXD3FwrHUWPIOoIi+JNKfkves737XBDSlJzDLvQyDBttu9//D2m2/+sN7crtYfizIDSM1uq5RcnJ9xim5wnLgsakM2+pj8bVkUo6hMKQSQ3bZv277Ii0dP8tn8wLs6vO21pqoqprPSuT4GT0qVRU1U9kMMEZBMnstUoc5s06ajo1le6Bh3pFOWaWN08AiRRVI/NN5z8EkbAsyS+Cy3WhtUAipG8bbPptNZlufff3z/7XeXzS5uVm61Xd6ufvvVz1742ITY7JqbfuiY59o8FXTMqHU8OZ1xmpwcH2U5jYVL9ABiDuYn5+dPj48vjLEnx5O6nhsq6np6e7NSSo+uIGss7VV8Y2IXp+REeFSEjc2ykV3Id38eHG5lLzSStM/5/cSgH3PC9+mySqm9XO3BTE/uxxF3zU2tKcsyo41C5MRj8+LOv6C03rsWRBhQiNBaLcCjaHMs0pRSWqs7ldZezjUu0Skl5sSsRqc6C48v8p87uRlnYjzKOPlBAJvAvSJzL3e8UzxqrbIsG2d9Sinng0AcdTUgoyxxbCHeOREBARl+mCgP+1Q8wf2rxk84zwd/3Vfm+6rgBwnswMxqzOwWefhRPhxE/fCg+4OiRO7DBx7O9z7lCcpPJo0DwP3tAyAj6zAlDkGcwjo3SqEWkem0QpifnE69823r15thtWuck+SpKrMQ1M3tFjFTVGhDCpUiTWQQNIJByDhR36vb29C2FEKJOI2piCkHqFhCTDYEgqgwIQmOkj/mJBJZIo7NgiTMigUBDOJPjvjwxzO6h5fkPo/hT+g9P+DS/oCr84Or+TC+/f6B+VQf3g2wPv3DD+rA8RQCdweUsQPNpCCE0DSbd+9ep5gdH/l+45qVazZxakpimC4ugD0RotGCxAzISmf5bD57en72my8f/+Uvn/32F08Ahq7brDZLpX2GwegcTeYYhm6HgkFpZpYEKUjfhcJYAsXCiDHEwQ1NnmWSpOsGRYZsVCkSBU4xdgH69VzDLx6dVDkoDDElk2mlkHpseWjBca50BtZiZtR8Wk7reZFPth8av12tvaRR94afuu93i86e76SNVrQXgseYNIK1e8EhIpImY4w2WhtNegQ56v0P3+OHcVwE+X4hUwjW6NyaFH1KqLUqMhsdOeeEg1G6qoySIQzJdcZqrnIzLUuNsPVpvXXJGEPADO/fXLOYujpPrBRpDZkGq9EY0tpWkzIYQwogPVBVkyJ11+cSVqQUkXr4GDNzjMlYVARKg7Eqz01V5GWRZ8YgJJUXfvBE+vjoWJTKy+ry+vvBbbNCtE2ovGA4PJpXtn50crEoD742f/jDf2wuLz9ycACy2qreqwjXTOAYImSPZ7PHjx9/8eWXNivLelZP5lbrEFzX7WLwIEBKoaQQ4zD0y9VN9YdJx34YuhgGSYEQkCNHH+OQopcYRCQE75wLIQbvm6Ytqp2gbnsXgrgQex+appfoNcAw+PHBvLq6ur1Z/u1/+N0dtWX8DGPiIMyAohQYoxXetfcwJhYcc5cpEfJsWj2az41PlaZ5bc8ezc+eHp08Pl2cP/v2+82//+v/Y93Az3716+OzOacjkVwYRHi9Wb9682rbbDgFrUdN9j5QQWuq6+rx40ePHz8+PTlZHBycHB/PZrMQY/q0JqK1GRGllEREawMAAkxE47cAorVmMpkoUt55Ea7K6vb2drfbff3114eHh/PZLM+y25ub9+/fa22KIq+q2hjDCfsubnfr2XR6cX42nVZlaa2llLzNbVkVgJBZk+d5NSnXy3B71bx5/d1uvQxDL9Gvbm+a7YogIaiui99+9z5xHJzPsgJRgQgqxZE5CRERKkOktR6LMgZhFhZmHBFJCIjMKICGSDik6GIKAKxQGWMHn4bA88PTbrfm6ACNAIugsKBCpcRoNBoNoYzW58CQBJQgC0Tm8bsRYe/kRxQEFkiACpBxnG2CIClSjCwigQFFIUdODClB4rhHCDAhAzMn5ni/Lco+Ufa+JcyCDJgAeb91K5QkKaEgKaUBtETWRLOpPlycWoshdSGklARBCxMpO53Mv/zyZ1X17vL6g4/dN9/88d27l0WZu9A73+V5kaLvhna5aiaTyXRagZLttl3etlpZAEWkm6bRioSjd56ZijyryqmkxvWxqAqFON6iwCoGntQTRA2iOEHbdMvbVUxwfn7x4vnnL55/npfZarscBr/bdcPgjMmVohhDjGGzXq033sfWGCGrcluAQEw8gBCZ2eTo+We/QCHvIkoenfRt6NrAzhU6wJMKIQMeTxijdDYRq2luJo8Ptu3195evPry7mlbWWOz7Nrgm+MRJNGUoRErfXN8sl0ullDBnJsttzsBESiRmuUW0zvUhOJGkEAVSVefT6cyNYeEckvcgwplxoQ9pQJW0Rmvt2flRTLFpOu+8CBhjp5OZAHrnWaLSEFMsC6sUiiSBIBCJqChNlmUhhqZlRNGk8twSCYLObBFCDC44QVJkjZ3NFp89e/HrX/750eHpat0czk/zfNK068SDtXJ58/r2NpAxPqa+7a9jw1EQpKwMMHOMCAxsNCmlBmZ0Pu7aBrBTFJSWyMHHCGO0ogEiiCwxCgCmyD7GoRuEk0LIMyMpaAKjdVnkRWGstWWRE1HfdyPpGARiiDFxiiExB4xai3c+pb7vo3PcNEtSabE4OD8/mZQFM3dNd/nh6g2+r4uJsOnacHW9Gaos+GHwyUUxoBGND0MILCJssSgK0hWSyXJAjYVoBiNoU8wAjDGqyEutC2Gpqhlwcs4vb1fBmb4LbeOjBKXa1WqNKl1dv3/16pt3775bb5dNe1tWmdGUYjw5OZlOJ4uDxccPH/vOKdTCMXgITrTReaGttczJDUPb9t6ztZgSk1YGNBmlNRZlcXS08N5550EwBHFDbHY752JMTMbkCkSBgM4sWg1lQUjKWK2UADBLShJDDD6EmDixTxAiY6GtyTRzVLQPGVWk+qG7XX57fdls1kOKJBgVhclcd/3a+Xa5uu66RpNoI6STG2IIOx92YySqtZRZhZBQVJ5Nnjx+fnR4mtmq6/tJXRZ5PZsuMlsiEIwMehZDWpNCBUqJUoLIiR1LAgBSrBAemrXujGp3cj8U5iTCe7Kz4I9GVWPe3aii/InCAX7M7h/d9cbosar6UYWp9eg44dHpoLUy1iRO40Hu/pcTkTHamDHk4L7pv6+/RNKfVib/L4JYfhLvN3ZCx8moMSYmZgFjbQhp5G+P73EsaxHhT6ZAKHucqezr5Hvb1n0G259MJH+Sz/mjd/7wUvznR04Pyp2HOYf/yE+oO5zEPaYE7+0QklLiEMb2q9IMCQgi+/XmJriPw7AJcaiqqqgLFsuJQwBhEqAQ0nbX9H2eWANSShA9pEB+gK7lzS4AFEQ6Juu98l6FRCQpJYwCyUflgwUWSAJRICT2KXlBBaAQmYVEFED+EJb6j2k1f/pOwp9sEsD/N7fdjz7yMYsAIEniGH1KgVNkAe/9ZrXz7QdMhr3JwCw/vN7cboIqX33zXe+kXpzerHsXomZgRQeLxeznX33x9OD8sK51aJsN9GsbO2tLldJ254AYbWazMoC3RuVZvtptujYaa7PFYRLs1tvgOx9aPzSz2UTTdERgNtsmrnZlVWulJaRm+cGm/ovzo3mlCWPn3btV610iq6jQEJSXpA0cHs2+enY+y82snJXF1KSytN/+1V9/18cAoEgrVHv7qCJABcwcvPfepxQV0XhK9N6T2iOnWEYH8r1We0zCprFX9JOC2btwgWSNqatycTB/owmBDcF8WhPG3S5VRTbL9ERMnittE3DfNa1rpdtYSBCHkLw5OjhDwdvbZfKY5dWsPn77/lYbe3z4WLyOPRgqkkQCskTq/jkHVKDoPracaKxA75+ukaaVUmRJLJiSj2nICl3X1Sgj1NosDo6GoReGlODxk88G76+XN++vvU8Nav/iywsFafDbwTUWDDBk1h4dHn7+/LPl5dV6ddP1zS9/cYamaBzfrJurZXO97n7/+9/dbDZ/+OblZ8+/ePL0xaNHz55/9vzk9ODZs8O71FAYF7EY42a1EpUuVx8BACWBMClw3XazulmvbpsmuJSEUww+Bk9knPeb7ceb5ToyDD6yEIBiQFCkRDAl5v0bFw2U6azID6t6UtdlWRqjtrv19fWl906YlcKizI3RiNh3Q9O0zvvEIhTIxGlVfPnl07/42VdxtStIHUyKk7P68Gw6OZ5SUfzV737/v/+7//nth67pdn/251+l9FgTiFU2pwS+6TaJkrIIDKN7xBijiYo8L8vSWquJCNUoXBmGYRgGUDgGSDxci8dGnew90Jg4xhiVUqTVZFoXZc4pgkBdT7RWV1cfEUEBlHlWluVmTSH4sfgft9626T5+vPnuu5ePHp1Np7lSPrHWWomEsAmAMJ1NF4uDojJFYTaYVqubv/3bf9/tNrnW0Q8pOJBY14UbwvVNs974ajqp6nrXx65vhsExY2azsqyqsjKkRSkGLaAISABgxLMohQiiZE8QTqEqck1Z8Or2plkur5vtWgTmi+NHT59/9dWL8/Nja1HIAGoRTCGiQlsYa7XRSCQSJUOoFGfic0XJEiAkFhbQhsacIkwyDrYYCRUqhJhSTD6kiKxAISmlRzgrBwBI7FMSkFGJhDEGgcQSBfbhLveOLBAAvBPb7HfEyJJS8lpnIARMABrAAhoFUe4e3pRkGHzXdL733kvTeGG7ODj98qsvFosJ/UP48PH7m+VV8L6qa5PpPDezg8XQD+ttt1w6xKIo0Qfoey8JpkeL2XSOoL795mVmdZFn1uaICGCqvIaEwTEiatII4JxrmhaEjl4cp4hdO6Q0mnvzWV5+9uzZo4un11e3orjtm7bp29YnhmfPHlflrCimJycLQd8NWx+Gup7O5tOmaYbBx9bFIZ1ePP3qy18+vfj85dff/vEP3xKZ4CQ6UGinZVJp3r+AaaatpaF3CIbIAJLigiDPa7amJCw1ZqCGtlv+b//uf/3++7cppReff/GbX//5s2efee+HvttslnVVmezUJ2Nt3vVtiC4lb4wmQkQa+jbEkNLIhZtdXDwe+qHt2iLPnB/artnsNjEGRWpWz63Oy2p6ena42Wz6vlME1tiirOtpGVMClYpkfRxc45t2hP7GlFJd12dnZ7/45VdN2757927brABNPZkYSwJcqqyu5h/fX23XW6XIGDObzX/96z87P3sEQrtND4nOz56dn352ef1hs7kpCvXdq3luKlTpdvPh4/WH79/cgmCRW+ZcZBBO1gR2HPrc2oKIUhq8d4BeZzFXRuu71jBJSH7b7LLMWJt570UgJg7DQAi51aRUCDB4v4Z1VZ5Ya/uuCb4nohBjlhV5UVhjnQtd27dtiyCabJFT8OC93+2Gpumvrzd9nxYHi6++fD6fTGfTA9f7//Ov/mazbD+sb4Z2MLrMHPT9Ns8py2ud5dfrXevb+fzo6HiilN6sto+efH5ycuECCxgyhc0nLkA/pN5H0rm1udY6eL/ZbI6Ozrbr5WbV/P3f/f5gtlNYNDvvQtd3PQK70FzdvHv37hUZOFjU/bALcWe0tsYMfeudXy5vt5uGUKcA15eb929v+oZ9akzGJyeHIfiuG5zzi8ViNqtvlzeXV29D7FPy9STLCltW9WRyAKJA6M2b76+u3l9f3yAqY3SeZYMP3gWEsLz9CP8XbW/yZFeWnPm5+xnu+MaYA0AgEkBmVlZljU2KrabUNDXNZGqttZDpL9NCC+1kJtNfoJZa1EA2m81ik1WsuTIxJYAY33jHM7hrcV9EorIGNtnsa7EAzIAXL+Kde89x9+/7fRBD7MqyMEr54NredZ1LElBWpwrbtnexqxponUIlEVIR7vu+dz4yvLt407k3TePXq2h08eTJhzaDul1e37xDDETw7t1b77oyzxWBtdir0HaLH//kr9bL1U9+8v1vfP1ja+cAXZbZND356MNPxuVsYMl0rYtRYhSrrVK6rpsYIxEOsi+ECCikhJQAMsvAtiVr1bB93G9GRKi1uhupQQjhrrf8vgUOf/2ctMsyo1+lcsr7yskd8FNpApFdMNIuwoABRCm6qz3jXXGo+n5nZ9vlE0hEBK2Vtfau3hs0MqDUoIuK3gdSjL/il9sFbv0nugazxnq9btq2KIosL2ySTiezi4srY4z8puHYbxd2/v2qzX9AtMQ/ZpQ80i6yHEmpIQcLFYEGIRksmXEoWDUCKULnuqurZWqbxKqinCzWrqm3nafJeDoZT1DAB3W7jJeXN607YC6MTbwDBK0oQUREK6AYlSALalQWSDOQtkmSZUmahd4KEwRGHIwazOxi7ASVUhpBIUSAAMBEv6ro/EoRLveDN/m17I1dk+Tv+2kI/K56cLDJ4qCHAfrKf+T7gMrdOv6VqBNE0qQTa62OxAEYIHDo/Zvbz7tgHGS3q4azaZJZqhwZtJgElqub63c/+sEEz/bSw6kZX1287tqKtJ4ra1WalXut6wWV1rpqq67ZgFbKmHGWZaPCUJDeAdd1ddNVlbhgshzQAFA6mTBLu93WTZNYGhc2tZGhC92285Gjq7ouBJCI3kPvq7rf1L5PdJ4m871JaWOEvut6fvbwtO/09U338t3Kd07uD1bM90NWJKRdNuAA84zOuSRJjNX3mE1AAYThcXNX7ClSdK/Lff/e2D2SEIVj37WbzbrvOk0GhI0moxAk9m3DZJNMEzgU1hAAmYOv+56dpDbfnx8mKgOAIhuFoK6/uO79D2f7D8pimppSqwwiOh91YhVoFEZgQlBEBIQiwiAsQ2kqogYwAtEQpcaIigiJFCIbq2az8be//WlXLcep6nt3c3trjDLGKG0j45u3764Xi+Vmdfro6KOvnx2eTJbLVmLMc10USWFtiBGiTzSdHO4djPLtdrStlycPz8rpPpp8sen++se//LN/98PFtnr16sVys/7pz346mc339g4fPXx0/sHjJx+cPTg93dvbG41GeZYYo4013id5nhSpjRwJSSGCxGrVX19dLm6v+64BjgCglSqLohyNe+dX623bB0HJUitghiR00oZ9iM4nSRp88CE8fPjw00+/+a1vfXtUjsqyyPMsBPe3f/uDP/+3f9Z3beRIBEmSGGMAcLVc+RCquokcGbxSLk3Tg4Pi/PxoY4W8z1MxxjFvXc9lkZUZTkp7qTYoHjgMqwBRELko0/3jub/uVC8lpm3TxDuSlYjEEOqqunh3sVmtLy8v0zQFgKqqWEQZrbWezebn5x/856NRURQDuWvoSnrvB0HIMLP13sUYtVJGm0HhmSRJYowivO+JWmMODw7m83k5GnGMZdFrYy6uXiWZKkc2K5QxQBRBOIgLMSbppChMXmiWXmuZz0cfffT03evXi6vL1fKmzLLjw8OiyDZVs1w3o/Hk0dmj49MHN7erl6+/ePHq9XK5GY/nz7729W98/RuT8XTouJAMZvwh9WK4D4WHPmsM0bXb5SL0dVOv+75fLW9CCEWRn52dfvrNr+8dH0RXv/zs5150YBoi17VRIbiuraaT4skHj4yiaalWF794GVfGWiHkKCwggtpoBGLmGKJC1EoJ88BHFWYf/QAFREJtdJplaVmkxSjPxwgqBhDeRe5EDnXMPeUAACAASURBVAKMNGB5B46y2iG6ZGi+0pDrAcQABAIDpQCBFCoAA6xkRywQFHbeYeQQvDFGKYugAEwMWFXdtrrdNsskVWmOIVjXEXMQUQK0WTfbqtpsW62ttYVRBYj3HmIUUiayuL5vu14EEpsWxbRrm+26vaa1CINQCDF4BywhBCJNqOu6ESbXu+2m7dp+eM8314uf4c+jRJvowH612gJgUYyMSbs+9n07mUiSJqkZSw6+56uLbdN0XReb2q8W8Xi/TPUh+7La4OLGacUoOtHZ/sHJwd7Jw5MPJuW+VsiyvTOfaGaMXkTAeq2hHOeUPEoC14vVuwfHH3a1VNXGUpmnk/nsEFGMssdHR3meN93N1c3L66u1RMchioDrh82MrCmskcgREEF02zgW0CoJEZgVghFGIqMUCWNk7vtusbhdrlarzRqBTGKUJued98EHrxRprYzRSinnvPdxPB6NJ+OiyAExSZLxeFwURZoVo9EMQa3X1WbT3txcrdfLru8Sm8QYldKH+0dZUjjHHIKhLDNZYrNEl830qHcVPlbz6UHX1z9/yYvNzWRSdk0fo/OeTcJaQ4xt08SuTkAyQELVKy0sMcbQ9xJlB/hmBmHSSZqludbk+mXbhrZ2HFgTcAgSOpEIIG3jq6rRGoN3HHcK+b733seYQ4jierfZVCF4Qp2lDkRzVCK6adq+77SSGEPwMUnS09PT8Wh2dPjo//xX//dff/+HElAwQV10rTw7+/Dhw+PtdqVfv6u78OzZhycnJ9amFxfXZ2fnBwenvYtIlkxmktwH8EFcEFKaBjwS83JxU6TFj//2hyB89vDx/t4TY8Yh9BF6pGAMu7AtxwlA/8Xb5+vN7WQyfvTwdDIeb9bb1XLd1NWoHEM0RqUH+6eX71ZN7fs2eghewtX1ijlGjkTkQ2jbhqVjcZGd82HUdU3bbLb1qJwX+TRNyvymG49dUcxFgg+u62rNwTvuQz+o67WRuuk7F1EhSxjaQ4CIirTVgNy5NrYcI2dtZq0VFgFtbA7Kg2JEcH0MoV2tLqeTEUe3XNyE2K9WK6OMUOAYq+2mrhrXuzwtri6fv33zZrN6Q3SWpSyxMgaNyUZlrgiZozVGEQ1MSySwVhd5VhR5Yo1zfQgehAlZOIBEY3bWFWVI6eGIfj9A4nsA+J2lCXboaYFfnSbxXYI6D1Ui7RKRBnwgD3ul7I6v92NDZg4cw/BdjNHWKqUpRmGOHIMIDXO/4X7cKfRjiDEML+i9E4mIu6J0KCC13rXsSQEIR/a7rGK4Qx4CIdA9ivMuOA1+O2jjy6QEILpPUX+f7HJfKrDwYrF4/vzzn/zkJ13XffLJJ2mWG5so0m3be+8vLy/bthV+HyLz1eCJXXd82D5gyExn2IV5CzNEHvSZv177Cf7OTIj33+39iG+Y2OJX6or3JlV/x4x0INcNcVsIg7puGKvg3RQYcRcwoEkRoibEIRZ2tdpMy5gmyaicLNfXXdtu2zguR3leaFRVE6+uVxcXN6QL0FMiAxBFCNEQEpEho3frixAUAZEgKjsErKEyJIGABQlQBIj5Tu5FRISyYyGK4O++hjGr/Nq4D+/wQvL3H83dfx5fimvxjggnv9Ya+arHVGCwqbwfv4gEikAxEPAwShFCAAYGQJSq2ayq2EVTB0rSfJd/FpVVVgCXq9VPf/Hz03E4HIV5Hq5vbkLvinKEbI0d6WzKfgUgpAgk9E3Vuu749GRSTotJzm3jYi2xaurbtm60KE5TJK1Mmo6mQ9Rmv9kEdgw9UgNc+27Nvg3etT54Mp2XbduHUBH5JIEiN0WuE42x7Z0TQ7Gc7Z0czJ+cP7heb1eNGwiceL8+QZDAGJUkJkTduX4QJoUQRHhQ8A/2353VTalhEL9Lw6T3qLN3M/R7TToRicTg+q5pEFg4dk0t3Effk8S2rlrRHo0DZxPQuc5TI5G6pl+3NTtJVW5I28RkmS3L/Gaxvrx4+/D82Ww6IVKERgQ5ODAGWAnHIeGDYAANRokCDAioiECR1ncGZhAWHqAdpJAlKE3lqPjgyaN6Vfi6vr29YOEsz/f39pBM2/vnr17fLhdk6fc++Ojx09N8pBarFhWXpckznajBM+msgnJaZAcT54q6G+8fHk/2DpNitu25Z/fLl583vq766ua6fv3FawbSNp1NZ48enT179uyjjz58fHZ2enp8cnK0N58VZRHFo2JNAMyEaDRJCBxc19S+64BjYrQxZjQqp9P5fG8vRF6ut3XrGIm0BTSAxEggWG2qzWpTluV2U2231cNHj/7wD//wX/7L/ybNsixJbKKraovEn33+s65rWPjOYKAB0DlvNlskjJGJJE1oNsv3D8q9vYy3Ota9osDRub6hrh/DrMjU3mw0LevMatpFC4kIEMF0Nn78waMmVtCoMaAi6rpuAHMNlzVGmG9vb1+9etX3fdu2y+UyxKiMNsacn3/Qdf33vve9odcQ4zCsEuY4uEmHujGEMKBftFZ3EpdBx4IhhBgDgBhj9vbmR0fHo9GobZui9CZR41/kWaZMItoKKUYILB6wR4o2kSRFpbmulwzu4GCWp9/6mVV/vb51fWfHowenJycnx7fr9dvLm/39o08+/fTJhx+9evXGA729WUjVFfO9848++YM/+q/25wcIyJGH5xjSQGhBGUwPwADgu3Z9ffXv/vz/az0LGmPTLC8nwe/vz46PDqeTom+rL15+7j5/2QVwEWOUwKKICHi9vNEKjo/2E6MhVC9+9v13LxPSGokiy24rJmKW4UZXRINoW+3ubRLhyLGPHlCUVlmWzR88Pj77sCjGRCrGIVwBgZBjBGQkQRG+Vy4JCtPgWxksKwA0gB92xLMdQYAASGQQAQ5oOubgAIQlAiChIbIIJgTYbtvl6gvGSigmqeKYKDJD6kaMsFpt66ZzTtK0SJJSqdxoD9hHdkjGe26aDlB7H6u6J8S2DXVd9x3nmU2sAqAYduAqpQyhXi3XmgwIdW3rezd8MJvNNkQWjOPJSBlVN50ylCSZ1jZ6E4OptkGiUcaApMvFYrlc9j2n6Six80kxmxQP8+QIYklSahpZZfKsmE/3npw/Ozo4Pdw/HY2mRC6EWhkzDEwQDIKwQPSAqBNdlkXmY0OgP376ndRMNuvV/sH+3vRBmc2TxJT52J08sNZcXr2sqo1EG72WaLVKBiZZCKyVUYqC7wTBO1wtayIUER8CcxQGonRweTsnIQYfmt65pm2dd8YkLOKD73q3i69gUUqlaZrnBTMBtKPROMtyQFwslgNMIk2zoiiyLHGOI8emqZe3VV11wpLYNEbpe19t66urW+/UbHI8LSeJKa3Os8l4XM7X25siL0+OHjbttuqvrpYvJdAGpet85NYiaWvYM0PnQiABUqTQKR0lSmAO/Q5lSAjChJBYPSLSMXrvuW+97znNMo2AGJ0LxqDRmhC8833fDyLRyOyci1FQtDUZoCJUMbD3TMRWAIV2h6QgHMUYaprm5mYxm8wQ1Xxv/+jo7Ic//AXQT1GpbDTfP3zEMX709e89+eDx9c2lKS87Lx9++NHp6YMszR7cLvfm++PxLEQANKAMkmWhYTcT2OEHE6PXq0VTNW9ffeF99+zJ0/39J9pMiABVZOm7fiXQtd3eeJz2vvG+e/Dw5JOPPy6K/Cc/+ulmWROYw8PjzNSE9nD/JEteajKjYuJQArUwPBJYmGPd9M51yrgkRSBwIbZd23RN3vdKOa1hPJ7M5w8QMwSJ0tf1+t3l675vB/EQ8y5lwPUhtIFF8lynmUFUMXJkQSQGiTH2nXcu1k2f57nWhpRSKlVWW+A0g66Lm0232d4ynwHExeJ6s1lfXV5pMjpTBHTx9m1dVTH4OJ4uV8uLd+8Qmhi2bX3TtyjcW6uQZLAmKdJEgMiInKamKDJrjXd909RDt3ioIoRZONKdL4h2Qznapdu9F8R9n0BAhET3FPn3EZdyN3cYHv5Ig9ICB3/Srje6wzrCLq5saFIzxyFGT+thKIQ7Lb7Eu8oQtVZaq52KXpg5AgqghBhYGFGUwsHUt0tlUMMJfedv2lH3hnoPCH7TcO9L0MZXj9/vlUz4vnntq8LIXYc3ymq1+tGPfvTu3bsQwuHhYZrlAtjU7QDtXK1Wfd8P5/OdbEu+YqDD3fRiN+UZSr770uk+y/7v1qnevRr+Wlw8fsVTNrgFBf+OxPC7xSK/rmbcxdSxoAgJEqDaNQpgULxoEEWgSCGiBhBrE2szdrqueq2oyAHAKGUUROdarVCY2rZfLat3bxdZuZcVzmYQA0Q9uDMBEE1qQUGMUVA8+yAGCBi4c+1ifZtzb0FwoKESCMqXWFF5b4r26+rWr/j38B7W8veZnP5HDU/lt//1blgugKgJQQQ4ijAoZbWyoa+rqr26vPV1Oy+dJm1tlmalo0KWTbeupYkRXBRHKAoQYrRG2zRRib2ttjfbraOTbLInXozOyvGpsfOqlaZnpSUFmc8npGN7scwMpBYAHMVWXNU3i9BvousErdIqH0/z8RwFne9B2dF87pqLt29/HjYrcGtUPna9VjjLy8XN7dXV4vVypcry7HR/vDcf58l+mUpw1XoxzsYPjo9/+vz1chMePtj/m58Ixy5Ccve42ekBiDDLEqICSXgbve+dc19+0rjrQCiltNKswCgdtdHW/Dbl7X0FOKwPa+2oLPbmc99XF+/ecWgVsTXUdu2idbCKWnMxMgrL48PTNEnaul3eLH7+2YvN6t//s//ieyenB6D5028dnjzKndcffe10Miti7GL0SmepLTmG4Dh6LzFC/JIZEWMEwAHZAjBEtEUQQSRjCIEARThG9jG6yK5pq7fv3l69eQsQj+DAOdEmA/BN21d1M9sbf/LNJ4/Oj8j469tX6+pqVORpiiC966u+dSQh0ZARjQpr9EQoUyYB6Pt2EaPem2Xf/PoTMq9ut71nVdVxU7uqrt69a6+vr3704x8Ueb6/v/fo4YPf/89+77vf/c4nn3xsrA3RgQRNoAgsAVq1Nx37s0f9wUwhZFk6mYz35rPZfG88noHSnlnbTJuUTBIFmcFH2VbVy+evPv/lc2vt9fW10mp/f//gYH9/fw+Gxg1EgQgYSYk2hKi0HuiXDPDllkZEo1F2+jD55JMnpyf7iqI1Em1Uw5wfjVWJwkASkKNVxqLBqMRD9CAINskOj46fffjhYnvbLRZFuMOKMVtrE2tHZfmtb35rPB5fX1//xV/8xWKx6Pv+9vbWe4+E2tqyHK03m7s9Cbz3Akwa1S6uXRCH3qcdgC7vX0orAPDBRU7hy6RQpfWQHupIBWPBhXa5vmHIjEEB730f2SmFLladK7CO11fXRpnJZPrw4Unf1c8/+8VVkozG46Pj46OjI1C0ress06PZaH5yuKy2oKDqWpulaVmaLEObBKQQIoHagZEI4gAPZyaFWllStLi8/vd/9YP/8X/6n7tm/ejk8HBezvb2T48P9/amfd/96b/5023VR1SsUhcwCEWBEKJzPXAYl3miUaF0Tby5eOm6ale7Kw1KKWUGtKnrXd851/eKKLVJmqbWGmtsmqU2sUqrIMHH6L3r++7pN39fF3uz+ZG1NjKEyCSRhEMIpAQVMMTBmDdEQiESgBrarjtPHwogIyAKxQgcozAoQhEYMohIkTYIZIAgRL/d1M6x0RkIBS8xiLVp66q26xCVgIToldn1I+rakbLjcRkjKMoA7GRy2DTRubVSKQgQmb35/uJ28ebNRdf0wUUAadPIsyKZ52VehhD6vuvaHgBiCOvVpsjKshzleeac75ouy/L5fD7b27u5vZ5M50WZf/b8ed91fefSpDx88FhT+fqLV23TKyXbanFxeXF9e8uBvvfdD37/n/yz+ex4Pj8cj6dWq9OT2ntMNB0dHT588PD06EGRjozOlAIkb1UUIN910UdrJsYq+XI2JcGJMdn+7NR+rXx6/o0YY5ZlxiiDZFGjMmSMIkRJxafsEuTcqmw0LtLMhOBef/Gqb9sYQ9u5AUTUt0OCSd80LSKkqZ3tz3rXtW1DRMaCktg5nyRJUU610t771WrtfUjTzGjrXABQZZkdHZ2OxvVqtRKRGHm9rq6vb+u68d6XZSlVW1V917rttt1umsWi5shpYpMkU8rc3q7+1f/+r+ez4ycffPSH//Rf7I0flMVEQSLAWplsP+v9lrlLUtWEN6v61Q+WP7XWkEqjrHvXA8TppAQmiNg1ETACeGYXJQ5+04FcaAwQplqPtBqtVrd1fRO9jzGWZXJ+fgYSfVc321WWmjzViiBNVWrteDIiIue8671WNsuKshwplaSJbxuvjMqLcjbb9z1sNv3idgvgERNrssXtRuJLo9O8nAjo2eSgLEePP3hSVf7s/KPvfud7Z4/OZ7OpNUbZg72TbyJpY0yapkmSnD0+9C42rRibhIjBx8gdC+7UVYpEJAaPkiii6WQym02CS/b25uUoFQFmUFoJWJYky/LZbJQXyevXrxWof/7P/8tRWVxcXLx+dVEW8w/ODkfl9Bf+s65xk3Jc5uX+3t7Z2dmq+6KLq9l0TwTXq+r58xfLVc3i9/YgH2c2UQF6Buejz/Jita62GxyVpw8fPTs4aH/x2U8To1FFtVRt3603lXOSZdpaYmBrlBboXA9CIBrJdHXTO6cNkjIIiEq3XaiaqmqcNekQEWS1MYaJwHnoOkgnmGVWEVxdXlxcXt5cX3etOzjYS2zywx/8oK23HFyaJd51HOPBfnl78+YHf71OrN52eTnZb9p1mmmlEh+9Eg3A1uL+/ny7Xbdt9eMf/+2rV68Sa6219+dQjuCdRxCFED0zMymCu/b3XZBvjHE4YIDSu7i9L8+fu+xRfJ8sqQh3iQPAcncquztByZ2SkwaDHt45VQCiSAQeQKCozS7pTxtlrdVGDQDP9w/R79E1RYYNR+IwAB+UXEoNUs//tFzK9yso551zDgDKsnR9/+7du8222myr7aZartbTyWyXX/93SSP/Uaihv1mu+dude/+A74e/ShFFANjZ4SMIDFgMS0QSSKKCQVgLWiC2XR8DTcrDtr68vli/fbNwkVHrLM85+q5vFJq2bbzzibFKGUCNoJQCUjQoMJUG2iUhCVOI7BmjsigY42DxQAAaxqLAPCQxIoBC0AAG2KBYAkugf2Maw/volIE2+xtYm18SWeS9OEXYyUJ3DrA7W+p75fJd3OO9J/JLX9ZwtvjyC/A97tGuQB3iF4iU1iqGxEfPjDGKMJKyqU3m8729cRwnNssnpJLeow1KOeamZR0FWWJIFClNKlL0LnAAo8SaXtHKhc6DiiZX5WqDrfWeXIhoNfgYIzjCOC6swQCuEQr14mK7uq22a4VuPEqybGoTKwAxcLWtBcBm+bZat64OvK3bW2421rsy0woocBiX+QMkGRVbhaOjo7OnTzH62FSbxW1XN4bVcnX72Wc/f3vb9KoMvrYWg9B7K3igEbGAkFJJkmQxZYgCDILW2gHPCLhLNdlF6g1OnQGb8eXjaYcRHj7FwV6FJME57x0Cg3AMAZitxsQaa7FtG4lAyo5HeTnSRuNmvalIgusns2xepU17HeSmc44Un3+Yn4aiqjHNG1GbJMusZYbgnXfBu76/40wAR0ZGYBQGRTvFAgsOUYF3E2Acul9RPClJ02Q6mWSZjRK3VUUEnXN9CFc3i81227kwmk6OH+x98OycdNu5VptuflASy2JxeVDu52lmiswSsASNVKYqSbUgAVnH4L0Lzk3K/Fvf/MbZk49VOk5He7fL5upmc3W9Xtyu1puqapq+69brarX+8cXV9d/8zQ/OP3i8t7e/WS/evHqR51lZFKMyT62ajEeJftA12xi8Ijw6OhqNSmtt8B2JzbL80dlZmo8iUNf7wOIjbDbb9WI9RPHctwARYRCxRB54zl4gIjGS7DaVoSnIPDR2IkdrbFmk+3vjk+Oj2XSsFWolqEUDC/ccmWOCHImBIkJEEqMpI0oIDQoqQgQ1rDYiUgq894MU02iFAMGH8Xh8eHgIAGmWGmsQIc+zGBOb2PFkcnR0NKSEDZ0npdQgFSGivuu6tsuybMjxG9zed6ZnpKG1gzuP+KBjGRIgBvQLEigD5TjNc5sXOsnQWCLUzoe6CS74yF3ntoG7bb3Ks6II2Zu3r9erpbUmL/M8z7XW2+325YsXP/zhj8rRqBxNHjx4rAQJSYIQaGHyXlA0khWIUTAyBtlZmyMLi0LBKKiBUKfpeDqa7Tvv6s43fSiKcjQti7Jcv3v7xZsvescRVADdB0BlSSdRouv74F21uTUkChkkcmQiGo3GEKF2HjAqLYpUZBZWolMCg4isNas0gOKIfePcqupdHzjYNLGJdSF6VqSSyMSMshOzDMxnQxQRZcDSMDMAw641zu+J6O++RIEQAhCxUFBKCCTu2AMUgoqBUWlFyWS8l6Y5CKVpliSJUjpJsnx05GP+4uXPt9u2qdskSctikmaZ9+Q8OweERth0Hd/c3HRtb03Wd55j7Ns++MiMCFrYleU4z3LX913nF4t1HEOWZVlWDll83nmjDLM0TSeMiKi1ztI8Rq6qqu/c9dXtdluNR2MXU2tTY8yoGE/HJ2VRCobI3buLdLttq62bHR89e/rJ1z7+1vHhWZLmRAohAsLB/tRoGY+KIs+cW1fbW46YJlmWSZpSYkuEhAgEGmbFDERqSLYIIbAgEebpNNETZrHWxBiCC15AaaV0EqLTOC7Sg73Zo7Z5VVUbq4mj9C5s1m692rRdS4RpJkkKiNj1ru86H6IAN210QcXoEWV/f046hNj0nSM0WomLseucd0FrY02WJrki53xExKbptpt6u204cpZlxprgxZo0sZki7Z1479vG+x7ybPKdb38YQ+zarm26PCv35odHBycKU0K9uF2eHveKtEQJMQJwmmgmE8SD4Lg8PD746GI/XF9f182KRJA6AKm2fV0p53SMZBOjNIQ+BmYAMFoN0AeldYxUbdx6cdv7FUuXWm2MzfNiOp3G4JyiMk8IIkEkZK2JSIUQOLJzYViKZTlKkzzPx0maf3D+zIsnpSbTvb7F68tN375I7Xw28a9evpxMy0ePTj/66GlZTlbrzeXl7c3ytvPu6uaWTHJ0en569mEM4l0sJlO54zIqIkHyURgQCANj5GH8PQj/SACGpBxEJmKB0PVVVa991263qzSbamOQJHJE5DzLBvZ7aseffvLdpx989PjR03q7lbje3zv7+MOvHR8dv3v7rsiuNPV5kX366dceP37w+Ozsbz/7t6/e/TJL8+ClTZxNkuOT1Fg0tk0z0ZpHI2s1RY6r9WZ561DC/v5mOjspTFo3/Xp7CdgdHh9OitFyb/XmzcWQHeCc5yiCktg8TTNrdN/3MYIIOMdIHgRChKblvgdCpxRb44si7h9k5dhqoiJPgGk+mylFzrXeBdd20YfMpnuz2WRcKOT17e16vRiPE0VCCNH79cJV6wURotnPR3vPP/+ptZ9kh0coCBIEmEjSVDfN9k//7P/VStdNm9gksalWhvku8EZoILtzlBgiENwRMt/HrTDv8CciHEGiyEBJUIgEcp+4h4pIa62BtVZqF7cuiIIEpAb4FgABIBOBUqSNShJNSlmrkECABRiH2WsMIYBITBKbpJaIetcDgtZ6CKrdwWMQACHEAPFXRjOD7PMuv+FLygjvuvn0G1r6gw3ryyM3fGnzu8Mpwp2zcYhE//V6j5AODg7/6I/+6Pnz59//y7/8xS9+UbdtCIxAw7altb6P/tq9Au+GsUCDYHRXBdwVyTLYOnbAarpPi6NfG7t9KTu8F22+B3wZxrPvu9TwK27A+0HfV5IB4G493A8Ev2phAxQRTWogp8YQYwgcIhljtE6MgYAYAZgHjqoGkLpqmsbNR2V0y/UyLJa3SZ6Ws9HYJjH2AkyJCt4BwnQ6C5QjWREiAiKIHAAJlYASIBFigcgYAQUJokRATLOUnBsA2izCUTgKgELUhBbBABgUoyAhsPK7r/eDF++JOb+R58Ly1XpQviKKlf+AxsHdbTN87RS9vwLo3Ik7BhsJDhJZBUIAZE06m5ZPnjzdn5KNF0KmdbGRNp/NciGqKvABCAjE3LVahgxaNBrTpEe6adrQBfJYN65r12NoJwdWJ2hSIQMCvdJY5jZ0VQfReFuvb6rNbddUCGhTW5ap1gZRBc9V3TFCoWnTtNF3SRoZ2iCdIUmLXII0m8oae3y4N7HJRVPr8WiW2ehluw3VahXbnl3s+/jq9ctXl+takq73WmuKg4Ag3hsZh4WpFOV5pi0mqU0Si0BZVgw+PaIdMf/uvsUBLzGI8u9/+UNK5jBkZ2ZCEITgvfcuRN+1bQwhHyWjIjFKYuyNVpnSo6Lc35ulGUepttstojcGj06mWRZtVudjJ3QToM/HRxmllGLTXEvQiRorFZjJu4FNGe6Xx+DZGxoNWql7LPEghL57lN1HdbMAG6vH49FkOi5GhbaJSBQkFrldreq6jYKoDWkNKICRFNsUszTvqqZerr3rIAlaKZSA7AlUaiAxFFiRUswMwUPERJuD+ej8yfHJ4w9PHn90u6qvb7ZX1+vLy+vrm8XtYrVYLC8vL95dvF0s1ovb1c9+/tl0NlPifbcdj8vpdDKfTkZFmqU2tVpJ6h0CcJZao1Vw/WqzEVSj6fzDZx9PJyMfQaneB/YMwQdrzPAoHGxviMDCIXoFA1HcC8TBxgnIgijDn5kH88bQt0nSdDQaTcfTAdhqjbJWuV4kOOAAjCgRRYwyeVoY1RJYEktoCQ0JS4S+D1XVOOdR5A7MtbMgDq7KJEmKohiNRkWRZ1nqtSqKQgSKojg+PTk9PZlOJlrrO14LKlJRgoh0Xb/ZbIafbkhDAgX3i5Z2ad9wH586rIT3KGestIynZZqQNoCKtUGlMQIDhig9i+9czS037RZEFNK712/evn3T9a0AhBjqunZ9t11tNouVa/rFu+vN5W3XdK4NwbGgjh5DAGYlYgAUFqNWowAAIABJREFUAwzGhjuBBwoM2zgyU5KPjh4+/id/8IevPv9Zvbn1sRuy97ZN5YLPsmwyK3yE1nHrY5qP8nJKimIMbVNdfPFquVq4tiHkcry/f3x29uSJ0rp3AYY5n1LMQqgIKUYWZhQwSg3Wx6ZpFou3by+unXcnD0/O9x7MxuOD48dFOUHQzCSsAABRAxKqCAQC4S5hl+/cDe+3qwe5UQRhEoVMNCBd0KMCRBEWCVFEczTMRIgK7WQyz9ICBIabyDnnOexNRmNT/OIXv6y2XdNUMUqRT7MkbxMWiMFDjFDXrq79alWBiNH6+noxgABBBIESm7XY51kxncyWy5V3m7btrbFESmsdQhxsWrlNh9NG4CgyeF2Mc653rm6abVUpq8pRjmr4YTHNsqPDw7Ozh4K+7avxpLQ2OTxcnz54/NFHnxwcnhzsHxubCEgMLsv0yeFUoOHYd21zc3uxXm/6LiQmLQs7GuXjcl7k8zSdAJIwsSCBGoRlAMwROSqrcyRiAGSFMUAIgSMhKG2R28zO9vcePX0ihOn1zWVZZgw+xhVBzrHm4JM88477vtda933se+Zhw8XYdZs0TSaT8Wi078PG+TYG6Psg0gljjAxChIYjxihap5F91/V1fVtVddd1Q/q8VolSPOCX6rqNHoIj14OwmYzn3/z0W2mS1VXz4sXL+Wzv5PjBeDTbruu+5pub27bpEIhlgByGEAY/KEYfiuzg4fE32yeTRD1/d/miqkVgy75fN32zNa5VCjSBJQSJKAyoBpk3M4MIdl2IvmkqUbpLc7RJZpTK8lxr6/teAPbn+1277ZotgzCz94FlSO9jIhpPpkeHx1k2SrO8LCcHB4dVv3XRjcp515JwcX3RlsXMO7m92Z4/Pv/2t7/x9Nm5c+3V9cVnzz97d3mxrjabagtKF6O5zaZt7RhCYkqhwOKGvCgW9t7j3VOLd7DpndFLQDhEgEgKkJjZ9X3tXO1c17Zb7ztlUpYoEolQKeOc84EBkvOzj0mhtUlfY5Huf/zsO59+49NRWV6+vUVQRpvRqPj0m5+IsFb4xe3o7Y3qXa9VOhqPT09P9w6maYZX1y+dX4m0iSVlFCkSQB8EInsPWqdKIQve3C6AuoePP073DqejadO0rveRBdh0fS/MJk0SWyiFVd2FAJERBAgQAJnFB3ROgAUpeo0hdElK2lBi08moHOU4nexxDOv1SqPN0jSORk1daUXW6MmoRIS+a10S00QrRcDSu977EGPUuaTF2xcvfn768HD/YBYCI6gYxfm275vl8ubz5y+U0krpASSmSAsDMBIqaxIANSykGHe2Ab7jxN8LPO9nfRwCQEQApKE6IWEZPGfDBqSNNhiVJlI73sFA7CRChp2BDncx7KAUGau11tbawWVDBAAcgo8xRrAxhiSxxhhE7LpusOYByBANKEPjCiHGMOAulVLWGmM07h4sQ6UkX+IrZRdbcD+THM7Ov0HVJV9CL7/E539FRfkrh/tdu3Zvb/7s2RMA+PGPfnRzc+Nj1NrmWWGtTZLEWrvztd+XbQi7bPovE9fwvQi++39KLLIzISLdxzW9P8rD97x8u6R1YJHfoOT8qqQTBN8fv/6OGPq7ou8rc0FEVIgKkZmFOYbIIUjkYcQ2BCZJ3FntNQBUVXN7u04g9LVTmJ0enydlqlOM0bngktRmmVVaZXl+fFqsqnHTaecj7uIa+8ggEAFkQG4yJKgQEJz3JE4ZdXh0tL1ofBsHqVeMPNR7Cq1SVpEltAhWqezvqPf+Y8as9/rlf6Ck87f9z4HQr5nZxeCc00pZmyZJppROjT45Pv3Ot793tJ80i89+/vnni82mcuHhkyd6On+72agukKbU2to3sY8KyZoiSVOdJKzU1rl3y1WGWb9ubl5fjZLNJ8X5Jw/OtfHa9sp2QFm7pVW3vrm60ETT8UhcS+A5tH0XXB+i6NMHh1leBm+0TRbr9bvrK8E4yWE8St04C8BZBGuTbtu1XbMNdXZw9MGjB8lm+8XtzV/9+Z+VZU4xeudc167bTdNeLterTVXdNtugiLFQVN6vPDs8PpSW6LUxWZ7YZO69r6oKAImU1kmWFl3rEEnvOlE4CODeh8n++sXMgnKXeRD6rl+tVnmqjw+PJpO8rdcXF6uyyPfS0VG5Nx1njHXdVARqPM4Oj6aTSY609+EnB21/2zTXVbN+8eayd+hjQnScpiKqSIsZkiIFGO45V/iVhosmxYrUe7fn3duOiEobo5B618cYtVUHRwePVo/qVdM01Wg0tjatmw5RJWn2+seXby5ebtt3//V/+/unpxPGVVsvAUKW2SHLyC9811bCXgGhBPESQ6QEIAJEyGy2WlSvLi5OHidHZzie7ZfT04dnFAKFIM6FpvXL5fLy8vLN2zcvXz5/8fL5qy9eL5fLenXVba8EJMvS2bgYj4rJaBj0aWOUNbqpK+HofXjx4kXTdqPp7OnTj4rxWJnUGMMSAgd194SczWaDQvLLQbpCABIgpUgbuuN6MUA0Rg3Z3GzRWqu1LstyNpuXZfn8+YuxwWfHB0WWu/Viu9nMZ4nVylqjiMajycPTs7fvxFDiuqFTDQDQd267aTbryvXeMKDCYfe6h+Vaa621g4ojy7I0TZlZKT3sDaPRaDQaZVk2KHV39Z4mpdTg9GvbdjabhRCapnHOZVk2vNpw3a8K55z3fjCsDz9X3/eRPUCcz0fON8vNwkcbgrUJbLYL75zWCii2rqqrrq6btu4Wi+XN26vXb7/44vXr1c0t+2C1/vDpk6fnz/bHh6TMo+OzdtO+fXN59fa22vTakgSlIA2OoqfdjOs9c7sCATXQ0oAI9Gj8+Pzpf/ff/w8//9Ff/+Cv/vyXP/qrxWrtXb1d35w/PvvjP/7jB4/OXZTbdbVt+tn84Pj0UVmWRtPi5vp/+1//l+//5V/eXF4nFk4fH376T/7oj//FH8/39hCVTVJSShCdczFw8KGtG9c573zoXdM2m/Xq7du3ry7qF29/uqmr6emHT7/xT//gD/7g4OAoSXOlEo4YIyDuBNJDdKwEh8S/I7LpTtHPAICgtYpBYuAuskclRIRq4IIZJEtoOYLRiTEJElXV9ubmClXb9EtSZ4dHM9eT69m5nhnLos3SoJTd3xsRJa9efvH69VsX/Mcff7y8Xbz54nXbdFlqRkWWZ3maZFmmry5uq6ozunUuJjbJcquVub1ZbKtakXjHzEgFzmZ74/H0zZuL4WHZ9R0QAmJd1yEGMhQ59L7XRne9y7Ls+PR4PM6db9u+fvDw+Lvf/R6gTpLStdC27Wa7Ho2mWZaAgNVGTFxurq+uvri5vmjqqmvbtu2bqjOk8ryYjPfOzz96fGbTJGElkRmJQwgAkqaZsOaoABQCIYDrQCmdWPJBggsxCqIdj/bL0fjs0ZNvfOM7Tb0RCJvN4u3FG2uK6mTDHNI8/fzzz16+emHM4Lo0zvVaa0Ls2vb46MH5+XlRZItVFwMrZZ0LXVsBYJ6PsyzzPlxe3jDLweFR3/v1erNYLNIkzYvCaFOW4yzLg48g6FysqlqrQlEuHK1JynI2nex/89Nv7+/tP3/xYm+2j4B/8if/z+sXb33HwqbrWjUwBUSFENq2shas1Sw8G58ae3Sy/3snBz/72x/9u7/6YdW1LsbQtdBWGL0e5SMO7KRXKmUUBj8AyEIUP8SPRoOSZ9aORno+nxsirXC7rW6uLiX2p0f7TRWrqtIKeoqKyFozMA/zPH/48NGHH36tyCebbd02fbWtK1f1sQ+BXKdjlNOHj44Pz9vGff/7f3N8/PDrn3zryZPz9famc+1iubi8vNhum8lsluVFFGjaYExORK4XoYAEIMAISKi0ZfYhRmMNDMZeiIEZgYyxauANILC4GB1hHI0yzk2aGW0FwDnfG60BqG1rEYHh6aITRcq1ocz3n57Pn51/kufJcrWotu3idmE07u/N9/any8XN//Un/8fzl79cLG6b2j998rXz87NPvmYenR37WP/rP1lc3yzavkWUwphyVD59+iwxa98lD07PRuUkRn+wf3h9+7rpeued1YZAWW1dHwGgKHJm7JwTJo5DcAE6x4ElS21R5kSmbXvfNxI9odEqUcoiqeWiarv6+PBwOpkXWZkk+fX1YnG9ms8Ozh+fhxD+/M//zdsv3lbrtCisUdFacJ3TKFmRjkej7Wbbt33woXYLlby9Xbxr6nXTbBbLzaicAODt4ubVqxeXl+/KIifSPsSmru/I3jLQ3cbjqSIbAiLoQSM2yEMGFtCQdjBsNANcWjgQChEOnPD3iYU7AoI2QYJSO1QeEgEhEgxzKaJ79acM2svBrZAkNk1smlhrTde1bdtst9VoWoYQtNZESkS6riuLcngzg5v9vYPZEGVEaZqMRmVZlvd77j9mGMNd/t7vwHAMzJvh16iUms/ngVkpo5XxPo5GozzPtVK/bbgzDHbgqxXlkK6OiHwPWqF/qEr1vVTw/yDn2N8p5vzNIlKRGKJ3ziFSiBI9RC/R1VXlvdcY8yIfzffHhw+z6DiGUiIMXA9m0UTOdReXbyPKeJ6mYwPvWliqvk9iTCTqEMgxhUDSWegTCtFAmqrMKkMCmbWpMciMDMgIUUFUIIYwEWkFhEiJRIFeSEeAiBKRAgeJosEg6AjkGAIwCiMHhBiFI4MWxWIIDEbEyAJxJ78TRYwCzBAV6p3JCoCANaq7X4jcL9b7Un5ItIwcd7fSAA1AFFSRkQVwF8eMIoioEQMCAkbAKMiAgKS1URxFJDVmKnDZhWbdrlh3orPaj6s2732rSNq1F8dH5azTFXAo+nVWGLYgwe+nYkfFYn6yfHPTXVWbg8mkKMFz1TaUGJ+uaL7RSsX/n7M3+a0ky/L0znDvtfGNfCR9jPDIrIzKzurM0tiljdb6bwWhIQiCAKG1FNBqVVdn5VAxpEeEh9Odw5ttvMM5WhjpkVnqBtRy+IoLOmnP3zM79/x+3ye+HTvENEYesaKCc2vKuuxArO+cIZ+GmMaBpDtVY39sOjDZfLYoXVUJYGEqS0ntqGWGFgIrZ7hyS3vq8kwWYVDCSKYROp+GvR+3XReBB8o7lDt7saP87ENpS8tZREOJkQiZUGzyGn1wjrKCproscJpb8GE6FtKsWhZjbgqbULyGgJFypPBobUYFCQkTkihqIhkRvTGCOo6+b5u+yPKigsUye/liOS/dZy9mmfU+G2uTyhLmICsvqdt1YR/DXTZLeV3lS9dJ44fovRT5sxwW47icl8HbOI7StFaYHDqQFLQLqXcl57Ux2SJpG1UsZUlZKbGzZFgTiaLIpB0TxKg6phidKVEYFCxh5rx1277/vS1+/PmveoKyKmZVbj/eDBLIgrNiLZs6v+jP0BzBFXnwWYwJVZqu8TH4s48aDDOgJayAMUHLLAalVOl9m1NYL6qiLIHcGJGdM8ZZR5qS5jqvZDUvn19f/NXP3xz/9m92u/3Dw8OHm5vf/fEf/uEf/23bttGP+yHs2gdzu82cyTMuMipy8+HhtihKAL6727lsttqsyvI6yy6TApJHHlFHk2dsrSjFCERZWSwIMlJn0GlE1QSKjMqUETGQIipbSCkgKDuVcSAKeU6Icbtv+hRrq3/1WSGwANijOlLjqGSptM/SQIbNfJm5SiHziceEkhASyqjjodne3n+IGh0DoDLz1NcHcEgMmKVEyK6oqqKqyqoSgLbrjbGL5cpaNwz9dncb0lmxSDAMQ8eGrHM+pjEc+/HUtEYkDWPHmDEiAWtCSMA4dZNFk0hI0Y8hNIoNmdo4NsGXSJmUvZsdBYY4HgfpYGCfunMHMWTGdY13tlQpJlcjExX1nJi7vj2djsd9czgMNpt99vzq8589S2K6cfi3f/8P//d/+MM33/+wP+6A6fr4rO+PoJ4pISAxCao8VkoBosau78675nh/3N/fHg8fD+ehO/349uu3X/3+/uaHjOKiyss8I54bezH43AMEwh5wVS3r5y+Xi5WzVvNFfvlGq/cdNGOAMc4sFLNqbe3s1LQPu4MfQhjD0LaQgsKjLmLwQRVFJI5j35wwtpXx9Tr72cuLv/rs5cur5+VsJWBAQQnZIaAiBAS1JAYIwD0OezhpYydSizw95CAgqbICkPKkdzBKCPaJHoOiOEWeRIRQEgCjkAgm0aBdOzYnQ47P5zbK2PZdiqKJgEkTBh+Pu1P1Yv7i8tqhLbN8t9u1+x3GcVkVaWghpjCkUaNBNWzms8IP44ebe+9jnmHZk7MSk6ZkhmHMsmy+qMs8DwrHc5sUFVkARGEcg4AgUV3XWeF8GqoqX12sNi/Xq8vKOb2/vzmdjm3XiKYYApN5/vxlmVcGzfZuP7RVVZcIagwByNC1kiBzs8wtefOY6cCEBmxRlMvZFWOpaogYcUKMkZIykqAiJYARiAiB86n9oKrTPRsAmMEhWZNZitYGlzQsrzbXq88u6peAIiDb3cP+rv+mfZcYyBDbfFHXohFQF4v1F2++fP3Z64eHO2JjnNt+3DNTXVfr1aUmHLvQtT55m7l8kV/fn+7P26E5+FQbIo1Wzl0IMnRD9ONIgKvlZjl/ZXlxd/dAQLNi7k/gYvli8dnyr67KomzP7XX1bZhrLPXl5TMZ+9uP31fVLMtMkVMSG8MYhlQUObIak2azZN68Wmbp2dp++/b33//wp7vmXg2CMdZ6tooGlDPxflLkSVJJAAkMJGOpyGg2dxfr8s3LF34c+raVbszAZUU9K656k1AHP3qgxAaVs74fQOHKzmKa+1Cksz835/N55+87shm7Mo6n09H7HspiPZtZZ82srqtinttlxivwAfrV3L7JYMzxuF49u1o9W9a1oSTSRdGEEyibmGmq1BPR1IJRNSAJRYwxkgSSGlVKoirWEEe1CrOyNMS9H1WFUJiEIBEyIaqwCkxx9RRQpjQTCaHQI01JjUGVaVXVt206ne8AhuXcAs77Ljy7KF9sZqvV5vmzq647vlhdwdCeBX30F8X1z55/+d/+5r+7rO+Ph/Dy+tnFajmMTVEam+l4Pn379g/PVteFKVebWdTUtaMClGVVVbOiLAGSDwMj1nnmXL1arVJKIaasdJyoM72IGCNEPqmIJFYbfRz6DlL0fXvc3fshFDaMbSZJxvM9RytmbvPFFy+eXdTFh5v3EJOOAfPAkgqDs7xIZAozHO7efvOHf/dw++7tdze/+Zf/5etXb2bGuCTrvPj1b/726vnz+932f/yf//XZH05y6m0fihjzNOAoLMRgUJkJHbnSYQZQJLPU1DYDP3i6e/9wTqM/n44Xq/V6fVHlc4HoVQ0aMgxogYwqgQAD5ZTVpqptlZFxxGWWlXmWF05FM2ccMwNmaGaUrSnP1btBZ8cuvf3xtPitt/xw/3G33bbNyb1a4qJIYwS/49QWBE7RJKJA6JETW2tJJAzd0B7ny0U9K9BQAN/FfgRxmUsmG1NijfzINqKfkvhThQemNCskSQKCBJNV/am0pZIeeRAAAoSCFAQmJB4AIAihOkaEBJCIIPikKkmBnMuqqpjNRXVyJtuYyqooytxYBRxVh3NzbNpmHEZr2VhmQ4aJGPgxpKP6mHAFYAA1KjiFbQEQdPJPPL7LJoDno15MHw33qKoKSVDkkSmtSaZp/ROE9WnKBFRAAZxYa/qIXAWRx+/6k3lPPu348BE0+djnjDLJr8k4x9bAI800+RAMIRskdkooAAa0yLJitigvnhcSdez75jCGUZMAKlhjwjg+HPYmL7PSOox1E8fBJD+IGJBMwSWlmAi8Zc0dYs5lPj0SMpe5yYwJflARAgKZLpYhcgAMkCYGuqhXMEklKgmVCgIK9HinZ0HUR7p4QhCEaXhkAIPKKIAqjxdJEYFYWACEfnJlPzlA/pLx+tQT+4QDmT4SH8ds/cTiNAokOl3BCVQEqgRKT9Z4rxCVmAhJOUYVtQBFUhtjPHbHpt+de3fu0SenkBPE/jwi6vP5xck+xJAK8bNZyWDDCMuK7Fi+3Fx/db/bbk+pU3yZzeqsXlXF0tiZV3cAU/hu2J/2mXWQkO2scFXlTFGaODaejSODKagmEuu7u5CO+3O8evmL2Ww+swsfkCKCP4JZjOhDasVBUWFhc5GB0yDnXYXFhXH7fHG3331o+h9Hr9UiutwD7xy1bBNG0loTAoyshgCJGIQ1KapaQ4ZFofOhAxLjDKlGBUlABl2eFVUlCEFSQiVHZEmiIhBCAgEUIJnAvQHAA0VDwyDnYTgVxbqseLOZsz6b5XS5zpI/l2ZcVViWkvXB3Pfb4+2YDuDO1oHNBSwc9k3XgcZZnr8ETUMHLhODPmgnIWDOucsRplRqchlnRWayStAmiIomKggAGQLGKU+mgCISoleIAAE0IOQorKJEgtCndH9uvwZz/+LzfF4tWbKhSbnTHhQiZOwcI0Tz4cftGLL5ChUiqhrVwQ8qKihT9wrJMlVkRHlIJAjRmeTHmBmc10WWZYo8RnEGlZBAURJOddjSzuri8moD8JmIBh8+vP9xdbk4S386Hs/HQ3M8ng67c9cd2t6aZDk6hve3d85mhrNxlOvr0rpFXl64bDn4QGTYIIMYl5BZFHxMiJxnFagBYQYb06ORlUAIDZJBImIhA1ESEBgLqp6NVlVWlW4YZfehfb6qfchFCxGDwJacQUfi1NswqKRERjiLYIOQVxRBSAgJk5ex953CFNsRhSgaReGJMG6SKCC6zFlnszxLKtY5azOXlzFq07SH4yElDxgA+tHvNSQTjQT2vg2hObeqkrwPs2JtWJ+oXkAqPDUMkrJlUJDoATySZxONURImLny9Rpef0xA4qokJA2eBKDiyLLmBGq2jSo0xzlJusuN2+2E+O9xvm84fju3gxWZ2uS7HYD6+vf37337zf/67fzi1DRgOKRxP267dxziE0I0+BE196Lux9140AHgZD8fD/Y/bj2/vbt7+8LC/ObUax/a8O+8ehvMBMqt5vlpeoWY//rj95ru9Vx0ktaH3aKqLTRAo8uo0SuQqYNnGHAS3u/Hm+5uv//iNKYrd6dyc+jBE8KIh5BbyDLz0QwhjEuQsc5mzZlba9dy+uMirWfXzV5uXl6vSGgYSwZSeQr+aVB6PnB8NTY+sZQQV1U/pGn0KASiAIEiSMYEgCMCT3pdABSQJISCDRi8YU4KxPyffowgIGDK5KzAz53PzsG+6vhVVQovKfe9TPN7f7ubVmp/DxXJhEHLDb99+a5hmpesbSjGgAIElTNbYxbzc+qZrW1WUAH6ALEvGMqIRiS4r5/MFM/sQuzBOTwzT+zFSYsPr9Wq2rDij++2HapFvruauAKXRx+bc7nf77fb+4f7hvj2fjeFf/uLL169f1VV5d3cHIM7ZLMurapYXZQgy9jEFNq6c1ev5YuVcDgHBA7NxzqbE4xiJ5KfjTcTgvYhO98hpczoZU5NM/pnHW6bGiAhIGUaSQUcf5ov5YnkxK1ZFmSdIX3/z1T8u/1DnS4GkKMbQrK76oY3JL+ari4vLxWL54cNHBbDGqmLuyovV1eevf3Y+dPf9w6kbGWxdrtbFVapwb5uPzVFTJBzZxpjAOZtiiKMvsvzZ5vnnn/1qXr94uN/6waNgaascq5lbXRQOgVw4/fXrX66KtY9+tVpCGg67j2VOTKW11gINCVMEBsOollFZq6v19TJ/8+rqerWp7aKgP527pvfjGAbjmB2nkSkRpifEoIJlyAwXzlSFWS6Ly+V8M69PpxSa1Ha9Ea7cvHSrWRHbKo6xTzICKbvcNxC9Ki4U5t67vtsdjg+n80c/HotqU1RkGPwwjF6N6XzoRE1e5EyZioVUkMxL+/yz57/ZfogyfrxaPd8sL2dVnTDGlKJGYACwAAYAFRV0CvYZEE2CoIZRDRiFhJJMVEmKCBYAAR1RlWcMmkIAUEa1pJGUQAiUiCMgCSGaKWSHRAgJESZuMhJYi8wi6mNsT8dj02yXy0J5nue+bcb1Ir+YF1ebhUNtR7/Iq75YcdDR+2W+WRabRbH6/EXVLfVitZpVhbHx8nKxWlW7g94/3DiCi8Wmmtvjmdo2hugzVxR5UZVl055S9I4xr+u6qup6djgcYwxVVmoeUWMIgzEBWaME1dwaCyLRj330g8rYH1MIYwe7BwTBnINDNepz0sVqc1HXoTn3fY8p+bbHlOrczGZzZQSG7nj33be/dzfv7+6OzzZXq9nSUU4pzvL8yy/e/PLXv3p3e/Ov/7f/qU9NE08jdZAnLMRrpxSYhTFaQ5RxVjgwSV0oL9i2olnThA/3P57a4xECFMWXF1RZVw1RfIpDTAjGcgZAMQYEqMt8HMaM2BFBiiresOalrWe5qhb548duplijWZuiwMGKrgMOb3+8iYEhbO8+HPYPQ9/AYWNfrctyHvs9pj4zLjMmNy7j3IAlZUssMUU/SPJ5ZsrK+RiihjF5r5KIwJioiCIEio8Sncf4FgKSPi6j0lMFBvTTB/tT6vNxpNGpUQOAj7FRVE3Tc4ZaM8GA01R0BKWkSoZNlruiQEBmQqDog8ucMcwGmBNSHP3pcLzb7XfWUJ67si7yPHPOGmMUUQkRWBMqAQCp6CdnmyrIRD99/EHlz30K+qmpKE+/jzzOFZKmeCfBnzf9nhAxBP9Mmqj4ZzDQxynvcZr8hD79SRYgUx0MJyg2T0OnSEwp2CIz1jAoO4tEBhi8H73vAbIYfduc7u53ZT4jBFC0xtkURMH7mMY+CTOvnStDSDEm66AocoAoIgCpKLIMbV1XxrCxVFZ5WRpm6vv+LwF3OikCHxGwMBUiNPGjutpZyywhBdEEAMYYtHYizBASEjLwU0lUJ+XIBK6dzoABmSZShE5klkkSwn+xVNXHpbmCPtZhVekvg7n6BMN9QirJVK9Ln/5IijEkjciPduuY0pSD9t5PIbGUaLc/5NYA+LrWcUyH06m8uCiLBcD6++LDiCEvl0W1zExBypbM4Mf5uv75l2/2D7fn4/bV6+s3r18WuVWVc4IAAAAgAElEQVQJF/MFNBEyH85Ne/9Qrdd1nttZjeAZIoTeSnICfQTxYqxbzdYEdvQiIZECQ9LUY1LxnfeDNdQ0p++/+8dffH61Ki374Xw+qMemi3l9nbAo6mXz48fTaQTjSF2Zzeqs2KUDCFRFAR588F59WRWIBNOw5Hg2q5S6YWzH7izgidBYR1yCOhU79AqQLebXiKSiCEqYIaQnIi9bY6e7BwgAcJo6HsRs87xQQONccbG5doQWPSAM3hNImWXGaALtwvmheaBsWMxdXkYEPzan9nSUWFVZDp73D+dvv3lPdhQdogxFuaqdcobsXAalwpyUGY7s9mwEMCkEhSAQEsSkUSBNgYoQQ9M0KaUpOogTiAaxH8fT6bR9ePDeM2JmXVkU/Tltdw8iBlS87xhlv9v9+7//sLkt1tdutTGby3o5K5Zl4Zxblctsbv9016QYuCJ2TI5ZXPK9eB99dK5An9pzx95PjbWpMJwE+Ok8I6UkSRUFgNiQc2Y2q66uNj/74s0wDEPfDW132N43p13XHIJv+vbUNW1zHkRGFVRRZxf90KT0KaxoISXF6MP4xNJ47FOl5AUCMtDUDSEevQAAATuXKSQVUCFENMSWbZHltODXL1+3Xj7uDpB88h40pugBkmGI3qvkxrIPvm2b8/kMT+7sp98ODWfLxeb6+kX3/XfRtwG6Ydx774msdXPDZFwEHBUG0TGmAVjzIs/yIkY9n3o/6HK1uL6uEGqGuYKxCE2/Ox1PjLn3CQC6tklpBElY1cQeyWdlZnsACPRIbuKimBdZZ/hgsGQoIRWQGNJIJNfX15vMegO9BsCAGCgMGKNRnFULVRsTG5ezNYYUN5c5UQboyIUhbDZXv/nN32wWmcRWkh6Pp/fvb/q+BwBjbUjBe992Xds2Kent/f2H+9t3H969//iha4cwJB1TatvY7n23HZotss3L+WpZz958bn/2+sPND/O6fP3i5fXV9Y/vb/73//V/+frb+9F7m1O5yN781Rcfv/rdi9cv1xdXivb44cdm+3DaPrCx337TH+5+/A9//PflfJFX1Wp1vZ6tN4uLV9fX15fLi3WVVVYJoiJwVuSFI9zeflfko6SjK9zl1bosXYyD72iIpJpABVCmlL9qYmYE1cdQ0z9vZz8Zgaczz2kMgRRh0mASJdA43ftUFIABOUZAtDHB7Yf3TXNEUEJ48ezqF7988/7224/3d9vDRz+0CGCMS0lvP951XezaxFQQUZYVVVUtV8v0TRrH3jozsRHYmvVmXZY1gQHgeQTjmNC0x65vOoMo0SNpXeV1kTGA7zsVQCTLAJJ838VxyPN8c3n5t//yl2xxf94eD2ARku+/+/afcsxzLp89f0EM2+3tV1/9oTmd8jzT5PuhWa+Wd3d3t7cfTqfTYrF48/nPXr36PMvL+/vt3d0uCb54/urVqzcX641RBwlTCjH2n56iPp12PjZRFUDhiQoIj2fYADQpfBElqcaRIEkq/dj3/nR3f7c73c4Xs9VqKQpJonPw4uXlr/7mSx/6c3safG8ddr0fx7bv3Pm8q07O+z723iT48rPXy8V6s7l+dvWqLftcXLftULl2+cyVL/7Fr68vnn/9x9umb1ESMjaMzFTk+ayqLmcXLy6e/fqXv/rZz38TfTps9+2pZbSff/6qqgvxUWKoquxf/d1/3Q3d/rD/7vu3ANE5WK5qREzRA0BZOoQs+NGYLMtySR4xm1G5urqYL+rPPn/99bff/NPXX33z9tt3Nz8Yzl1Gx/ODiBhDDBIBFKHIuMzK3BaG3GI+n9X14bg7n05Nc26aTiNa40Bkvb4o6yJBODX70fdlWWqkYYjr+cVyvi6L+ri7v/+4PZweVuuiacbBN9fXi831euzl3bs74hvULExVmRCV+GKzcS5fLFZ9PyDzYrks6hqNHftBEZgdEEhSid6PkQwbYwAEQUElRXXOWWYUz2Z6LEyGARHZAFm2YqfUHkBwBowB47RQCjGopsyVORIAJ4HHpN84GoMT0B9Z2g4Yk7PTfsKnMDDJq5fX+uHctHs/BkZ2zgHA11999e7d923bK0yb0DkS39zc/Jt/83/89Zf/xYsXP0OyqjHP3G9+/et2uO/H3d29SIpNc3C2UPVJ/TiMCMCk3ne73YMPw2o932zWee72u/3+sAtenDOiISUfo5/aWknBIFk2xpiqKJiw69qyzDWZEOLNzU3msl98+WboelScflo25sWLF03TNOfTYb8rSlfX9WZz0cbYRxU2u1NzmS3+m7/7u3o+v90+jH3Yt8cu9TcPN5vz1ajDfF0bJym24tvCwawwBj1DYIxI3nAyhp2F4NsU+4uLeYiXs8rt9vc3P3yXxuHLL75crWezeQHokdkP/v7uEHx0tnh28awfjs7By9dXHz6+93Bq/e7Q3WctdeHoSlhtagIoK8MUIQ3oBydp5pzN88rYV1eXp93+d/t7hOjHNoYupYDnnE+262LTtz4lQszrcn6xnG/Wri6UYQy+90MCmS/nLnMqaei7JVxkxrJCHDwkcjYjYtD4BB8h4Em6jPRUXfuPZjT/8qvTpiwRiHMmNxZBwzg+bs0m/YWI9945Y6wBEE0JJBkmJrbGTKQ4EAneI8L0glZlfTCHvu3e7x8AdHO1rqqqLMuiKDKXO1dkmTVMKULwIvI4v01DV0yBDP9/lLP/pYdPJw7Ff65s/fFy4H/yn2Rmpk80HSHEEKKiqsRZVTpjJfmyLK21BnTMMpIUbm5+zGwEiPNZ0ZyaoR9F4hzqvKjfvC7PfdifwuFh7Luh7wqA8qnJQkzETM4xQPShP5/DMLShLFWTAj0yggiBEQnh0YeMxhhSMMZEnRwXADo5PiIzO2MSIBNPHyVKSICEiIyCEJOIaEohRq+aVCVJFH0kAE09BCQQ+UnOqKrTavURFMsIoPIoT5SnC4rM9Cm0qfToX3w6d8BPXUw2zNaokMEECgoTu+vpGQVBRIg4Jeia9ofv3sXuUBrx4+D9/nzaX11t1hcXs9nF19/8+OHD/cN+aNqj494QL+s6gtiCZ6vcmMV8hlVt5/Ps+bPL6H2Z5c3HY8qz0DZ6OAUVqXLjbAq9910IPYaQ2nY8t5S4quar2VUQin5kjaE9twJRkUxmoENNhFo4s6irrj1ZsYvCJQIv4sdxMGN0Bbi6mF1WKQ+CAiWlDMGAhxQkSWQEYrKYiQCKTHK6JGEInUCjNCKpioYoIfgogKBM2dgjQFY4w8zGWia8+/DQpz6lFFNCQCUSYkUCMirWh6EdRsCkqEi5iBG1gNkYNUqwBkafMoPGZIBxkOGQeruksq7nFw5dgxolhMo4dlVuq/ffv/+nP978/o/vilkiF9Hoi9ezNUEAHcZojM3dvKqW2+aG+R2SAMnEvJisMjLtHJCJLZvM2BwmVJFOlApUReuysqzny/VFdxkCIcp2uzWwur5a3/Rnppg5zTM5taE99/nJV7MCtM4cG8bJUhhDiJ1PmvixD52IDAOHKKiU5yWa0g2Dauz7QZLkWRkVJQkp8KO5+vEEaIKjIrAhpEenbrKGbV3XRVFmpqmz5uj6zjZWGZM1wZqsLudVtXj16otXL184ZwEEUYkRREXS445FEoJO0CbRIDLtamRSwCkqIDIbFRYFArLMhpkQJGnf9e2pGVZrRXYkKMGx1kV2QkFNhAIQJYUUPf/k+YCUZBh9FFEFJqqKfLVYXKyevX9/D+GUWXz54rpthvO5G8cmWTenwkvftPvj8ZBkNAbUcJZbfx7PbTcMsaoXmZsRZggFkXGWsBvD0Jo8L7LcoA3x3LVN352MwRjGwZ1OpyyMo7VpNnOMjqdKtEAKSo/EqUxCkijG6Opilc1XmmcjpKSRMFgJlISTWjIKLqEFRWI0pKg+td12eVO43JG5uFhdX19mFI4P+xDgs88++x/mV1+8fffbP/7hj998HWJ4eHj4/e9+p2qI7PHctr4d4phUqmq+urpYFLNFZh149ef2eJuJzI2rZgUZ6MamkNZYXtbZrLAX8+qLF5eX1Xzo+zD2MXb54f7w+7H//utvbdZH+PaHj4ePHyUEjUks2Kx6/ny1efa8Xqzm802dz2ZZVdVOITTNoR1USBMScd6wgRSO2/fj0BaFy0s39Ocfvv8mf9gHzX1iYwhxeldNCpRoDNMjamtq6f3FvfHxJBjk6RgYRVDkEaGBKAARVAAVFFUJgEUIySXBh4f7ptmn1GeUnY677976H26+9qkxVhfzauht2w7nczMOPkXNsyxGf3t3n6JkeU6go/fWknU2S5mqtcYIwLlpUlBj3Hy5mC2WQz9iQqvoMuP9GJNnIFIgVceGDKpA3/ZhGOMQADG31pCMfVNyXufZ1cUqq6w1eHN7f1N8v5pvjKPj+TiEbrYoRD0jIcMwtE2DznFV5sGPmtL5dNw+3K9WF455NZ/5kFIYH+4+ng57i5lB82eHlj8Bz35STk28a5wUSSCPPuIJ+UAAIKKEkTERUUhhHIembbXTU3u/P5RJYtu3x+Ph/v59CC1ASjJ23Wnc91ECEoTQ77b3RAoSZ3mVmzzPqzwrMjHhPHDEeT6/Xl85zlbLi1W1aE7t3Y+30kck4Eh5lmcuY6boQz0rL6rV3M44aRxbSWAN1lXuOBu75sOP32sSJkPEIgIoRU6bzYINZo7Op+0kjQYAax0jee+JMkN2srEIJDDqMvfixYusyJPI4XR8d/MuhGCiddYhxSQppUgEgGgMOWeyzBHy5eXF56+eiaZ3P/xw3h/DODhTEOJhfyjKclbPNtfr737408Pu7mJ9GQN5r59/9rOXLz5bzOu7mxtNDMLOlKdOBHS1vtpsnqVIoMV8fhk8FEVlbQbEokpIeVm+/PyzF9+92u53bI3NHFuDnokRiUU1YyEL3oN1xERJIgAog7C6TEH8Yb9tT8c4+iy31pBhYkZBHcZu7I/Xl8v5IjudtiIB0aQQpzdaEg1jRDT1fDGrZ9a4vu9E0jj2D9tbojT6tm/3VWkRtDnuh/50OG7b9vzuw/cP+zsVuru/TwmL7Ga/22+329N5v90+dF3rnHOumM2EeR7iWJR2vrw4N+f9cbc/3o79AAm78whFZJQYgkA0Bkf1IfSSwjD2x2PPhvLChtj7c9sPDaJaRzH5lLxqJAZiRAYSddY661ChLIpZXaXF/OH+rm2azJnFbF7kOYoaZgRKKufzmYg2V5ezxfy4z2MamXGCMhObpLHp+mR9Ffx56Mr5ymSEyDgz6QgHOX08fkiQfv7Xry4uV4WLp+27HMfnq/xyVZU2krZllgiGFDxIDzqo9Ck0VUHLRV5WnOd46vuPt985h217XK0vi3plnSlqNB4tg8mjcUGwPZ4+1hc0u6jtIng+NIID7TXrXB0Lky+Wtq4JKORWF7m9mlWjCEUJ59YnDxDZQRKvqmyty4usrLOsJGvZ2qpeLDfrejEXo2IAHCGAyW1eFauLNaKm5PPMGUIDWhp2iKzA8jjTfeKTqOqUJkiPejuFx+z4I5OTEKf1yz+rspFlY5lUJHkQFYnTEk5BHlXuE9tGNcUAKkzgzCTzEVBgUkNgCI67/Y/vbPD+fD7utrv7+3vnLDEd9qf3P96UZfnFF29WS5s5lCSIOGl9gCBh0iQSBZIQ4H+KFPnnX3sKpj5tBZ9yovoYrfjPV8R9moL1kyr8E4tSQAQAQeQxnigCBJYfb7GfqKAGYERMIQzb+/uyhDKzVVm0p0ZSBEBJ6Gw+W8750PZDC9J1berbiGCYiAlVhYiMNTYjwBhir8MIEKylLDNEAKhEIDQxMEAJJjaptVaUrGWdzuyf/LkAaq1xVkdEQ2yYp0ftp6zqT3OaaEopiSaVlFKEx1dcVeMUt4M/u9yPo+BElSD6SXgoIvpTxOUTevP/Jf57fDWJYJJTsmEVFDBTnn96KZg5yfTSxgnkOnTj/e0Dy+mi9uMoQ9/58ezHLsQYBZOaIdLYxv3xBAqGQF8AivcaTE6rbJZd1XnJCiOAt0YwxXHX20Io+FIQmrOEDgoT2uPQnYahy7M8jT723nFR5osiW8gQmDS3MfSNHzoBresZWQFJkGKRmevNamy33o89qVcJxIh86oaxbzpS4DrPjBtTUgfBigALk0BKAYmZmCYuxGMAWROkKGNMvfJIJopIEpUEp9MZQauiHlkNM4PNbVHXdVE4Q3+Q9LhmJQIgUiRFBjJATtT6SIiAxMwsyjGxj3A6DwaGIs+SYBJMAqOXQUdfdGWRV3VWzJ2oIPbqY4aW0UAI29sP2/t7P0heWVEWSco5cA7kYkRAk3FZuHVmT1PibBr2Pj15TkfhiIYos7ZwrkS0CkYRVAkBVJGMY84AXVLuhzh0ne+b9by42FQP9lwWSJJdrAuyi4SzehWXCzOr8twyqcTgvR+bcPZ7H1NAJR+9QkKcmtNECNZmwFZk6LvRuy5GyVwWPYgq/hQUQJyeip8oRwokkJKE4D0ROcPWWUvKECEOqL3GAtXP6jirZpebZ1eXr6+fvXn96nVRuCljPvXDRZWYmBBRGYEJiAQgAkSFpJAmDhiATnh9AAOCQGwNGSTVMPlACaQ5HwRZ/GgMZAYKS5aEIQEIoaqEEEeHyobY0CSp/URLJkRrbO6KIqsIDIKp8ur6+nnXjTc3t/f325SCgsbk+7E9t0cgMY5UyWRGz30/joFEFJ0rCC2AJWTn0JnWYJ/bORtO2dD38XxKTbtDTGPfFlkdfQLFceysTYyCEAgSagIRTTGFKCFKiBqj2lRU5Wy5orL2qqKJIDpNRoVFICQgK2j96BHBGECKdTkrssKxFaQyz6uygPBoYfrs9Zvf/FevXnz7/anvf/fHPxhjYowPDw9fffW1tbkA2sLWi3q5Xl1dPb++uL5aXl4tZqVJOp7ubt6W7Wmdoilc67vbPR4X5SiRMRKEq/V8lf+iYBu6rtnvjg+3/dCF0PYPx3NIhyH0+066jkFFE1OazcyXX3728vMvynphXGnAWTEkMgznvhsVQkSNiEQ5Kkgc28Nt256YxBkch/Pt7XubN15cEJNnDglBEqBEP8bomXkCWRPz5KD9c8KywlOY+mnem5Z4KqqYABJiApXpWE4FVRnREucK1HWnEFqRQQW224/HU7zbvctLml9UReZSVBXvxxSjMrFz1gd/f79t22F6rAfCLM9dnolOph1sh37sfQhpVi+qcmZdNsZUFEUGBlQmOUsYZey8YVOVJaj66Meuj96rqKoYIsc4dq2zSgbK3BFqHPuhbe7vPr4tvknJj+PYdKfZvELU6KNqSiki4nK5LFy2nC9TTM5lEoOEWLissEWIkpL6vhvalsFMBcc/o1SnJ/IZ4k82Q/iErFZQUJpOk/UJ+somEaUQooJMjPCYYtenpuG2a8/NaRiG3fa260/zeV1XRUrjODSogkjR+9PhyETGcGZMTllpqtJVmS3BA0YsbfHq2asyr2b1oi7r2w+3tze3GqLNTemqq/XlbDY3RLvtdj3bXMwvcy77c3f/4QYVVRCV0KRd00SfECjLMmPNOI5syFhjjDKDH5qPN+fHJwAFw5PfPAFaQusci8QEATDZzBrHdV3XdZ25TAVTTCqmrmY+4uDTMPip2j8VztkQI1Vlvl4treW+aQ7324eUlERTas5nAMwzZ9mSkiZkdkVW59Zs1tfzap0ZC2JBDKmzmDNEJjer5rNqniLN60VVVr1GUJCUvPdd2zAwAGVlVZS5y0yIKQTvg08pABCKxCTEiTERBFJFjSn4x/EdgSB5P+6377/705+Ou+18Xue5c9ZYa5JG74e2bYhC5uDtn/5ojWOyCMRsQ0i77X4cg8vy589f5i5DpBgjgJxOx6+++r1qcI6K3DJGQr2/vWnO++327v7h7n533419Vc0O+0P0QsAiGkIcxxCDjqOcz6eqhrKEqqqIUdQbC4fj/Z/+9PX9w/v7+4cwCkFmGADSBOEkUgSN0Y9p7LrWBy1sRgTe9zHGJNEYEoF+6EP0AOqcMY6QQVVz6yyZFKImJSKX5UzERIvF4ovPPi/y/P27H6dY+Ol8Hochz7OLzcoYIynMu0WMISkezt1gbS8wCmQih64JP7xVY18UWb1Z1NfzYihwhmc5MsOrN5t5Xec2NNsfK+NfbarLVWHSOXRUFakqNGDS1KL2hryziZlnM2NtrGryA3bD4cPt2zE07XDcXL8s6qXNk2JCHKKelDvlboz7y81q8zrPqjjyrkl+pB2XvlxibbmeY+aSpoZkyCAUkCyRaPKnE4CA0SiQICiptXY1my/WF0AWiIBpcbEqZpUaPA9NgKAGRMQUtpgVeZWPQycgWZZrisl7R5g/Srdk4q0rioCioMrTx8+jzkwf09H4mLuDaSL6s06VPjoDmZhAQhKYxOJMNGVBpod2IgQVESBUQrVM1pIkmYimjsEZtAxD193f3u/3265vj6eD96EsSlF5uNtudw9lWcyqmaGM0eU5W2sIGRg1KUKaBF0IT5unvxzY/twY/s8Zov/pfR8g/v9Thf8UeAX9SVMkj/OPpGQYDdsydwgQYySQFKOqGMDUnA/N+bBcpeNh3xtazy8u1vOrTQFoxzCCaNeOKUHm6s3Fcr/to0fAiSnkg2fm0jlDnIwFm8A6Wq3nz55vcudxOBOBalRN+ImMgjDNewrMzIlFk066SMM2dy7PMjciy7Rtg+hD9AFRkiRRVUKkaeYi4kfckKpM+RNF1AgiKalMG4VPq2GiSWghMQYUNYadM6oCAk9x0E/XEVT1KVQ0wU4JQPAR1ZrgKQUqT/USAWEE51wXfAh+ynNO/9kBOHrfnT72o0YPuYOPH3/8cHcIKf/27YeQzPpis9sdh75DTcuLlcbh43a7nmXL1fz5Zk5x2B/u7j68ndfls+f/YjH/pRPjsnp1yf35zvgBUMfDXXs+DMOA86UAO3ac1y6b+YCn8xASrFar42kfU8icyTkzKIMfkh8YYFHXXNvj/v67798xF3m5zsrlzQ/799uHXc8pXwxqJSIJA6ImKNmN1vlxYIuSIIQ4cxVbDSIAwgx57ppOh6HzqWVDxjiE7HQ6SxSdzzMTxERJVOTG2SJ3JYIDYOue1rx/AT91Lp/NiMhySmEcB0AKEc/NsN2dZoU4t0yjC7HdHxvQ3mRx/rqgxMoc0BZ2jdLF4eiHYRwe+m5nUX/x882Xf/2mvli2Ybg/7uvlpqivi/oS0lwSD8Nwbs5d38YUkkwU2+k9zH/21zIzc8lcADhAx0w64TIUYtDt/vztN+9++4c/nI7vMk6vX7yq8/F82DLG9arILiu2fVa+ef56M8T9KKegJz90CTRzWXM+D6kf94P6qMn66IEBmCCSNU5C8D4Bp9PpfHNzU8NiGP20tcap5vv0NEz0WMiZIuRJow8+aWTGJ7/AdOSWvB/GYQCQui5mdblaLNcXz16++Ozy6uXl1aaqM2MxBVUBAmCeIjlu0ieMIwBEmpTEOoomgkmNPb11rDV51IBKjm0KfuiG0uWfv3iRri9vP348nI4+xvXzy4xUfccQLSsxOAOAKaYRMFnHeZkJRDY4m5XOEgCkAN7D0MWhHfwwFmIW1fJXX/6tCm3W73/729+emvMkZwNAZDLOsiRRYIdAKchgmNmAdfQYC2d1zPPZwiDneYmoKXVFJm17d38X97uPYehivW6bxg/DuTk3zccqXymc2SzzPOV58n7fnBlhSEkRQhJMKUURTBASIhApTSIaAIWUICbQIY0eEdGxcQQqBFpmTkUcGz96o8kaGyLOZrPnL17smmGz2Ww2m3o+u1hfvXr15l/93X9//exlVdfFvKiXs3o+c7awaC1wxgjjud/JTQrQnoowOCyD73g4l6xRgvdNTPXVerP57GWJCF0XTovxuJQ4RoldTD2arZf/6+t3ij+c+rtBQcFL6larcrnM0UAIfdJEan0/gno2khWWEEA0aSJi50xwhhgUPJJjVmchy5iEMZFzBKoCygbo8UaXnprUQIT0KJf6j52GEigAEgJyDGHK3BgGJKZP854Qs3W5AzTD6DLHCKlrTiGBzZNz7H2/e2hV5kOvfowIzEyg5EMKXTOOqe9TWbrlslytF2WRIYFIiCmEEHe7g4gScTjs94czAjvnaq6KstjvdwjWOtrvm7b1q5Dms6Ufx/OpaZpeVbOMU4p57uqqLvM8pdR17fb4MPguJg8GjqfDP331h7v7u8xlhERKzjlUvLt9+H9Ye9MeS7LkTM+Ws7j7XWPLzMqsXsjuFtkcigIG+izof2v+gDDCaIZis0lWNbuWrFwiY7mLb2cxM33wiKxqLhgJmAggIhC4ERfu16+fY2bv+z77zcX11c3F/oKAF1FBLaUURWQCh8SN98ua5ZyvtZaS/6RmXuQwCyH5WdhiCrXqQolahkRLJLKomiITG6mYMkItIqbeeWI2Q2bn/KbtwjhO795/byKvX7/e7/eq8u3333zz7Te3n27zLDWJZK1Zxnk8ml5d2fVvvvjyzc9L0sf7I8j8y5+/Wq933odzPwAHdgEQY2iur17+9i/++vLqkhHfv3t/sbu4ub7xbnV6PA3nIfgAQCYg1Z44ZEDOOSQcxwHQkMl7z0xqCzwTEAmeFmUwAcJAHNgToihI1cKO2ZERvv3+7ePDQYq46ENs9hcXU4qHs5YyiJgZ5FxrUw0EgIf+fHx8vNhvr/a78YtX7374Yeh7Bv/q5Zd5Tu/ffXj3/l2qk5p+fHc3jzXGTRrK6aGfvMuT1kySSTJtu327utRc33//7nQcfnj7abs5z5PcfXx3t7+8+/BDwxRcw+RCiPe37x7uPuRSbt99f/vyupoZkIJVkQarx6omxI4IcynM5NghQfB+nsa7u+//9m//zz9+/dV+u+napmmbVdcAWq7ldD7Nec41i8jl7ury8uZifxli6PvxH37/j23srq+uG9Y//vGb24+3m+3mYrfNJf3+978bxnPXhj//81+UmgxqyX3fH4/HwzAOIuY5lCye/bpbE7GqeYrAXKMAACAASURBVB+Q6eXLN+M0ffXVV9vdxes3P/+f/+ZvVqv14+On0/nwn/+v//z7f/hdKtM0DwDwqz/7S+eHYby7/fiDqjNhIq51SZqF1QpjtHEcVqu2aRoAnCWnnPo+EUEIvuua0Dj2SARYm5ohz/Ptx4+Hwz0BjEPfdc2Xb978xV/8T21sa5bj8fjw8PD2u++l1s12s91tq+RSUrdZpzSdzsPX39zCtmuv9tfXL8Hg492nh6++uj+d/heW/+2v/vcv/vxlCfOb33zRBCppbNfQhOK1r+fb6wZW1+uu5eHxbenvN4384vV+BpN8Qhs2K/zlz26G+UCsj4/viPP1zXoVWzDM5fT1P9+dxoeL65e+6YYxabX+3NU5hza/+tmmu4SwnuLGz3ar8ynj4/aaDdcsxCFJfiyn9+kwnO7e37//zmUMyGgWohfS09QLq5JBnX+937989erTw2FKc655f32RS/74eOs/db+Vv6os/XCigKELQxoI1TtGtP58Ph0eJWfXgEMUMSUQgFrrE/PR0JF7UokvviitSID8uaO3sNuXGzz+GKaoYpK1LHMq8o4JQgj+ycNlunjmlt5PYAqeA1ORiguciVwT2BOsVx0Rfv/99w8PD+zoyzdfHh4fP3z88Pb772KMjvw3//z9PJZXL8vrL940fuV9zFlUkoowsw/eOQbQz2nS/3/R8P8DWfN/QpXDn2AIRGrObdd2TbPbbeaxn6dRpcy7jYg6wDpNfZomd+3Gocz9PPfpcvdi3ZH3Hg1LkbmM4Nr1atvEy9v3D8PJ5mRqVYGJwQxqlZxHJPWefWBEaNu4evPaxuOucbVWrRWleq3LerPgO54UkrAIIBENicijc/wvAOn6OXPWTHS5WyP8NBp16RbYYuhH+zyeM1vSb8FMEUlVljzZEN1nPMhnsoc+PdeTnvMnzj54Do/EJTTn+cN0qQmf1kgUFWZu22a1ak8nRKS23Ww2l5tVbuTEiJ6R2T7eHY/DIdXQjyW0e24airMDCo4LhPP5+N27+37t5+GcxtPaQ51Op4fbVy+uLq9+uV5tvAOCZFUkzbWcJdXz6ZDzxI4Nn2DnzXrLsTnN6TzNxLwKq6uXN6AFyhxZAQqTSE51To7Mx7jdXpvyOEvoLteXb9ZD4OlxPJ0Fi7JrfQPkEVkNWBW1EEqRVI2JGdkMTaQYqSwl0nMQKiF6x45DE0MGMJ1LGcEINJQ09Sca+5OJMEGVZEAGKFqX10EEiqga+7Ahh8wV0DOi8x1yYPYh0nqznQc3plTS2XMOYKUhD9081dOxv9lvAvg80jimmotU9CEIULXZMXduv6mhJD+cYRy1bZg8itS5HqZyEqsLV3S5CsS0qiwdh8UZS+QIPaJDIFGoWRGRGQGcGYtQCOvd9nLXWds0uuSAe3aIwenLF+tuE15ct8dxKNAa8Tx7R7RuV61vdFQCNCIyBBBFsWf55JIIDlznuUxjCrnU+gQIfJZxqpou42ZDsGXWRoCAxE+OHalVVKsIaK05p3mqNSNC08bLy91+u1t1odZU8gQmMfoYXK1ZwUJw5LsqpWmaGKJ3DkBKSUhKrAYVadH0gpp+PkVERGBSDIG6dnW5WUmZh/5wCtTdXOwuL3756vrV9bam3uqsZSp5KEGahkMgFyA2vFoFIlVNtc4Aiqam4Bgbj23ENqCbMQ31H3/3hypwPPUgzlEjldKsqhxiRy6Qq2jAntEhoACrYi42KWWgTKRi1Xtsm1YVqlQza5t2v91f7C8eH+8RLQRor1bDIEXq5RVHbz72Yp9CPF9e6XqTutXYtOwdEoa22YQQENkUEYiRHBppQp1BJ5BUcpqn+XDu+34oUl++uKnjMS4YHTU09MgEZGa11pyS1LrbbF++ePH69esQ46tXX/z617/5m7/5m5ubV+QcRXLRuRgQWIvVUpwRVllImB6rrz1M2ZlENu+MFchjuwqrdWhbdimhJWcz6QSaALXxlKPjzm1a1zQcGhJwLiqxVJnEEhmMY9GMJARJTLNBNlQlVGRRduwcaBru53FcaIDzNNzd3QL1FZpqkQikFpXadsE7flJdgIICLVXeT6QWz0KWZQili5/d0Bl4U0ECRDWoZoYL+klBddkbRDV6OBzzNBGCgW1W6/1NJzYP00MqgyenwbVNLBlSrrXoNKV5llzUAKrKnNPhdJqScw7VKhMiIQdmIAQqWdM8lgzecfbWYXseKzEgUVWQrHhO/sMDIuQCFRiQnKPYrrb7i6ZbPxzPh9PjsT+Aq92q6dZ7YOvHfHf/cDoOr794fXP1ouTaNSvz+seP37774W7Vvq9vmIG0CD9FLyKhqhZVYPIlS065Vi2aRNNTTBn++O1fbD5MFwPCkv+On50Li/iKmQWygjCzqKgqU1n6yAjIjtR06GcVbuN2t7nedBs1/eXP/diX4+M0zxNKZOhyTkyrVRsurl75uBmTHu+Pp+NZqq3WdH88TfM8jNPd8TSLVgRBquYE3DSLqRqE2G4326uu68AqoUUOupg91UIMjn3JZWmpNE2wpxD3qoIG5h3jkxCLlvAHYDDwBmQqQE+uEwMTUQQmcjE2TdMGz4yc5lJKtaqmSABI4B2H6Lx3YDhNw/l0vNxv193q6vLyxdXN+3Q3T7mkvOo2BvbD+3fDeCLHbbOJvg3c9Of07u0nROiP86a73K7aTeeR2AEO9wcR6A/9/fsfHj/ezWNJ58Pj7bv3333doErVeUo552+//up8/76I/vGf/i7N57lkA/IhbHf71qPDRfm85IobEhKhmQbnVGTsD2wFNX/88Ha/3a43q7EnciQqwzB+/PTxPPRt295c3FzuL7xzknJ/ONx9fP/Fy9erxl/u1l+n4f72HdSLq227W8XtKpKlpgldEw/HUaSu2tU0jCVJf5rYMwWWom3T7na7Uuo8Jx/Cy/VrAILHA3M0w34Y/vDPf2BmJvIxfvjwXU5jjGEezfv4mz/7i8fTt8PwiMCgZEpLOBgCmFXnnGM3Teny4ury6gqBSpG+n+8fDtM4mim7EEIMkYngeDdOfXHE8zjNo3rPTEhI9/f3b9++3W33bdt+/Pjx7u7+eB6JDAb87ofvfXCOkQgUDR26IEMdIUfncZrn03D8eHef8feJpsTTmIfdq1W3922k+QQlHxQaLtTZ+tUmqvee20Zny3LR8p99eZMZd2tOw8Nxfhz6T3PpfYMGDJTAtGhtQhNiCG0Y5vvh/Yl9RHKg8FDVI5ubfvnr64mOoodxGu8fpVl16Eq3NRWSSYDGY//hq3/6b/U+PT68223D9DBIgaZpDMtc0nE4upV3Mfg2NF2MPqBacK5tYhPcMPVQXdMFZBMrRpI1Del8Go+vX71cNe3x4cCAACYiJSclAMWCIviU1vEMiEBYxI1/iquzp9yRJcEFCAiegBOGhFKL1RLa6J1HRFMwk1JryXkJ2QAAXdrtRma6GFg9QQxhvVqp6HoVmfTu/tP+cv9Xf/XX33//3eHweDqcvY9vvvjy6vJ6nmbv3fXNzZvXX15eXbXNygxLrirA7INHlYVy8fT1M0Dv35zv2WcV62di72fY+p+SF/67ReCf/Odn3OC/fsxyZlXEVJgpBNc2cb3uPNlg9XyanpDRADUG18ToCEE1zdNQJk+ekFsNddm/E7SxI3dR5brrzLtpmhYVri6Zv7WWnGcAXYZmuaQq9XK3Dg1v3FN5hKqqAqbPkWvPzrof61NcoPbLxPbpOPXz/BcJyUyeSiylz+eCENnxwmNYesGEuOjJloKNnrvHCzq5lBobT4Q/4SN/9vjp0lH+fEqXjABTWzJ4nh8mS/dTVA2Xq5nNLJfc+G7Vdev1CgEYebfb3Vx9cbOtPmlVSAXiLHcPb3Pq+1SKoGfg6FwT0YUYGqN2mOH+MM3DMJ2wf3Q32+hszuMwp05AQxvBcppL6s85Jysp2TzOMxGu1msKTRU0UWqiMI85V4TAiA63+y1qTsdKqGbiGcjUqlYwbtrVqnNuU+4elVfg181W263xYxFA76jpGlUEIwEjK6CFUA0qoDGj4ZK2ogvj0xQRnOcAEEPgGLxzvFnHmZExq/ZSAS3Wwv1pmudZysRYtSZEB4amT9s8BahigOQ8IwAzR3IA5n3jfWR2C2SmiKRcSi7ckgDMFbKYjCKDrCKhjwYNoiMWJADEfprvHs6zBPSbbK4ClUwioFaRsmBJmooOBksqpz6rr2u1olYB5CnQ/LlhYU+dAqBl0g/kXGja9fXVF4zxar1I+ajkyVHjuQZX1h0GX6WcTAbm6jwTxOj8uluzsrCo95UN9MmAZ7A0F2yh9yy5RES8NDmeM+M+RzfZ4ls1wMWsYwD4nN3EiBUW7YOCSi21lKwqjs3xZyCPL2VO81hrZkLHRAiI4J3z5FLG6EMM0TlWlZTnJZkNUJdui9qzw9kQ0bml4CuJmdqm3XYujVZn/OL6YrNbv3j14sVutd9ELQNIMslSkwgBVHZApE3Du4vVxeWqaVFkBCsIwgQNYRdl3di6MU8uOP7mj9+cz2PKNTQNEiNQzlIFiAO5QFzMjJxDx8iEjApSNRtWJAGQWiYRBYSUskghUiLs2m6/3w/9GcHQZLNtnQup0PV1QFQXzqkWcmW7L6v1FBvvAzCT58uuWTkXEFiNEIjBHAJahnqScrTSp2kYh/Nw7G9v7w6H0/DwwiHXubeazchEeeE+GIBZKSXPKTi3artNtzbGzWbz4uXLL998ubu4KrVmy4paawVTyYpZHDOVssj/GNVBKqUig2NZKDKAyg4NpcpMNbk6YZ0gnaAm55Biw06DKpOyMw6M5shXwHp3/wE8I8dhEEmoydJ5lDKLpFKzEBp7M89EDhTKyeqREZl46IeHw3eHc60WgVvVWko2rfv9drvdrFcd/aTCI1zCnH9cRPEppkXt+RKrRmrOOfKekGAcTznnpRdrAKZkRgBeFYdxOh4OYMCEwYeu6VLR6howAUMC5xx7X2pJRXNKUoqBMbMZWMq5SHET+kDOcwzOOdd2jQjUomK1iKZi45gz0oCSqoTgvCd0UU2GSfKHx65rY3CCHsHQhe1+d3H1ql1vv/3+j7f391Me19umWXlyrZFJLfOY1AEoBd/maWQfgDBN+unj0eG7mpZ6rzp23nnH3rETsVrVFPvT+Xg4l1yUi7n64zILT3YGZn6mSeHSHVqi7wAwpbKAc7wPi/ATCQUMCJxzz6l5y03GtNTYRO/cMA79MUvh8VSsTMTErmvDvvP7PCJIAzVCQY7mQjTwd/fnT3fn8+E8DRMCVaNTPxyOJzE4n4chZfBcDc9Dev/h3rsTADDgep0O52mchbUwiPde1aSaKDRN45yf5yQqQBCCe3Ij6tPE2DmHhgDLAHPZsLFCFUXVAmRAqlYVDZFdiKUIAjv2TCRFD2Mv1ueStRoTBc9tG5s2sGNRmNPcn87TMAXvGx+u9pfn4zxPAgreBXYu+uaQDzKVOiszKdHpMKbBCFGrrLt9t7pogoEJqOZTb0A2zzqNUzrnJLvWc52Hx9t+081TOh6P59PpcHtbxkOp8nD7FjT10zSnHJvml3/2qzlGR4CI1QTAnGN4MkYJEzISAux3m+uri/fvxhhd1zW1FEJEJu/4eDh9/PTp+voSDKOLpZQ0pzTOWqpfjNObdePZaprOpzKPXdzs1ysGAbB5mM7Hk6mCsgnVAnkWj+TYcs4qZqrDMJzPIxK/WF/kXHOWlKvB9PHjh74/e8+xCevN6nQ6IkpgNrGqVYqWWWqG4LusphXM1LFHsDRXNKdKZS6IYb262G62hK4KpFS++fbbx8eHbt2GyMQmUs0mU41N2/dzKYmobUKDALe3tyZydXW93ezmnOecDdEQqsowDS22Cqy1IpqhNGuaBQwqUFXLhtVHOg33X387jXb62a9+/uYXX2Ao7Igwae7BKoXo0hiJKDpChjwXTQHk1dVWG7eKMA33j4f3ff9JMXOIgK3qJKXUAs5tQ9zErjkO03k8pCJt13kXpEpAArL9tcfZZkmmeRxAoHU+Np1qpdmy0nSe7r7tx3Q7To/n/WUn05gkoQ/VJNucIRmBiyHsolpNQz/1/abtbi61CVzyBEyrdQNYS52N6pSHMQ2K0q3brunuPn3ysXHBV5VUMiMgUAFVehrVMDEB2fO0ZEEvsPPAT4ryp1v8j9UAfg6yJFBGi569ZzDMuapIKSXnovoTVeQSiKlqWkyLZ+oav9+uSikxOLAyjcP+cv+LX/wiBP/tt9989dXX2+325ub61asvHh4eaq2XF5evXn2x3mxMIZe6tPeZGBw6p58p9v+ae/7vwb3/Tc76T9CJ//2q7ydPZP8efO8JFW8Aqmj2uXuKAF3bWM2nwyOoGJgD0F/9+Z8zPg7TN8FzjUSopY7z3DOuUhbXhKury83uZZbth48GygDuafFAYF5c0FWtqlYgaJp4Pp/u7u4c7q5bH0IgImD+E+O9PQMUf3qSkEwszXPNGcw8O3o+vKWNl0sWUFGpWhn9Uy4Ns/eekZMUEV1+CcRMiyvQAMg5v6RUmT35YZ4cgCr/Ih/Inj1K/7JeX2IFQJ+lMEtOp4qI4dN1ICLTmLc3u9W6DTGIiOPw8vqLX3z5y1cXzk+XU85TqWOWCmtuP739+Djmk0Aljxy8mIoycMN+jbzuh5OMc5lsPp9fXrRvvvhys+04+NEyau6n8/3d7aYxx04zZHSrttlef1ERJQtSGqUiJEVe79ee2cCg5prncRjWbXQECLgKsbqYk4awMaI594ezTdof0t0k7EOz3W6yoQvNqmvmKVeRYspYCUVQQgiCrCoAGRY506ZdNRuEELhl0sjsvLFDIt1ufBNMqqCdRQpCBIVc5Xw85vkBZGISMF1cgMGDD8QM3jtDYIJcFBGYHZgycXAsUod+vr/7dD6dRHS93lxeNBR5NHk89DpBy51CdI1vt36nTc7DNIxjj/PHx+++ff/wt+/Rry9uXvzyN7/dbtbbbZvKPM9DEVutNsCybNKRAMgAxKAaFIACUIEqAgFUtbxUgMQYIi4oI4UaQri6vCb3M4ebXcxacern/jjkMoQGQuDT+TD0w+FQzQmwGCl7ri5I0nVcO3BNE899KlIKLXJnM4BSq6kSMRA3TbPfX7rYMrvFN/msBkcEJsQFw/ZjdudiQaSnqBlARTBVWd6GCAimOc2nw+O665r2RoQBTSSXknwoy98ufZEqAgaeHS45GzmZLYJFQsDnICuQKjkXRPQhOMKilVHQJKdU8hAY/vJv/iq2vkrSMuTkQD2TuiUUzsEyOSxlDs369evr//DXv6ZwwZQARs8zMwta4+c2jJsmX12tf/Xy5X/9r8elJ7u/uOo2mxBWqpJzqSbMgZzUIoCBKDBHxADAJsjAhCwifd/XPKlIThWRYvA5i4Es6tU0zY+Pd87tifN6jZsN1Dob3M0zMGNsGFCrlJxnxOh5DeQVSH+8SwtYBullvpPxfc2HlM6ljMGjo7vh/P6//PHvAjXBdSaZKWoRKUpoCNDEEJzTKsMwnE6nx8dHYLq6GnLOoiaiOZesWUmN0LnIRC4QA1gxkSIlGwg6AFYBzZrnMs85kaNTfyIV9eEmRnZAARIXtOqCd+sgCHlIFYoiKMOcahSZ5/H/+du/tb//h1yxafYe2zLK1//w1Tz0iMYeq0E1AGpMlLRsWvuzn1/95ldfhNDeH05f//H97//x45iBfVStKpUIb24uX716cX15ye4pN88RO8dE7sm1p09aFV08/0u7zbQUq0ptF2PjzeTdu+9Pp2NKiZkBGIxE1IwBnCGN0yhFKfLxcO7H41z7ECE21J/mUi0XD8ImWLKCQhODD05EBEopEtCJiOWqwABqiF3XDf00jXMpFoJnpof7cR4nrjW0Eb1zFELnSikpz8fjdInBh06hAhiG9urF6xevf940/vi7v2ffvLq+coHmPJ3e3TWrmMbsMbx+9Wa7vrBKkuA8zzWric8zPNz14/mbQN4RO+cdMRM5covQZp7yh3cf7u8fm6aNa3adqVQRFRVdLAb4HI2OsLg7zCCEiIg550+f7oZ+KEW6rjMAU61VyAd0PufCTEwMaoioqmke1+v1drdt2zanXGt9uBt2u91mvQGEeU5NuGgDaQ7TyZxrc5pvp9O7t3dDP2iV/Xaf05xLCd98O8w5lRLaNhcZxrFdr6TI+/e3tx/vvQtd011dXD4+9P/4j/88z3OD0BKoKrJj9jFGNXhq3C7R5giARoxt2yyGFhVFJEIO7BbLj/fBiA3AoIpWsVqkAAJ7v91dnPvx8HhKYzbwKvX27gO6TK7Waptt3O9X6/XaDEUUgGqW/tS//fb7tmtBLfhwfXFdVtCGFQiEGH/7l/+hbdv37z/cfXpknJpGWde7Na+6pglrB5UNt+tV40xLPp16A8AQXl9c5GoIzD/7ktA10ZNMkeq2Qad+PnHyek7Dxdr97NXlnNL3P7wvZdo2FGNE9M5xkaoqPjg1WVIuTCsBdF37+vVrz7RedS9fvNjtd+M4AUKRej6fvvrD23H8ME75w/tPkb5VNefIBF5ev9qs1gQAIuu2XTfx8f7uD1p2+10ITnJ5PDx+/fUfpjS3bRtCM87TOBaAAACllPO5//jh4zyldx8+9sMcm64K5Vw+frz9eHvHDPHRO8f7/WZ/sVXb5lxqqY/z/fl0Op+G7759u72kbu02q4vecs3ZpDSrDRFOY8pZai2IOPZ5HvP11Xqz2t7cvPrtX/31//Gf/tPvf/+7m1cv5rk/nR8Ph8PF9vJiZWY6zX0p5j2zJzUZ+iGndDr311c37N3Nyxvn3ZSm2ITXP3tDjHOeD4/3pcxiQiFsHPMqqCbv7eZ6/fr11e3h0yipyFm0F+lzJhlqOp0asmgC09Df3jYQHUamKkZz0THl0DnXUsmnufQ5nZhqaLiJKGUseag5I8C5r7Wm0HbrzcavVu9ub+dSfNy8ef1iOp0Pj4+P/X0Tbd11FF01kzwVKyEwrJ1kEJiTDAnw3f3b+XF4sb2MfahQEszCRg7WTVudQWNxGx7uP53G88dP99f77dXlddfFNJ5zzTGA1HmaT6JlnE5i+cXLKw44lzlL2XchrhsBzVoJEIAVbckBfo7bkpqX7bc6751zLjglrVpAF7gcLj02BCJctl9IRE0TVm0Ii33zWV63YOiryNLGMn0GI5iACmhF9szgGGsxkZzn8eb6+vr6+ng8Xl1dp5R/97u///77t4j4H//j/3pz82IYxtPxfDr1IrBabYKPypbm8hR6ScRMSwYm/ava7qelzL8u3j5LKv4HKjp/mi5iqmDIjITomJsQainn8xm03lxeNCEwwjzPtRQHYOMwDeepql1f33i3FcmeWpM2TzJOPWTiiNVCrnJ4DPOcF02/SBbNIgXQEzERx9Bw4y4uLpzzac73dw+Jra5jc70Nqv5zQ/HpoBdixo9FMBE59l3brVerlVXFhpEc83q1FgRnEpzznoAJyAUOl5fX2+2OiKsIsC1aO8Jl07nIOOkJwbHE/ig4F7putd/vYvTscAkE/fyCIdI8J1V7IiSyxRibpo0xeh9UKoApk2NawpkMgJUMkZmDC0qm3mJwpvV0ekxpXq/8bndxffPm5nrD001J0+F0nO7vVIIKm1Jsuq7tYvBNIwgK4tp25X1bC0pBAsoOB5OpY9Gu1Hga0ruHt63nWkfx4FargG0eCbOod4X8kNJUqjKhx9g47+PpdEqjROfm4wOpkNSxqGMhyoxcUn33w11V3623Rmt0W5lL3+exWk2pcRaZ285td3HuaBjnx8MYgnkPpQg5Wm9Xr7YrH+I05cPhYNW0kokz9apsQt26ZSe5jN5nz+RcRAWVKtVC6B2hrLTxGVz2pClVUwM0lVHrrFLA+Me3iZqBEiqhOjKVlHLfnzDPo2NtY1i1HbiQZwjIwoLEYy405rkkwkLgKG6kL2KeKDYRY7u62G636yY4LblXc0hMSAsLDBXRiJbhLXxmyimSAGZTBCzEsLQ5CAmdk6qlFEMFI8I4j0omLWAXO7fypKy5asnHw1llahsITTxNRxVxzGUuxsAQmk2773Ze/XycchJ27INjx0SERFW11uqbUEqZpmlHC1RXiVj1J/IIfLLxETxtg9SsqomoiizjSQJEYs8+hth4Q3QOC4CleR77PsQ1EZhJTlMI3cLbLSK55mmcU8r2lFGEaATACA7BPSFint/TRICgJedqGh0wCkoBlMAWIh3u3m8uNrvLtUwVoQAUpIqkiyHaQKsUQy01zaleXW/i6uLqqvE+I5xBdZ56j4+vr93459uOYLfJv/3tdbeu337nxqmI9qU0pcw552rKFByDSjX1YJGoRYiEjecVoTclKVgLns6P4/ihZAy+Xa26XC3nU05JVZduWSlTGh8eD2+P/YfgfNtder8wrKUfjinlrtHdbsUuEjtAJnTITp50iAIyaznVfA/ySNh7zgC4XqXdVj9+fzvX0IWL6EmVJFdHTMgIWktRkWUy45yLMbrgAWDoh5yzqiIhkwdUw6dEYkRyTOp4WWuzyKSVmwaBINOi8nLMTwuYqUgtkkkrR29YC4haFY7gyZgEQQxD065WsNm47XY3FjkNwzSfGm9QuO/neUhIpiBGpORFJ1TzaB6xVlRlMwfmTd35lIZZXJRlcu4Yp7GkJLWCqqEHZlKlWvDp4rUfZ0pLr01VRKupKjAQq5IKV5HjcXp8OE/TBAgL/rFWBWMEFgNkJHYqkGYhkXa1UctjPynUWgHZv7j+4u7u/vAwpNmYBQxqre0qrjaRGAzFQAB1mmQYJhVUUQCaxyJSEKgJrhSoxVKaV6smhDCMOeVcSo0+SJXTqQcTz46ARKxrVzc3l1988Waah9D5dt08Hh9TKnk2EHKIMldJFYJ59AAsICCkhlqIYgBjESSkUq2CZATvPJqrZR7HNE/5xc2ruPXoRU0X5/uy4C6fT8qWhSJM1LatmQ39oPY4TnWeZ9FlY6+1VKUK5FXEOc9UnJZGlQAAIABJREFUa84Lkb3mpNUxNGzRgIML+83V5f5qs1lLlRyL53Ua7Wr/8ubmZp5mgT5nejiM5/uTir65er2Jq1JytSV5uG1X62GaS66SKxqR0XgYTIfcppXvhuM4jmM/DN40EhKhLPhv58QMEGMMS4duUZgw4dLSWnRYi8GPkQAIAFUMCJAWWZwoiKFVEQOM7QrJgQGhb3xLTh0FZvTBhUBdG2NoHDsDEoBaZOxHO0+pn5x3CFRmSVOpBe4+3R+PPbFXkPN4nqck5zTPB9CHu/W5CW3XNvtt1zTWNPZhza1DNk0pAzESgQCp1ZrnUrXKCfD4eDeP0ziMOSVViAFt1UieTo93hljm4Xga/u6//d/EW+TWOVYTNSMGNQFQH7jkGVTWbeMcg2nTrE+n8XQaq0rTtgDweBjGOSO5ttuJ4DCk2EQRAMD1ZlNr+fTxI2qd5/HiYhcCr9er3W6z3qzZUz8Ot5+Oc87rjdw9PG73u+ub7tyfc+1zHZzjeZ6JzrVojG3bdiULIMW22e7WzICk43jO1eXsD0c5PJz682gKplCSnM9Dt9l714ExkyCS93G9Xnvvx3GaxiGXWbTe3t6L2Dhm75sXL+5DXF3sL3/96784ng/n03A4nFMuDbMjznmOMSw3GVX1zq03mzTPKefYxl3brXdbI5w+fMzVQtfs9jvVqiifPt3OKbVdjJ6ZVUrfxCbG6NtIzRYCvfr5Gx+dpH46FCfKc77smgtsVuZlnMdctIylQBKoSsCOIRSXpnoUVpEpBnINe4+lTmoVcYGLVtFcK/aTzqVO0xGJmGXKTbEJKHGoqKaTlJSUQJmgOAEsWWrNCeZBHZpNOB/r6eHdQ+2zqRKyqCiZNkiB3BrdGh4ePixRWDf7Pcc2KVxsG/QRy5THY51DbOOqddt1d3GxnaYxzYk8KUExHSWbRUcOAZapS621pIJAS1T/stVfAjt1KfMMRW2JvUUiXDL2EdWsqqqZ8+wDLy0ds4UOFX2IQLRs9UWVkBwDL8rRJXIDTaSM4zAMPSEFxyKSS72/vyPi/ny+unqRU9rtLplCs1m3zSb4FTMxOwBSAX0C1aCoFZEiVU2R/wUYAX86LnpmeuO/YjE8R7QAwL9f+CH8f4rufH7M82bLljY/BceOGVTVJCc51dw4QtOf5nPi+TT253m1ift9t+pyLWfPmzyHg4homedUMePjlOvFMFzMMwF4ZgQR1SdEHhEzuxAaFxyRV4F5zprlsT+kVdjxm4vwFBNGRMvwbNFFLmNQei5+mSiSd8SgpdQ0nIeUUowRTNlq8MhtoOCRQ+NC160Q+HA4vn//QVmLVESKLrI5Vagmi6cOEWuV5YdhGJ1zFxcXRAi4EH7hGUNkzvla6rICIjIYdKtV27ZN04TgVRjAHDtGSjkRU62aSjAwF3wI0cQ8+DYGM+nPRzQNzjn2zA3zBp13OjOT6kS4ImwR/Kpr1qtNG2NqFpYBheC9D95FdI1HH4InKqn4w9EQaD2U4/DJus4ztNtVs1mzqRpwFiUbq53HVExcDN6hY0FINfWaq3Ph+HjAauvQVOe8txBymtI05nM/w915U2O33Tm/8TUVNdQSCXatE7T1Cq8vYrF4/6jnc+laXq8jEq/W3dWLi5s3V7Xap4+PD/dVq6ogiAcNJl6M2LwnNAZxEjztdo2jRiunyWpJptQ23B+pf3o1MiPGYMFVhKySzRiM7SkZ01AFSRxKZItsBsIghBWhmoKpsrmG2xqxQAHTKZVcErvEWJrAjQtZLTSrm5cvr9SHZrPeXXStBy1p7Lndeh8YghGpolYGYVRG9WRMS5gzIaGCVamqkvGZ9QxmT2N+UAI25Xmyjx9OHs8dtQ2T52azIojldHg4nO+9w3az2l6sx/lQzRy5LLmqCqt3oYmtE7dorogZnn0nS+G5LE4553EcdmCL+Pgp2Mk+9+6XuwoRwIIENTAVUDHT53pviU1yrvHRMSM5hswOzDTNc4grJmRCFVERAFKxWqXkklMupdQqZoDATGEp9sCcmDy3bwgJicC0SE1gtXHeUXVWm0CoVEyOhztyeX8VQwSimtKgmpcI5CUifplJ1lrmNMbgd7vmYt8QTWn+lKbxcHpge/izN23gyzoPAdL+4vrqpr263nz39tOxLy4i0aIeByLvHap6UGfmCSKYZ4zetWBOK6kQmjcruT7Ms9XaIWVRmqf+fD6Pw8iEHH0pcz8cDsdP03zg1Yp4Y2Kl1FrVBGIInp2jrXMrYgagJ5mcACqYiNUkZdDaOxo8j4jZwLqYt2vwnKepZHHBdSJsomS4nAktVRfCLIBjbpqm6VomGseplLIYSh0vpLQfw4afexVECIqQwcJiCGW35JwQoEPiBVe35KYhgGNTVlMxqwjGLIaLCsL7ECI2bbx58SIbcTx9uh2qAAoCeMBgoFUByCHG52HzUnwGRK/GiN5xRFiM00srRxHRjBE8cwQA4uA4Lkhbe84ee1LRm6oszB4TpeW4iaOZN3BmWgqWgqWAqBAiMYk8+VhLrS6GxgWEp6C1ttnOaRjnOYuYUtPAbn05nhMIS0EtoqJAEH2z3WwXrEytqUpJk6QkjqyJMYbmbFJSRdTtpq0Kc6mlFjIhUym55lmqtF1rUueSHJGPiKZaSnTucrd//fLV+Xw0tnbVaJWacpEqJiBlOJ372HlwJhxDBM9gCIoIHHzDSKYGQLrcGxE8MjEhsagp2Ha3i5soXJ9pmT8FWoE+4WEFEB1z13WqRhRjvEPq1YoaL31SQxQhU2J0YKwCtdYnSZI6NIfmCD2COfZdXEfXkLkiCkJkzioR+MCtOIwEAfUMB6pECvt2E4IvtaSa21YEMbQdAvWnXkr1GDw5qlBKLZbrVOY5HY6H4+lEKh4pBJ+rliJiJgDseLXuFmG5Y44xEMM09ADomAkYkRHI1J6js2fFSgxNG43UUJGpVqmiQD7Gplut16t14MYH6OLKhRoaBS7sQKvmVLvVpon+fB5Aq1aTalqLiNVsJakITjrnrAbzOA9AgIC1lLGf0zQMRzGBJvjXr2/aBoiT2dg6juwQEB2H0KzXGzWb5nQ6naUUU2OH5+Np6HsA2O8v1+s1ezoeD3PK6MLDw8PD4+ntD28VdkArRCBako1UNANaDD6lAaRuVu2rVy8v9xcI7tPdp+PxSI5Wqw0R3z0+pCyxXTXtbkpy9/DYtg0TeYddG/vh9HB/+/79d95RbDg2Wx9cbN1uvxIrj6cDoFWpRWoFCU3wMYzz6BANyTue5kkUiPxqvV2tN0TMnjeb9fX1BbHWmlI+AZSc55SmT5/u+/O4Xq26pqPgBjTv2HtXizFTjCE4161aJo4xlDKXArXK4Xicpvl87kVpv/9ghm++/LJbrb76wz/dfvo4DGckCKsOmQyUmNjxUzMZMYYwp2Ro3Xq13V+UWs/j4A/HUouANV1HDuPpnk4BNLs2NJGdI7AUvG9bdA34dt1su9df3hyPj2k8V8tY1FVbkduEtq1+nM/zeZqHOk11rmjoY7fybiZE9UAtVcymS7A54eKXMa61mC7pE1hKnnIxzWo4Zzyc7rSUKjOyWIKaNWsF79CTsgqiVAWzUssIk5nNVHuYPz189OBajk2M1aoxuM67yG6N3Fp//wgVLy5v1o3j6GzOX9zsyUesI9bRWYrOb1fNbtV8YOzzVGpZb9cueAXLJmwqIAgYjNisVlliNwjIkVvk5MvmXxfqgZpUAUfPCIMnj5uoVJEqSkQLZFX0Wb9ITOSevHQLPm3xIYuaCIIugnVTndM0jQMR5byeUppSmnOZ53PN9ebmZQjhYn9pQItzEckvEaG4ENzNEAkJDKRqLVJlGSP+W4a9f63htH/r4zO24ccEk39jHvhj1/xP5ob4k+f7SV7L094QwDE7IhGJwTlGNElpZsKmadomMrMDCCLM1FxebBGOfX/sh7urfYix2+2709hPD+OnTx/uHt9Vudpuf5tzB+CWuyqgMT/pbAg9s6WUfvjhYxM8E2w7/+GHD6OHmzb6y1Xo2C2Ja8+mJ3vanfx4tCIyp+n4+Pjh/ePbs7TbcZo0z6klChyZLIYGmOcqBeTc92/fvfP/5b9+9YdVsQKEIcR1uyYlNaimi46jFDmfz6rqnPv666/P5/Nms2VG0TLPIzE5xzFGRGxiQ0hmgMiOPQA675smxhhD8KbOObc0mUOMKWdTy6UaGDqnVUuptavrdQwOVPJ2u2liOD2e3r99p+fZV0glpVpDuLi+xqHw3f9L2pv2yJUlaXq2nOVu7h4eC5PJ3Kp6Gc2maQHCCAL09/VRkKZHUi+q6upakplJMiI83P1uZzEzfbjBrGp1DwYD8SNBkAx3jxvnmL3v87wk9H7oDk1oh4Yc1MoAkoODL764T2NsCO73PUqq6/Tb7y+lxruvoGu0idA3TRduUKGmgqHxcVAp81rHeXUeD/shkK3X5+fT077ft33DCqfxOp/nGf3d7b0fvEJ5/PA4T+n2/u2c9XRZV4jIcTdEA7sxLVJyWZ8uL0PUL+5b8A07+PT0dDgO5KNpjLG7fbh5eHf48OFZJKV1aZsdQyANAQyhJl3XcSWwoW/I0jA0794dhu4Gzc1j+enHJxVpY496eP4k4+nsiYnDbn9zf98NHaElK6BAKg5fdZ1GqNHpEOn+2HnGr97dmHwcLy/Pzy+gy80tHm/vyDRxLrVOUylFFSw4DM4iZRW4fXP/7ptfmLqUdF4FpKY5+VAOfeQ4CHhFIgg1Oc1BC4APoJFMGDwDEwCIlpxzyiVnRmagKgIChL5vGwCQ6h5/Gn/1d+8PQ353O4zX1EUXnfMNr9GBVSmC0HZtdMS1iBbwHEQxJy2pPqXn6XksWZidASzrCuRVDQCCd+R9riBSVatKATAitgKAwITwOfFmgEav/hAkJBMARmBmVhD8+UaIyETBB2ZkciFg17YxRuec976JMcZIxClLzqVu7VYgE8u5mgKTD6EhDBulpmQhQnYO6fNmqa6EtY0sMgLDMISH4266PH98uQ6tZ5ZpPb29PQCVx+cPmFckCCGoAZJrmn57ODBRWiaQ3EWU9eV5np4/fbiOZx/gL395s+/WyxnXde774eGL26+//fqXP56///Hl5VL3+6FpIwsQzswUAwIwKABs8Q9y5GtFqUCAXdOG5v7mbvrxh1NJoFoIY0rr09PThw8f9rt+v2tyWUWy89APIQTOJT9+eJrGCsZvHr4+DA/74bvovmTaA23qRuDXn0OmuVrKkhNIDgHUwHIhELBMkIcuypJrWnxoiNETSUrg8zYlBbCSc0prKRkBmqZh5lqKipr+0/L3Z8q+iphUAGXHLgTSmIpWRkJGACsia4JcABmIXQgxBJQwjqaA6AK6YEA567pmKeaAcpWUJGXe3xzv3777Rcb/7X//u+eP4zIm4ABcTasPXokVveOgueS6pgyAITYDgN8oK03DWR24FsDMBABUtxliA2DMATCKFEJyvLnjXn9wigiAmFQk3aKeBgzgclYkM2PiGJsByOecEZjIO4dIDpAhrbShZaMzqkBVhQECUZOmlQHAU54zCLahWTmnXKrCcGhiaBi8qkiWlPOypJwVDMqah6Zrd4MVm/wi1fqmNdOmWq3mJOXxRJJYxKpAWtkBIUCpxMhSAtQAEtF2IcT9nhylko7N0NzzNI3Pab2Ml5qSlTKfr313ePPgu9gzGtG2/9QQPHta17ThDYhx0+FsuDoBqVA9RAC2zwOgP9FavPYkNvWxGquxAQAEgNfvZTOHyMQW2KOgGgfv1dSkeh+YABEEc4yxiTGGkFOax/HH9+9//OGHWuqak2OHRON1nK6XDz/++OXbLw/7GDH2YTi0exSNwJtLpw3RgSbTNa1lXTVXBrRaFbDxIZBzHDTXxofjbl9TNgPPPgQfAKporsUQ2bvYt0zMjN5xjMEx9t2ekRBhXdJmF5AqRM4MnZtSmYnlcHMDqAIVmRFJ7VXwo4LjuB4O+2Fo+7jzrTQdsq/ny/PpcvEhHI9vbm8fSv3xEA8PzXA8HgFsGucff/hIUBH80B/63b6JraGNy/U6XsdpDr6kxayG63lStf1uT7iO0+X0/FPg2ISOmY3QuWW3EwObl+X0/LwB54Lny/klpaXv+lQFUp7mtTxfREGBpjlNy5prFS0ic87JOyRHBpLKUksmtFJWRru7vfGx69o9ADw+Xj58/MjeGTypQRFBbg7Hzij+9Pi4Xq85p75t3tzf/eVf/PLj44cf3/9hns5fv3v75Zdvur45P11OZwodN4P74t3x3Tf7x5M0Xfjiq3sge3z59Psffv/wZuh2zTQvl8uFON/evOna3TDs8XWVUu/v9wZ1TTDOAUDWdSxZ1zXH2P3rf/WXjngc51pT0zp2Ns9LiK5pO8aGiJZ5KXlh1tiwAFSxZU0pP6aML+fFe76ML6L613/9fxhUFxAJ+sY1wXPg9JLWtPRdBwhZ6jquqebGdb6JTd9Sqa6Jx/vjmtfLOHbjxQUe0xq66HvfNvG4C9HZNM0AWYWIue0b37jr6XE6n6BKDA+6pLLUrJ6PNw5DTnZ6GcfLKuKKsrEldcQ5Et++fVDWMeeX80u9ln7XfP3VW0aUnLWqidZcDEjRHOP+sBetVeV0eszrKlIcYq8dQwCxbY4nVbmJ7AnUlVWWmoB4sbyyyOAIGJrY3tyoiqG66NBZaBmCEQsbN5FyGlGyZ//duzcuNqxpaGjfBYK6b0Lr6fL0yMT3x+Ph+KDqQxMpuAxiNQPIWqs3cMzBBUcOgbRalVKqOecihuBZTaTmmpOZ/wxXJjMQFRUrpZRSAF5v+LlozpJyTklSLgbofIixUdW0TjWlTLauS8mZEYP33vvNyY7MoYlrSlX0y3dfXS+XeVmt6rff/WK/O+SciiiAiZrqz9kkAwExVVOxV4yCmORaG+f+KXUT/yjx/pcinWZ/XPIhwn+Tq/1Pe3D/pT+zScO3pA8g1JrfPtwd9jtCy8sEoMfDcHu82XzrTtWtqz49jWE8G5zXNFp9HloM/jY2vm3jUqamQcB4OAwpxZxxzdmsGtAWg0R0YK/leEf844+fXp6fdi2n50/xYU/kiBxuJAdT1brp0QEUiTaww1bqQwRCmKfx+enp42n1VykZx+s1Dl0RPc/XQQ/o3ZSSFZ3OY17zDz+8v7ndv/nyAZnWJZ1Pl0Ch6/v98ZBzXpZ1HCciKqVM0/zycprnqdaiWte0jOOlaRvv3TRNTdOUXJdlDaFBtDmtzrmU8+XyUkoOwUspPjgTTcsSmlBKuV6vBuicDzGWuukbbLqefyxpvDxrLd7R+9//7h9+/Zv7w3HX9CKy+aE+PT89n0+n8VrNYvvy4adTSqUUUdHGx3m8LvMpMDK7NWWQyhC7od/dfIUQnv7wD3q4TT4+VVjXnJdcUlnm0TENQ/v09CNYOX/qhj6q5PF6Cbf3yjEvtVyvTqkJzXq5prFWmsbrvJSSoRZwhmm9nNO6MkIXA0jxng6N5yGSwzS+YDPUmoDs/uH+i7d9193WAuSFMTWeHm6PqN4sdE3XhC4XddyGeNs1hXEp69Q3/cPt8e39wzqnZbmUlO9vG8+ByJ9Pcjy4t4e3UoF90w/Hr94ehhZNroQezYFUACQ1INWSLF+DK/e3rdVS89U7a6NT8cH74Ixpjr5KsZRBJUihKo1SXWwxmUK0r9723373cL2snz5ep9Pl0/efbo71Xw1fBepav0Mfs9SO24CDx75o1cKkzqH37JsmlDKlNIEhk3kGIiVSNpVqiqjKROg4eO5Oj/PzT596lw5Dd3+7u7/b3wxx6Id3775c54uZPj89r0tC59qmn5akVQF0HlPrkGnLSCNtmhEiYoXX+DEZaIzhcNiH4FRrSouYRyJDQNONZW/IRSyXjM7TJowBepVXim6dPSYKPnZdj1C2XaX3oWnapmkcM9Fm2qPtqM3sgIFUm6jeh8/0B0cUVUllo1B6AFDBjWxKZF3ng+O+YVLoAg4Nr+vZLD3cH/ZDb0GzS/N68Z7dpvijjdZFIpCzeqEmdrfHoehVi3z88cfp5VzLMl1fxukEkL03Rousi+Rf/f3frpmZdz4c39zf9wM4JhNFw1JSKWJKjsyxgZVak9TFLIGmWiapK6IysaOub2G1aoZt069t512oVUopqhIiNxaqtt5VFUyplgKq7Km/O379cPeLw+7rNjwgeyT6zPBFZjAlAxZBU0JjrSAqUoUMNdc0zVYLmTICiqhVrQVN6dVwuDXYNHjXxhhj2J66MUZ2jEivBu3Xnzqw7aF/hlmriFSRoslKZpCaI1IgQlUWIRU0K8tSTDlXrYpGhKyKCkiAbYhD2w5NGYUJVFSXdV1SysK51qpaAcRAEZFYwbYoNCgYEnEAEgVS2wgsDECv7W01NcVXw4cH4k1VIQqiJgrbZpZp47ltVXxUJEMS1apGRABktgXfwADZBQUuFZA8AIkBANIW4HAR0UQsV2GPBHy9rsQWfNeEisaOAoMnYzZuXCQgQ2x9OzS7XTecr8UhB/KrJRQAhbwA7qjzEffogecpQa2956/eHu4fHtquI6ZlTSmXWiU43kplDtk7bpr4cHd703gv+d3tzZqTmhr27MnAruP10765jLthODgXmUIIfXA+pdUsm4JqFs1FUI0AVU2rGmYQK0RUIaNXDlAtiTUA7hXf9Edp4eszYKuhIxLS9gYhECmQAQM6QDZAUfu8pRU11K0PxsSvCZ1S8jQviJhLyaXkWiapNaWca+26LoS45rEI+4DOfcGe0ByzJ3IgBQyC8847wa0jrRT8khM4VFPP3ju/vfdE6IJHRjbnO29GjL6iqYEiIxMxs2djB8zGWEwDIvvwmVAMIW5PMwfITE4NwHk2/9pIJN4gggobtYRBzBQIaZkSgRG46IInS8uKStG33ntGb0pgvCzleb5qRSTIqdSiZa1EHI9d1wwhxlzX4EPbdoC0LpcqKxqH4NsQPbNjr02TuzYXNxfn0a9LmpeX/PtPRaSKiGYEIwTnuGubuLvNqt8/nkr5tKzVDJCYfBx2N+++++qLL9/F8AXhrpSMZEimtnHRq9Rcy+II7++PQ985puk6/bv/8Ff/HjFJjbEhdvOa/tN//usffvqpHfZ/8ee/PAzNusxN8DE4QqNHqFCSrMLVNdjtQn+4Z0bBhTm6Fpo9hYy+xdhzVaWo7SHsj/1xP7Tt8PQ4moavv/nFspZPn54Aod8F9uoCiFSDbJDZtUM7NM0QwxkU9vtBq5Saj8ehlHle8u3dvXetVLqe18vlZZpm9jIcOsLucqUN+VerjFMym08vP+pvVzFb82W/7/t9SwRV8ss5i1UDdd4hI3vnvDPzilhFfvz44WW8IrLzrtsN9aqfTqenywhkReYYHXu6TFOEjJFMqqCgsvMEaLXkWpIH8s7BWl0Bp+yNP/70VOd6eZ5KAvAx9DsGZ+jYR25ngHx6fqbeq7Ou7ZMl5u1QjSakFVItzuO+CSa1mFSpG/Jke/Qzs3dMJaB5Bq4qJuCDD75FYtRsJcsmOA6Bh64R60LT+FjJASChoWffMDFMy1gtOx9dBGAhp6GhLEmKxAB1vabrCRDn0xPk9PbutqqJ4eX03HQ3SIBozrOBK8Wc54bYO+fZg0Jei6kRIBGbSEkJ0VJZN1OUd0xAJRdRBUBHHmGbrkvKOeUESFUhi1W1UiXXmouM03wZZ61ZRQjRMXrv27Y9HPYblElEcpVd23351Tdv33315ou3TdMcj7e5lHVJ/bBj53gDyJi9jkwRDfHnUMQrm3HD8pl+7qW9Jq0+3/fsTynIP/M5P+u+8Y9Qlz+qceyzhMD+xfXgP1nu/deKfKa6YRg2INl+t7u9OQDoqWYw2e12G33EAYRpLM/PY66p383MWVQnXLReg2czidE3XTz66Pztzc3tNMv1mqvkjc9ZawVARDYjMGL0HPnp8Ucp8751jeV63DF7Zo+orwTMV/OPAhh+Fh9sVz5E80wqtaQlrWuxa860Lou2jWo5n88UPMeYclrHNc2ZgKZ5fPP2/nB7AKIPHz79zf/1t21oHx7efPdn387zfL2Ol8v15uZYSv7ppw85540tkXOa5vl6HbdtTJWiorXquiYij2jLsjZNU2u5XM8AFkOQUpom1Jwv59P9/V2t5fT4CdH52HRtq/AKEhLTZTo/fSz8SnfWtu2Oh5uH27tciiESuQ+fPs3rCsxi6rxvulNKq0glNCKqaV2m8abfK8akUlPx5IibCmGd0vn9R55G5rCutRTNqaxLPp9fYnAPD7cff/oDWq7zkFpHUCXnzJYFT09XEN/FIbTd9eVlyVOCRRiTyKUUaru8puv0cb5eW+aH/c7Kuuu7Q7yLXbMCXJ6eV7r+dJpOp3PX3x1v7x4evn5+ulyun07Pj8tcHePD3VEk7PfHu+PtsnqkvuksNkn0sqTHfe9vD/e3+4cfru/TvNSUv3jztmt7VT3ftbBvv9g/VIVtSP9w27dRrY5mASEQeTDIeZmnc0nXtDyDjEOD61Kn64snpTaCYhMb0zqNj6WQKRN41KDZlyxKlmtdUj4crGLBWCAmipWCXacReVpmybNEbwEgbJ5RY0eeTbUIqMbgb4/7lPbep2WZTKnvOUYDWM3mDYQL4MGMGAmhbToTPD1ef/Pr5YuHW1SIITRMfRce7h+uF57mcbzMUq0JsYnDmhAtq+Iy52bodsO+jKtCxlf5w+uUx0BFFcHF6He7vmkCkYkkeKXZG6IRGKIBU1UxMWLbUgAbtcg5FCMTBQNG8j40TSd1koqmRkje+RDCK/mWPpsu0YgdAoJoCOZdZGYiRnBgDOZMGZQIyLb0mAAhRM9Mrm1gv/ORfOMgkp6fzszaNk3fx+qK4CqWirIwMRggGrIZVQHM2oOLoQMfzleZrvPvL7/t28ahqiyXyyeps3Oy3w8AJKW+//79NGvT3B5uEHlgDOP1Uqu5GE2SiZghQUbIaCuYmiwiM1oCS1pXg1o1F6UYbqCQwRkHAAAgAElEQVSWnDNicBxjbLz3r/FaelWTETpDBGXmJnhq/OH+9qvbmy+beOtxr2yK9TPpHpgBiYCDUlDgWmGVAiAGoGoll7RkBPPOsblaRGoSn2BTcJAB6qYRD97FJoYYVJWZuq7b5pcispGpfm6HMxKofv7EiJQquRQtlU03UDWhbW+bKarWpWYVVxJUQ0RUMDEAY8TGuy74LgapHJ0h47wu58tlFcwlK5gRygYw/kwJ2m5zuPlJ2AxANoraJq35TGcWVXzNJxJsOX9D2I6onwMkW/ROQT97UBDQDHS7QG70PMTNPankPBAroHMeANUMkQmZiD2xSK0qIBZi9JHH6RKYgm+6DqBidA2jI2ACDi4yOSNw6MgIBDUrGjlyDknJVAGraVGoGp3P5FdNWkvb85e33V/82bt+6JGolCq6gVFARREx+oBgRNjGNmhJ51NLRg5F0XkXYiTmwcc+wlKG3e5GFWsFVTdPZZlGNGE2QgXcCFKOA1lVKSKqYMbGxkoBOWCxXLSwug1O9orp3SyHplsJUlSZ0RDFDOGzmo4IiIFoA+MgEqARmGpSfc1OwoZFx6KGqmyKROKcgK0Awlw9qg/mg/JanYMQlFxVq9VsowBv/2hVVdKqUtmUwAjNI0Zudq3HEDkikRbx3oc+Kho56WjYcPxLSrWKGigiMYEjIEQC27yi20eLeDtdsHcIBIbIDMSmts0OAE23vhAhbAJnIERHaAZGyGkpIBIa9BgYZBkTede3DTuax7SuT5fzjJdlTDZdZ+ccE6Mxo2fyMbTeRya3lSS9Dwbo3Lyd97zjEDwjxui975mO55nX0rgQ0KY0yceX8+U65lpiJCZgQh/cL453+7vb6/X6+OHj6fmUVvUhtl3Xer+7ffPn//rf/o//8X/aD1953qmK2PZ+KTGA1ZRmk+wdHW6Gl+enTx8/VLG//Mu/ePfu3ZzWftixD+fL9aenx/cfP7Z9/2//+3/33/3Fd2mdY3B5nX/1//y9axxHbHax3UXfOXAaGg9o5/nZS1zyCl64AYpmrkit4GV/2x9uh+PhcLhxhKdS3Jsvvvzpp4+nl5d5Hau13cBii1gSWwFK8MNutzvePETf1lKbJi7zSCz7m/a6jqJye7cPvp2n8nI6jeNpWda+b2+OfRN9bLeHA9Qi7HVdS6nz03MSFcDS9O5w0zlH56dxnueNbO0CI2HTNk3XlFJzrWtOv3//PbNrm/bu/h4I1ezlcpmXBAT7m0i+larrujayQmQlqB7V86a23IixHXuPXK4pCJA6QD69XC8vc8nGro2xxX6gTeeLrLjUXJZlarBzg+/7vdMVna1rZUOrCkpaTQFBGKqBqQEqqJEBIRMjEDNLZUUG76wmUZViQdCzh8CSMYsAUujaThBcbGPjkMuabDu7Owxdw4zzdOWGQ/TNPhQx0yKGpVSoLAHH0yfWCoDj85PT+s2bN+fr9HKdLuPYtXtHuMzT4FvnScGcKhMwA6GqmUllREZ2jlTETK3kuixVCjFqySa1llqrICI4cM6jmamUWta0ioGBE2Ng3kaIorCmsqbEaITo2LUNB+e8czEGUam1llJrFQCKse36XT/snHNN04DBNC0b6Zmd21BgAFt/8I8uNtjuLdvVGhEQyOF25fuTiObPyczPvkDV7dD2/+Eh//O2Hvwzbzv+19Au9nld+CfbP9t4OADmmIL3RECEwfmubUzFOVdrEVEHEP7w/Yd//Mf3v/zz/bCLTbMXrV2/L0l//OF3TT+g56ZthsNd077dDbcfPrwALCKJGABgXZNsJQnb0JgUvC/ZpBgPkQEJndStTvKKz/lTSqeqgSIh/fz1M0HXxP1+OFowN0yjTDj9/CIiYvDByIFyIM/sRZTZ39+/UYSXl+s0LaisZjHGdU3Mrmma+/t7Ecm5zPOccyqlhABVSoyxaRpm0vWVu/nzq0xEzM5MmXE7OYUQhq4rhPMFQApKdWAlpVwqVYldS0xaamhcLTKlsfGNGeZcCV1qc7b8eHk2xb7fp1TmaV1z6frOU6AKy/kiUtrGV5W0TNN09SZ+f9MPN+s8nZ5Py/yHl+tVvm2//DNJtbJvmcPtzV0V/fj4+HE8JdQh6nj+tOvDm+Pbul4lJzahss7j/On9++gH2916xpfLKZWCkSH4XOuYphjw8eX061//iqvcDV0s97Ys/uZIh76NN1Lq+fHyDx8+/eNPz98/jvdffFOt2e0fvv/++x9++Mfz+H3JiBCbuP/FL/7NL7/99quvvxVN3lvTguFY6iWls8K6b7uGjwHOATOFOrT7oW8R9a/+/b8emv5hd3e+TM+ny/k8txEcFq3TMl+863bDDSB8evrxb/7v/zRePjVRb4+xrC9pOk3z083QtF1r5gnwchlfpitT07d3Q3NYzkuZ8zJK27VSY5oADuF0Pv/nv/vrftg1++Mvdt+ZP65j/PDhgxTa7cau63b7IU/jsp4BEkCqtZTi7u4P9w9f39yu09SVuk7X9d27ruuz2fOaaq0igoTRoNOMtVxihIf7m7Ls0rIStQBhneuFRoLod6Hrd4Akik1DIXSITYykkspapUBw8e54d/70VEqtUEqu7EsReT2rSWHvvEPvYRji0McYGZgIgbYjvxhIBebgmZ3fnDeq1jXdfrfb7wepKrnUVD07lZDYSUVQULVaRNWQKGeRKogYYhOaTiynoiC2cWCYuWniRr0XUe8icxCBWoAdeAeMEIMfhuZyvThHuyEMDTkQrLn94na6nq9Pz+fHT/7G77/qD33vUp7GsTdgQAMWBVBy4Bx3CE1NulzTh58+nc+X434/tN5R+fThfdPQ/f2wXi4VvVbYDzeOrdbwu3/8/ZxBIHTD4fbu4Xh/F71GT6VqTuecTqBzE1vmnNOFUZrIDPz89HyZz1nz3c0xuJrTeDnNy5q8CzeHwzA0fd9P8+Pz48vHxw/e464/Dv2x5pwZm7jf7fYxRgBwgSvIthgBABEQgYAUQvDdcBn9ZVyhXvrO2r4ZL5ctktd1fSBXF/f8vOasPiSR7M0AbCskOAZE2LJqVS2G0LWtc+6/1u62V717zghCAAzCIIwCBI6UQUBNxUrJmhf+TDMkFxyDA0MTtMooQ9s2LcWWDHSaxykpEoToJRMgyPbhIDQCMTM0NNjWcluvdOPjb1Y0YqYYoJiKFKkbY80F77ZXyQeqTITEjoDNQESq1G3wIVaxEFZCJAUQBSAQ0CIVCH2MUcVtN2wiJrclA1RhXRfJlb0b9sOw78mhQSEHnfdU0KNnQAZ2FBwbs1Owkurz4/P1ei51cQGdg4Z905CCWhVJy8ujBt+M5/l6Wvo2hF4iZUiXVRcA7Ps+Dj27kNdUSjG1xgFt4P9lfBzPplpKdTH4GERUDAApxhg7bva7WkrJmpKuq5wv6/kyMVHbte3Q+s1z4wMy1Vq5FKnyeqpw4BoHC2bLXJMD3mh2mx3l50mzbDvUzYoEtgknc80AhgzEuIWXFGTDACBqygugEtjntC16r33vjsf+4e7ovVOVaRqZ2Xknouy8qrGrTdvsD30uYxqLko9ts7+/s5wzyOV8ntcZgqPOa6BrztOaofHf/OWf16XUVPv9jomdd877YtKAa/kAYmUp9nLWlGquqWTTyuq6xlVQRmq7CJ6qCYDgZ8y7wc+4XFUEIBBVlSpqzABAyMybehdYZfvGAWAwgZoqSINKy5h2x25odgXkd799//h8UoC+8t78Oq993w797nhzuxs8u6YfdswOAEKItg1uEPq+qxlywjQmkUwMsQne426HzdotdYghFqnHaRw+fvzNb3/z4cOHOav3FDnEGIfj3d0XX4buumSds1RYh8PxeHd/vL3/5rs/+7N/9W/+4//8vwzdHUGDaLmKinlPhlrLOl7PseE2OiL7h1//6nx5AYb97eG7P/+lC459Iwbny+X24T52kQMf749ffftVSevtzWGaL9//9Dtw4CJ/cfvmeH+kQJ9Oj5fxZc0rEYYYxGwuKzgDp1O+LrlkKe2+aXdN00eVMOwlZ0Lm+/sHQ/z1P/zNshQFqDoSK0BxDCGEEAIhH/ZHAHCOc01V13YI2HSxdft9Y8rLtOQ8G2TnoWn9MMSua3yQy3TNuXjvcw3EGEPMtUoWYCMHIVLXNeuU0sqfZR2qIIfjfrfbffjwQVTGafr0fPI+DMOQ1QxtnsdccozcDM3xbp9ryTUDYUoZkqoj8eyR/Tj7NjIRVCUwFaRVOvJAqMTqQti7yCFXzOY+a3VrrZrPj8BTexgAAJFDcAgu13R6vnqgSNxwQ5HBcLkkI3QuhMZd1zGnFdCIgRCy1JwyGrVdAw7zPD9++HBf7m5vbodhJwksJzMY9vum2Tk3bmxniDGvAiLAFJthGNqu7VBL37bHL++en06n5/N0WnbDIcZ2ml5++L48fvgJAErWQ9PsYpvnZTQ99sObm2Pr3A+///27b/l496ZvmnI5TznFEEyMgVvfOnIMhGCxi4iYUlZmh4YM4+VSanWxAUQgkrxuA+ZNhJ2l1pQQlVwbmw5RmnZgH1wIMUZPAELBwX5owCzNyzyOZlZV11wAcFnTr379D/s3X4Z+18RogN4FJjY0RdOKtj0M/9RK+rPDhpGNGTw5RuatVf/PuCn4X/Ix8J/82rwB/9zH8P/fvr6Fv7a0PzE+Pj+q5Ifb29vbo0odxwuYmpkDw1otZVuTigZRl1ZgrAi+6/fbaNo750ObUvn08R8/flynWTf2JzM7F1Shvjp7jBCdC4hIyE3snCAYpZSlqoVX1evPlz1R2UKdQGj06jxHrISCUKUWwCy1lryqZE80dB0z6WcJ+jYwCz5454mcaAUg74MZqgIRv/bRAZidGYrY5lotpW6GPRFldsz0mexCYVO0AG4xOkQyM+edZzYRMqBtdZqTiXiwvm+dj8Se2ZWal2Xc9Tf7vr/ZR8chr/V0GoOLovp0Ps3rvE0S2z6GJpRSSymoFYUbdgrmDZuuz46wlv3Q921wrP0Q0zo+Pp3WPJhAZ75lYjK1sm+5Kl6j9R0w837HNfdDF3ednwqKQ0e+5GVdJ9XsG6i4fnj+/uU6GnBDByAUUHRYdA0tfvPdQzC5bZu3ux3OTR97b/L84fGny/LD03i6rtMEywqPjyPxj1L9D+9/OJ/PaynrXAAKWPjlL777H/7qP3z17uslTQg1BFOYq8ylzKKpbfx+N7Tudl0nsxwCia7rckXWNvi+i4TYte0Xb4xdx1Rfnj+sqzpqSprbpknTaXr5+PTpe6aUp+goS51BSkomQswc25aKzxmv50vjT7d7n0a1pLbK4/Mly2gsp0/5dJ4yjLtDs9vf7YYv93dvDeT9737929/8ug3dzf72/vbuh2s6Xz5USeSMyKmdLuOlWl3WT8Oeb+/upnFBu/yff/O/Pp5+New651yMnVa3LHJ5mc+X68vLM9Ly9Tfv3t7d3hzarkGA8unxaRphOXbH4w4gpGTXMffY7bkvuaZFSio12KYQdew39DkAeOcwhKVkqxkIRMoG117X6Xp9Pr98XLLVqibiEBiMEasSUgAXDXFLw+c1X87PUtM0LSDgyXdtBC0zs+cQ2t5zy96YHCF7z8zOzOZ5Vghm+DntQMTucHvzzXdfT+NioD74ru+bGInAewBAVWQi77hpPFgbgoDVtFZgaxw3oZW0XgwUMNcyrvOujV0TPO1hXmoqJUvb9EiNCKmyZpvnvEyZwO+7GxCwArFtv/riG6aMWubrJVGtvnv75qt50fOlrCv7gEZhyWstI+GwHzwz51wOexwvVtd6GNzNPu774FgZ1MiC48YHLIhCjv3Q9URkdr2+EnpKLRWV+vZwf3wnkgniMtkyC6jjlkQTUPY+E0+ohIYhBO8dsBUxUVUUZBCTtawkQqlWgFy16fo3X7RtSONLvpZMpKZ5Hs+/+ru/vfuii72YKpggatdGQpimcU0lxH4cx1LKz/rQn3E9P+vRzHRb76lkkMRoBkQgRErOwAF6RAYwk1qdVUILTKZaTUAqcjU1lZzzuqQltj17JDK1WiQVsaaLiCg5oTNAVVBANARABNXNBwQkQJ+NfyAbPkdNTYuhGsoWRKVAIXpCpM3nSWpItv0t9Prl4JaGBMaAVLdUjdu2T7VUQ90f9/2+2+YR9lprfx0yiujj0+PT06NqZU+7fQ8kCtU5bJroxTl1zvvxMjM5k7SFp1PKaVnYU7+LfTN0rZ/ny2bgrCnnVOZ5kSB5LJYt9Ewm63T5/ve/Ze+ZHbtQFatsRVpCRBMFAFOrtUqp7Pj+/mFaljXl+4c3xE4MiRB4rTCN44zkAcP1uhp6IK9GRM77pu2G7R7LxOwZyJGriBueyRQw5Xp6uVyuKyB/9sq+Yp/+OGrdLuOItMkJDJZleTp9muarqgJ5BCBAdqBaVAqY4Ks+t0pFIFDNRK334D0QiUgGKCJFFHPJzgVAMijEkdhE01zqVMBKqdMIJU1zO82Xcb4UtO5u193eUNtCoFry6XwOFLq2ieSbpolNRMeVdJH89HIiQu/4pju4eZnX1NPODA3IszNVK7LUpFAUGaq+KnVsC6aSGpBVMUiyila3JWKLKKoVUEAwIvKmBIoAqAJGCgBSlEi1mmQtSVYpaa05KyAyOc8hpYJIjoMqEoGIzPMMiAoqkHNNpWZVY6Z+6AkrKUTnnMMtsL0FvEsWtWQAyG44HIZhN05TbDziK5621Fpq3Wb7zNx17X6/O+wPXdMSYq21lpJrRRREQCZ2CGQIoFXWus4v6UwWPK95BQZymMpyGU8+hCKnyzT+4f37x5cP4NRIqpTL9fL++++l5mW+Pj6fQtO++/rbL798cA6m6fz+48eX82VNhR3Ghl1gQzSmOaff/O4PsW1CDJZgnOfATqUuJeUVTy+nkiWldb/fIS9mi8gamxhDW3blsN/3XW+G2xi1VjA08pjrUmupU/7tb39bMy5zLaX0/bAF1eZ5JrKmac7X8zxPhCy1Ou/6oW8NSq1dWUPgUkqtrm0jqC3LokqIW2FMq1RiLlXU4Hi8ORxunA/XaV7TuizzmoSduipMruuCaFzX2VatUpFCNctrledrP2jXNoGcGdcsZUzmUJiZcM21KLKnhJLKUtapZkWgJrZNdMH3QATkDCiloihm6DBE8p2PQ+jKmkoRAOTgCRwoUaG6SK4rkBKD96y+A8ezCWgtoMS8LOvs55vhpvGNeliXYgbBN1++OyJQ8H43DC/PT9P1AlK//fbr/X4Yr2eBpW3d3Zv7VdPLfFkvS7SGlWoRNK0+O3aOnJkt4+JND21E37YEkBesKYBGUtPkWdADYWXHpFrTlFJBheij61rHjkrpGMF7IJCEpOAIZMvaGXEMkanxTITsXdv13vfed8635/NITMzcxCaGWPNS05quy/U5ffrw0zSOjjjXKqIiSuybbtjf3DZdz84B0abmfKUVG/wJSQXxs30b8bXq/Fqq2SCXhIav9bN/imzBn0XorzeZz5+tjTn6s+/0M77kj+s8+NMt33+bsWFbQOLrf9JzLmVelloLQEg5f3z82HiPYKWkGPx23yNkj+wV3LKqmqyLlJza1rX9blNIVUPCJuX68ePH88VS8cSDwsY13pwH3DRNqgUZmWlDA3ofyYoqlFJLrapu+2o/X/pMVV5pycA/H1kQBKColJqXvj/iLuT96pgILASHYKpV5PWNsQ0NSoyAGzAwhmY7IMhnMTuRI2IEVdENrlpKcY5MTapu61YzMEMics4zO1UAqFtvwcy89977VKqpoVlgDptlnqhvog8NIItalap5ie7meOjarkHgy8uyzDnGRs1O1zOAoeG4XPa7Q99G0PD89FTzWqB4AkTHhEPTVmZZ0qEf2rYB0Lal0BjgDDiZectdQwRoc5pqHo0guHI4eCLwQQ43TXSu1rVKBlBiP07juEzgoT92Cu7y/DLJBaF1si85Z1ZyWCyHBt7tjrvAB++PLtBiHiITr+P08jg+fbyOlWsOhENK8PjpvC6/W6dZRAiDat0s9g/3t99++9Xbt2/n5apSHJvoKppVi5k6Qu/8EN8AFIN1Xc/T8mxioI7J1ZIdU9w1LrRr0lLyy+mTVCQMeZ1r16f5BXVdp1MtF6vusIvMAqrrmr1zPrjsqJQ2re70fI0+BVy9hcaRkE4poUlwTVnHnGSSfLpem34+HOq3X/Wpysv1x9NPZ4/xfv8wPd48G61pFVVidi6Kpmkpa5mQpsHtumHPDi+Xy48f3z+9/NZ7cp73+6NkejnNT4/XcVpLrqL1zf3bL95+R1i0jtfl+vz0HLgs80AczCwluFxLljU0y3hNKQkIliIbXszUCAjM0IyQmBhfEwK4gSsQ5NPHH6z9e2u6tWBKuaSEJaMqAKxJgKJr+tB0AFhrVZGPj78/nT6N1wWN2tCC1JJWqUJEwTfRA1Jl9oTkYgMALy/n/Pd/7+KOOFYlBTJCUZ3mMUZ/ejmrSojeQC+X8/vvvzczURNVxHJ+eU7LrFq11rTmYpka34WWmZ3zsWmRuIZcVasoOApNI7lWZIDKHIA8GGuFVPM0LsuSHIXDodNShsYdhmboXU7nl9NHTVgJlcPN4cZ5SekydKTG4Dycz57Vc20jI6rperOjaU9W8O4m3B/b4z6ArVpmMu1aB9T4TGAFEYI3YmAsWhewYkJSKxo1cUcIyzylVddF8wLeESGmPBW5+IAVpNZYpCNAJlJSUBOrYoVRjNQQ0LusOS2piHHwO+9NnCRYfPYOEeo6j7/9za8V33zzi1tmEMnLPJnvVIrUklKa53map1rrvxjx/+NvmomqSUFJ5ACBERXJgA0cmkdzaAA1V28VQbYaJ4OKZK1sCgq1SE41Nx6QwTYmLSoS+MC1mKKoVYP6x7ElkqHC/8vam/1IliV3erac5S6+xlZZG4fNJoWhRhxRgv5/SHrSEBA0gDQcDcnu6qrKrMyMzbe7ncXM9OBRVd2UOBgJcvhLRDx4wMPjnmtmP/s+VACBq8YAKkC9biFer/ygBcAADdCQjBjIoakWqVavhyW/MU6JAECsEhE6JCYTjw6IyHFw7ABtmqaiebXufPAxRiZSAxGt9QoEIzVLdTocLZdsoLEJyGuDykyrVd9ApIK1qncegVSubx9pgSLVVdxvN5tuu9m0DlG1Eqr5MlNOUAisC9RQ++52tw4JbE4pkQgA5zoO05KWGmNYrVYhxHmaSyk5p3EYY4i3t7exXx8u09PLabP/wrMXgyqgFVIury+X2PYxuHHITR+b2E3zosaILoS+qpZSCBwSMjokb2CmhgTEAdGXolWS2p94bq+3E/q2M//LRwWjtWC2pHnJc5X89je80smgIggT9E1nqqaVUJkAQE2p75qu8YSmWs1q8I6IDMFMck25SCmFCEPwIfilUC1lnMbh9UXmoSwrs5JKuuRJGvD71Vf3t0Nalvr0dHxeN+uwcZ6IAvqWhcF5R7WMx4GBVm2/WW/gwji52HYALGqgAEXLki6HoxGyI0C4arzgbRERBYCIQI28WSUH7H00NAER0GuimPjN/WWiJRcQxQhWDRwE8qhUksw5m5J3TS617fpN003TiEDXz3TOpdSUcgUkRRHLuSY1cc5513V9ACsOKTjHHg1UpNSap8lOQwFC5x151zaxbZu+a1frTrWWkrRmU5VatFaTiqZN9H3b9E3wV5hyWdI8sl8BsYr46JwjKxVQpjS+Hp5OhxfVcnezT3kmBmJLeTqcnqvKNM0vx8N3339/GV9DQ8gV2UTk5eX1/fvvT8eD8xibbr1Zf/n1l8N4fD0dX0/jsqiZF7G6iFdt+z52XtRS0X7TdH1fSk25DvOMprnWVOB0PqUlpzQDCJECKaE6Ru/cql+t16umaYdLOZ0uyzKzg9ACO57mYZ5TyvnwPJRioC6EvutWZnY4vAIooq1Wd0ROq2apZs6HEGJD5ES10VhqnudEzE2MwYcQXClVVQCxSsk5xSY670IItzc3292uiH5+fp6mKeViQKVIXqqK7fdrdnQ+u6oIJVNowGoRzUNCCowNB84KMMt0XqqHEjAEHlMtZiHGWcqQpvP5AgrRxa23SETMomCAajAvydCYsXFNdLHhGKyRopSBkB0FQKqqmAkzabWqFckgQoEqWKgqGyCCbxoVyznXXD25xsc8S+DQr3Z3d+8QqW27h7v7x8+fjodXycs333yz6tvX0M525Mb8KriVd733na9YlnqNkDpTUtNqNS1lOJ4CUVyvOHa5VsjzKnLvIWJJdfEshGZaGM1qHU/DfJnYcLfetqgUYzBjckgopp1jB0oMSaSIEnIgbBw1joLn2DTb7ZZdS9wgehqm68WLCRlRVDXn8Xw6vX5+eXxcptE7V2pVvarp0IW42d1strt+tQYwRNI3PQD8ioEG+3Ug9TP77LoCjvpWqv0KXgH7o3MW/+jI/VMy1j8/nt++xl+32P4fRH7/jOf5L3vY7VfhOqHzrkpNJYlUdmxgp8t5ImRANalNrFIdkPMhNF3b96vz+UnkaJqaoGXtmNab3QbYX6ZkEJjDZtedhmXJkDIAYK0wzenu3u/3zbfffnM4H6c0iwj8XObKL48qor+8fz+z68FEhf4EVmNMiiCmWSV98827zer+8s34/OHj6/PzsozUOGSoYjG2jtwwXlJKasbB67KYgncBjQAwpUzETWwtQIwRAUMIBlZKFRFEEDGRXzJX8kfSMH7jLOjb7x98CD4knUAlMG37/vZmYyVDyShVUyJyoMpaW4fRwboPN3e7WlCLxeBjDIvkJaWub010GM9gpQnROzfNhzwvC/m26drYBg6QAQSja6NvmhAM83CZDMa2F+DztNjzc1pttkb1+flxKmNoIwXc7WPK6fX4yTsu1c6XF5AafGib7un1dUkpxLh5uHUhVG+jjjWDkRuXobBgz6ZZa6koq5vblXOQMjE74hD625vV8xhymoexZnN9c0MhVK3Pz8+rtmuaDtFrdSmVWiSlZZovw9iJZkJVxZxEFFqytqoAACAASURBVBACEUuFugCTI3IGaFKaYO1d653m6fz68upj44NyURFKWaa5OoxMCqXm8ZymYd1HtFzSmBcHawdgtSqxI/Ig4fI8nod4OHZp2bTe9e1+3/Uy6YmGL3Y7wVphXuhozY01+R+//6fzOS3p5eXpf3PYhDbcPTQtNbuGJZ3MODZhnhdVYoAqFhk22waxVpnev/+9CLRt9803X6a8DMPx+fksUkDdkiREWF4uf/jD+812QxBJPjLVshyH4fMyPbfRlmURo65rq/glwdPL0/c/PG+32+12s+pWKS1PT0/L+YwpcxXPDtRKyrNpyfl6SWIG7xGg/P3f//v8j989/OM/7W7ficjp9fX88nw5HofzZVyKgo/d9ts/+42PIS8leJ/qaUxPYO6tSz3nJoT9dr3qgxBkq7HxRAzATWyWZfnw4T9+94fPcwYOHVJA54jZAGtNOU25SK4lRn58/Onf/d3f/f6770RETQBkvfYvLz/9+P4fidKq55td07eu9x6A0lKIw83dQ825+FT7DMDTnGqVViHGLmJUMWIIPkiVJdfxfElLCq5tYnNz/7Dtmr71nuR4sAHO627P6GfXgzVSUs2sFRSAHd7uNu0qOpSynJc8LvPYNXJ/EwLF2128v4u7Def5eRmhadpm5VwbcirD5VJKFs1Vzufz+2l8DE5jIAZQI8mUZkoz50SS0aOLIXjv5+V8GckgMTfL2KW06zb34POV0AlUxTKz+Mb1m5VDS0nHKaWczSpozlKBzUWOTfCDzFLmcZScgqfGXErzhw/vheM0j5vNxsfcNPHnfXL85bqPf/LVz6eYKEgBWwAIgBVUUITsLdnpCFUNJFthSVCzQ0WCWqUiqBI7AIfKAJGBVVWY0YegANOYpnE6n0/LMlZJ3vHVHwRIQAimYNcar4JVAAEQQCUEAFErzI6vyHgQkZLyktJSaxERAPQcnPeA7Jxj5ioVBB04AIarO9I579g7RsQ5gWgmH0L0TRsRUFSgaK1yPbBjiC6wQF3SmPKipjEGtTeqjYiYYM6llCpVTA2JHbsYhIS857ZZr/vNZrMisLRMprXtt80XjUM+n06o1Lbd1+++rPNrnV/v7u5LlcswD2NqVmKA3jcPD/e73c00jcfD8fHp8Tz98O7PfvO3f/vf/fYv/+qHH3/c/PDh3buv2Uckjm3bRgEdP7z/6EPrQ/vp8cC+UeDz+EPKsCRYm8Pr0hp4e0Nuvj1D8Ov1Tc7WdV2M1yH9r/cN12a2/pGsExGYuetWIno8npY0vaDmnAHMrNaaVXXVdrfb3cMX96aqNbdtYALQWktadW3XNVKzVHOhWd+stvtd2/XTPP3uu+9++PFDrRJje3f70K1Wa+VuyscY8+l4nGZpwrt3d/0qfjw+YRvu9ru//du/eXo95lRzSkOxADACiqaq/Vhni5SpZlgIzDN9cfdFDlKCdqsekcGIjdmoTEmlrGK7a3qsytcJrwLgW72HRCLiLy6dkjPe39yRRyMDhKu0GYFLkjSlaRiH82Cy3N2sQKFxcb/Zm7vGJUrg2Ddumg5t19/d3g2X6L3r+q5p4uvr8XC8MHkfA3oUy7kuxLBr9yF6hIDGmckhk2OAfG2XXM6Hzx8zMrV9t9qsdvtd4zEwMCiCkIOm69dtjAzZspUFagreexC26kBaj33kgBIjA7thnEkFlaoURF2W8dPn9x/efw8q6/6/8QwxkGgCqClPP336MI7TME+pDP3K76X3wW72u2+/+VfTZXx6/DxPS2xC2zZN0yxJcyWFABDu729Wm7Wins6nVGbk5u7ubrfbOR/2N3vn3fPzs9VFzLwLLmApkkrOJQ3j6fHxh4d36/1NRPRSiokGH2NoCN00nn/66ePx+Ooifv3t/WbTiNbTKV0uyTEQsmNmhpw05/LyfOl770Nwrtls9iXr+TwwRx8bEbS3IXZY5rFKBqJu322367u7m9fX13EYkUik1Mr73U1KZRjGGMJ4GS7jNJwvV69j7/l8nnOCkup+s9/erJ+e4tlcnmZuomk1q8kUIKjwssiylHyexpdLG+pmTTfNZqxzkroGm2o6jeen16ftetN0QSAdz8tI0q77VnoUTksGguA8Ok/qZLHLdEEBB+zI62J5TkkzMnbcRxemPJSaLcHz8DoRrrp23bUtuxBCRPbsTsfjpt82ISZXv3x49/Du6/3uPqWKxH232m52wbnAeHt7gwCOL7XqlCY52SI5rpoH/8Xh+TjO06ZbNV0M6KZhHk7DPE7zku/vv1xvdor8+HIkyF/db9cNsi6QEzACqJaSqi2X6fWnp3mYOx83nsOq7V1D7EVKTrnm3DiKniuYmTKCi64P3HgKpE0T1+vVdrudl5LyIpJrFRVJy7xMY82pcc6YhpLPr4fpfJaU3iQbomCwLHmeswJuNru7m7uUklwHx3JtA11RK9dp088BTQRiugbAUd4iEVfOlYiICRH+S3b1P/mmmV03pa8DKIP/l3jO/6KHqrzRBIiYCRDYsQvOFecda63LtMzzuCzJieZ+3W5vtt1q9dNP70vO++12t7/ZbtYxNn1/K4anyzEtmAt71xAW1SIigO56A2GGQOA8Xr1CSQp7ZPDOE1vo+m69Xvvg8RrvASBCZr6+X6oKoIYAQKoIauRr8OAcqKau9Te3u3W7grykZThfrO2iiy1lDa5h8GimWp131+wSIoYYCTiEQERNbK4/8S5I1RAiACwuEbL3wcy6rguhQQTmqzT5LaNqb4JC8uybJiKiSM05IbSb1eqru91f/1e/9UQ/ffjw8cOnYZgBXL/umi7GnvtNjJ3nwBI4L/12s66VrYAppDmBCYJeLseFuWvizX7lb7daAI2ZvOcoVctSy1wlVWp804bNw83XX27o3/4mRN6ZYFlextHQMmgaz5TQR9rf7KLzU9bjOHrntquNmdWqL+N4WBIz9ev16zCUWl4Pr+i4Jn3/+RN45N55xVpzkSljnrqIRHKZW2gjg2d/XsJ5yONUvVv1risuJCmq6pxHvk6d2DmVSkSuXk3qoID2Ni4nZPKMHpTIMZNXKaYJANvICrHKWSQBtrHdpJTHeRS9GFApVord7h68Z8kSiJzD4LmLATQGT8NlEC1F9ObmXiFcTuXj55dPn+T5Oa576nwr2Q8ly5zKvKBBbHm7bYpfZ+IZ4X73LgmR61+fj0q42nShs5Zcw1jmOmSi7LxvskIt1MTQNKGN9P6nR+fk/uGO2U2DvD69hsDn83I4Xt598VtVOn/8nJMhdO+++E3fr0qy3/3+hy/ut/vd6vZulecbptw0XITOYzWjtrvJMp5O58uY5+WFTKDOX93d3Hz7DVQkI8d0RWVCNSY2RUNwxERgUEOgAmUaj9f/t+Ar4eJc7ntab7dzknGZiHJalsPr4e72TnUpddnvb4NrZZHvf/eDad1v1z4E7wxUrv0lRPQh5FrGef7+xx8Opwm5NXRXUqSYihSDHEMrYnWpr4fnj59+bJs2LclAmS0ETOk8TcdV73fbVnI3dwGKoWKZZ6vXYJgtPOU0Q78CA80VRL2YU0NkxOurVSIMgcBKSjKMvO2jKM9zebkcT8fn4TJtNr1RN2X/4/eHj59fnp5OAOxDjK20XfAb1zexas1L0jr0bRO42fa0WTVts5zP3//9358e9zfb7UbAqhWxDMoqWmo6Xz6/vn58ffm8zKXvd+P2CwBSlVrLMmmtpJXTUkqeVPJq5Qzy8fBE6EEfgotgcs3SIgNcLeEE6AP7dhzOpZJiq4jLsizTAsVErqQSMZCrz817SnlmXl/Gy/OHlx8fD8dp6brGx8guiNSckogQs4D8Eg65Hl5vWQoEVVUtKrMyV3EZtWitpmBYjCpc+SzgEIzASACNHBEYe2Amdhzb0PZRzUQNFR37db/q+rDMx4EzAjrnQL13pKSKbzNARAVQ0Lcnml7nQo6AAAyAEAwQr3pdIu+dmXeOAcA7fzXLMTsfog8+5+xCiG3Djq+4L+/9NYgfQojLzG/6eLSfPT/OeWyoVjGz695j8JwcMxETdU00UDN17MgQ6cro896H4KMCIhJzQCR2mJby+dPT+XRsGx6GIc/TF/d391/d3u1vvv/uexDru37T9xBRV03b9zYnXEBRu/Wm69fexabvlAI4UQ6KwXerivx0ugx//58Op9NlTu4yrdahbeNcSa1CkXHSxtCH5vbuq2o0TIld53zrQufjChBZKjLDL81mVRUBhbbZ7Da02WxCY+zkjxrSb4J1/XXch2DA7LbbnarFGF5fn+d5voJX1YQIEXnVr949PPz2L37rHatWz+QcMlpOMyGo1OPxZS6ixURgmYvonHKtBQB8CE0IvXOdChP5LhCuN/XuYUv4sNvc3WxD5DlNpzK/fPz0H//9/z7XOhyOmqTYPBtE72sTrPV9F6hzC5ZzIvbc7bv2tiveijPybEoMros9CxTH+3Szb9f7fk1F2ICu0V4iQFYEQ8y1+i4OPGCBu/s713q61oVvNnaeLvPp9ZTm2TEBsidmQK06XkYKhJ5RUcTMcLPaxhCRMDYhhNC00Ud2ntmhiqS8SNGqyQUMPgLC0+vTeE4mzoFf9z3QVuy6oJo9482uv7m96freBV9VUIvWxVG44uDawKilLKMsk0PpPAe26KDx2EUOqFQTSQLNygVQ1AyQm+hUi0i5nM/jcAmeiYHBEBW05jSNw/H588dxmcQkRt7ve8C8LOPz08fPu5uUZiaKITQxXnXW3kfK2fvu7uHrv/mbf/Puy3cffnr/w48/XMbzbr9v+y7GGGIAYxVcr3a1zForU+zXbdsSY/BM42VV66GJPrgQej+OQ5ozEQ/nCUFOp5OZ+RiIZRzHKtOSRjONwSGgFMuihNrGsF6t7B0SCoI7Hi5VLfg2eCEOhD4lcQ7ZOSJyLopZKVZyAZPNekNojul4OC6lgIH3br9Zo8EwTAYIYo0PYopIDtkRVimnw/Hw/BI897HTdZ3IVVAUYMWIBoLTkOZh0LnoUiwJOZyK1cM5SwHCZUnTNOWUGu8io5bl+XzAklZt7PfreZm1zEte+lUffdQsqc7DeXn98fOmXa/aVXABHVWwRRdxZh6owZaaJgRAW1OuKV2eDsmdNn3/7vbeG6BAKXlZFsfmiPq+W/U9EzKC1DqcTyUtBBZDPJ+O8zwdX59PehSfmd0wTuM4kiEw+saHJix1WYrVUpYyK+hq1eY8PT+nXKWIrbe9yTRPr1yCAjKQqKZpOjy+nl4O0+vFilYXn2tptbicgvdyXRc3k4JVdc7l9XSaS2Efb+7u59Ox87TfbRZN3rslV4A3jL9n7tqmCR5UTudDHo+Sl1UbA5OkdHx9AWLHDtCLOe8joiPyjI6gqF1vTt+Y5QAGhtcK4meQJNB18dcQr1NC/XUb/f+GS/mTSu8XJueVoKJ/9LhaVf64G/vLOsY/G+j9/CL2X6Jfvw4eRcU5do6r1GsXz4fQNdFUzKSUhIjOrK42/Wa/dtGJURFWawE6gFbVqzalyvkk56HkUoFwWXKt11AsIjomr6piiqTszHky5u125cjaNjgnfd/0fec9IRZTI7TrO4J09STazwPVa1wenNPttn142H1Z4P5uf3OzmX1abnfTeDpfDqtVF9o+CoIyg/fsYvRt116FjD6Epm89+L7ru7a78qbNLMZoBm3bqWoMSwix69qmiYjQ972Z5rwKIYBhZW2a9lqKN7FRdcg5tpENuzb2XXez37y73f71X/1l3zZf3d7+vlu9vJ5Kha5vV9tufdORlyzLeTqDKaGF4E2IkaOPOS0GhRlLKibZM7x7uO+aNs91GcsV9JqrlFQkFxBjAI+0321u71f39+tal3o+1cfnQ0pI5mI8DQez0nR+c7tj79HRmFJHFNfrXCRNyyDLKOqQWsVPz6/LPF0ul/V6XRVO47jerQlomdMwjaWOhOXSdUJULmNy1vgYXR4SLRUVvHc9+M6QplTMwPuIjIAERmAOUdl5AzRE9qylVK0q1YfgyBN6KUDkvW9KJjVAwBgbMa5znqYZlUJYpzKknC/DwM6LWC222xozk+fAbJKZsG0b00hQL5ehSEX2akGqP5yXp+f06fPy+rzQ/erSlafPlxYNSpZ5cahd299suhmXoUBKuu9ulXp0K10a0BJdiE4iY+DatjyMAV/j266LOoIOLOQkj5+nGGG3jUzN6fX804fX1apdUp5mY9wBwjw9Xk6ZqNltv2ib7pCPl+Hj/d2+X+2++GJV0lpkNEnLMmlFdiFE31Q/J4hNlJKmeWLLANA2cUkJAa59iGvbxmARUVP1wTEBosbIqVotY84U/Grd+6kxAhdv+/v7r6alPr5cHu7Xr4djTmeAFbvqvG223ardllm+/+47VbgqKJ0DUx+jv8r3mBmgVKnjOByPJ7FBgAwJEbNWqYtBXq03aFhTnZbT+ewRaB4nAGVGQlXLRNp8/Q6Na+HTYa6LTJc5zzOpeua+7xLnaRwhWQFq1ZxjVDWR2LJjRBSVGYCZK2KeUqplWrVMtmaAzz/9uMwDkSGtiUKt7unx8vjpdDyNAOxD6XshxJpESgEoDNVTbYK2gbQJq569m4bL9Pz4j0+bzd3tPucsUMFhE1YIVEo+HD8dT0+nw+vxOG76+3oPhME5BsDhMpWCJt4MDFLJur9pxvEwDhcz7pp8f3unIm8JxmswDtDIc1z59iYfj0tKqpCKXcb5fJqcAGarSVUrojBB2zhmLSXFsC55fnx8+g//4R+4Xd1/+XVgNgsIVmpRFefcn8C+3gTc+HMFaKpFdVb1VaUaiIgoglFVEiM2Bnsrzozsqh8zYiS92hCcoxD9kgpAXgFIUUc+xlUTl+Dna/wBVIhATOyKeLRf1hp+VqebkQEjeATPV94HXQXxplc7CHsXrr22GKOolWqOXdO0IQYgct77EJnpWqf5EEAUVBy7qzjkyv26tlGJyDnn2CGWUq5cOGS6rmsTGXoXrvtuiABqRkAO2bFzzjlf1dSQyDvnmLHk+jIPAHW7Xk/TqSxjw6G+K47IIysIqKV5JqtguCx6GfPxPJ/OU6cOnc45D4sAXFJeTqfT4TxlxeM424efpjkvSzbiZP6BonCTS4qYqEyXIQvU0GK33uWquAC5SC4SN+QiMoEq/XqDgipSoaqqoxiDdu06tkquwHVh0gyuFoxfblbefL7o2K36Xg2kynq1bppmHEZVAQBiQiDP7Ig9cXRejcAksPeOpBQEJeK+XS1TmuaR2C9LFbNc5HJJAN776LhFjFdlS2DE0Nzvbyz4u23fN0GsrHwz52W8jN//0+8WkdfjxXLt+/5ms161Xb9q+j70t2tehcHyOZ+w8d1N3+7bTBK0ABAIIbBrPRUAsdV6vV1td93m13oPjIiRnSEI4ZKzoOlimGG928Q24JWVSIzAVwFvXjITBs8MMQbviExkHmev3kFQsbyUatj3a0LMJbEj9ogEBooM7LBIzUtONVcoK2ojhirlcHh9ejyC+FWzJoQlLZ6LqYhq24am2bz78oumiaJ6OJ0YzTEERiNk4nXXekaTglq74LFrVDQQtJ5WjWcQywtpRRMAcYxEhmhElpZlHoecF8fUtW3XBJBCYDlNw+UIVobL8TKegXF3u+tblxJfLuN3v/8/bbk2Z939/e2yTFUUAPt+ZQC1VnL+L//qr7/+5uvYdCkLv4T9bq+gtYpqzqmGGDbrzWhQ8lLFCMkFz0htE4Jff/3NO5GFGRofLnWch4QIIBfT+Xw+G2jTRiLJOWUR5zFG7xlMaZYqQqYUQ7vZbNbr1bxcSplPp7MPwTnfNK0aVYF5mom99955ZPaR0FSXZZknt92su64RqafDMaeEBmlZGDF6fxEl9sH5LrapZFVFw8a7Ipbm5enzEwLsdlty7JpQUgJAh+QQLcuyzK9PB03CQI1vsrGlWi4H550PXnVcxtly7XwICJaW6fSKKtFvQ/QqkmoVFSZmpDotlm0+Di8fn7Qv0EnwAR0rwQIZGuaWGdkHRw4MdWVU0aAukKtixq1et9BUNZdsSs57JDSVnJecrto5yWlBULIyjpdxvMzzOMEIUXNM8zRP4+TIIaGLjjwv41KWrOUat0DX+HEY5zkVkW61JirD8DynM7FDdiE4rTKdhs8fPp5fTpiUBYpienmG6bLc3PVtx9capQlLKVPOc8qfP38+Xi7V8OHLr0oVB9o3oWkiXPlf1wSJ6ZXs2MYAUg7PT9PpCTXv1qv7/fZTE4bTsVmtXRuIg6A65w3IBFTB3s5kJGS7Vh2AAKgITChiej3C0K7wXrgGwQHprRuE/4IX4ZeEIDHzW4/NfpES/HzhRftla+//G7blumD4i6797aWvbVa++vfK9Xe4ApYdUd/3y4LE5Jh5vem7VZPruNnuJ6bDYXp5+sOqb7/88mFObk7y+98/vrzMcwagVS5etAfq1BCAg29KESAJAdbrpl1F14RpWGvNjQcdNAQOgQCuMCT9mX4J13GoKRgA8NtWPRHEiN9++87fvvv23/DXv/mvc4l/uHy/3fb13b1Idl3j2nYbV+NlDtTc7u/O59Nut2uaqKabzWqzWUcON3c3d3f3y5JKqVf2HbPfbvcpzTnnzWaz3qyIcLVaXT9GTdMwOzBUhRijVO3alXNeraTq7x/uOx/qzc22a3ar9nbbOYTG0VcP93eb3TTnYZw/P32e8zhfzt3WSV2G8+tlrKdjnadKuO67LvT0+vqSszBg366YMXg2g5wl1zIvs1UIvqmlmlUm6GIMzCUtWpwH7EOTTEf2swsVLHqOq+b89LmW5a6JWcATAgX2EV0jFIZ0KQah38jr5XKezpePTfCgWlMlS0T9/n6322/HPL3/+OPh9AxQtpuwDMKRDEJS8hzCZtPkbpO7uws+jZpTzoglZyVxnpEZAEu1lKVWc56JnY8htk0pSy65ltx0jXMsRYBQQHJJZgDk2CGgmhWFcDrNJsu2j93qtpg7XuYYWqia0jyOSxtWu80OpdY8m0GMcZl5HE/zkoA4hjgumouMMwFvdzfbVRtQl8fPT08fvv/NV192TDqP+13se767bX56/ljns6TiYA3cEG3+8pv7cTq8PP+QYMzB1n14d/ewiRt/CSmlUrhr1jnj4SW9wPl8Vsf2ozsHb6dDfvqcnx9ziLTe3p3PVzjE5nx+Uq1SwcTHuPvqa3dzf+tiHOaspZaUUxpVpO83m83t8XQGCLvdw5//+bfRQ5pPpPO28ewopeSKkA9QKwM1TXg9veRlQag+eGZ0DDlNwyyk0q5DCJ0PtdYLs97d7P/qr77h0J2GpMq1DCrj5fzkO2w7HyMzQ4Yikon9VbCHxLFp7u9vVqveeW8qIgURYgwh+FRAzXx0oWkas1K4CPgIgR2vAwGTgV5HAqZE5JlrZSL+zb/67ddfv/OOvvun//T+8bHmGbS2Iew26z//V2sfesjLj7//2Jp9se7vv/nKSV3meb3pQwCFlPJ5ElvSQrws6fh8mZhK2d+0ITy9/hQc39zsx+U8GaS8Bubbu/v9/ovf/e4Pw3kA1bbzh5fDND6tN+yjrLsGrWgtoMoYGK1qPrx+XKZY8y7njEwuRKaIwKqW82ClmMjh+QA57vqkUr3ziPj08el8nlX43Vdf+4g119PLcZiPj0+fa4W7PTJ8k9LSWQX0YgiAjIHcpl0ZKQ/nehnfHw7POePpZOdjZimQKmRx5p1D721ZziV75t45ZEYAyDl59gAaY2sQQwj080Y0/AtwsDfBDxSFZAYmoIogCEKgDsSBeDAGcCJQRAJZ1aS1lBCLuFJtnqaSqxU8Hy4Jc9y4w/Mpdvtu0yBw8LEJbfShplRLyZKBPHv3c2z/l1gL4HWzDJiZYnAhrMwkZROpWk2KSL7G/tWw1mpIaMYI11kU/TwmvAJoTc0MFUVQpFAtuUpV79/CeNekBgIZKPMVSoMiUIupgFQtWWoW7x0SM5JiNZC39CuogMnb7jfH6J1jkZTzMo3L409nQm2Cvk8f65I//viekEwUAaP3aRmk5pvbh9fT+dPn58tlUmJDHmZp29C2PpW0LKXU6pwNy3QchqpwOAy5ArjGtytBN05L77UlEWABrkZiABw4RiASgyySS7m6LoEQFMGMmVVMFVJOy5LSnFKbmMm/ifJ+2VL5mVX5Fv0lJnbsVUxEVdSxCy4wuSqVgK4KrPP5/N00Pz89oplKBZBN33nPz8+ft5v1V19++Rd/8Rfn0+V0/CgK85KHcZrnZMTORXGk4AADe28IVRKINiEE2mz73uqSU2p9uN/fbh1o9N+9f//540eQ+le//Yv/4d/+zbrv5jwmTav7Na3DqcyH9JoIwjrGdcQ0WwAmj8qolKSS4DVFBEBgCPYr+puACdkYgeC6oUfM5IAdA4GAqBiaMoNDJgZmAJDgObKLIQTHTOCJHTICpCVP46LI3WqXchpsWfVtEcNshprrUiXPaT5fLlOayYNiURI1LVJEdR4HMp6m+PT0tF27rkXv/WrVqbUiZZpqFRGpXdfu99sYYy05eL6/v2+biKBs5oiD88/PL6ASmLsmmmnOyREGZvGO0IjQrF7O58dPP33+9MExfvHwcLff3Wx2OU8vBMfDC6Gk7ZZA0jykmtrO1ZQkL5Lnv/8//tfv/+Efvv3mz/76X//rr7+6+1/+7t9V0dW63d9st7v1/mY3TKOqnc7nhy/ePb+8DOM0TkupOadlXqa2bW9ubu5v714O9fH5rCJXCbPUQlr7Lnz7Z98cD4+Xy3Ecl/GyXM6LaVLxRGEYL4jkAvvgqkmI/uHd3XAYpstkiqYOzHfdZrVarddrJKOzns9pWUZkbJq4WnfTVKZ5Op9PVRSJYvS7m23TNrWmZZ5eygym+5ubGELft+M4jMPw8cMH5sDsb/d7QE6ppPla2wAB7NYbIMt5Pr8e5+Ey3N3GdYeORAuCsQGIpZTSOOcpoRGHGLp1UhvO4zRMTQht8J4RpDpQT4CWSXXNgVpYr7smRowcsI7r+wAAIABJREFUULgsoLKMUx2WDkLD8X57gwmW8ySUi0hFtYbWd9umCyBmSWoRsYrF9tz8+dcPSJDyfPjpqV/3bduzc4YADCHGcRno8NS36+EypimBaS5LKVm1EBkhMFtDXqEul0lSAXmTugJSUTEEAR3T5J0Dg/NyTiUbQ9vHza7naJ8efzDAqlJKDc6D6DLO6bxQsbVvy7ycD5cfH1+fv//ubndzd3O32+832+1qt3k+Hod5NuLnD+8/PD6+nM7vvvq6afs8TTktKWUzFBEwk6o5L1JzYGIAyen88vz++3/qPP3Zf//frv7yt9N4/p//p/9Ri0AwigxVRSTnWnKWXK5VCCMhg1QFletuGQI4BES4rm/bz2cqITCh42uEmBkJ/7M2vF/Vef+/Yzj/s0UgM4lKrqVIDTEw0+l8OBxk1fVffvEgUhHQVUzGldgQoetXOdVhOM/jXDLe3sL5vJyHfHhdXl9nxbi7aX3sijTzwqZcs03Tst52ADrNl8vlooS935hVJEHEWnNKS8oLBEeEdtUv4K9g6KsXyAyvi861ljQn5+N2t0Lsc1k+fnz8h3/4j8fH5+kyVJFyQY5dt96Nl+QpSJGnp89Vcyl/fbmcn54fP3x4v+k23vtxnM7nSynVORdjU0qttQ7DeD5fhmFMaSFCQDudjohGRKKKgERuHEepmnM1A8MKnF6en0d2JJbHi6V+5fT3//SPjSPPvF/fhtBt+z4vaznMz6+fPj1fljJOeUmFcvbMjYoyuabr8zwPIrmkvm188I7odJoRFkYSNTNblslEYnC3NzdffnW7Wbda52k8fvzh03IZak2CYoQVUJADenUtATvXl4xg7LjznEqB59fjOC1ixuSrMUBAYIeNqZSkxD6u+261B6Y8SFl0t7oLHpqG1v3Dum9AZZ6zuFhdHIa81OLbJtTqpECp/NZPUEQzJEAIsSEnzsdabZ7zNC9FBIk4sKIUWWoV5yIhghqxA0NROZzOCgsSs2uL2JRM0IDian3jY+Qqpr5te2KXSyWVWlXVQoib7Xaz68jR6Ty8//j8uz/8Qxbv/I5d7z1yrfvtTeQd1tkjxOj29+92G7+76byn/WZLzH4sTy+1qvgVBI/mgqzXvmlDoBActzeQr3NdZwa5LLVCQ9j23RdffAUgzrfe9+tNZ9DNy0gkIfD7958AcF6qj82qv3n38E2tOk1nUTidBsfaxJ5dHC7Hx6dDCBGoOl+mWapSCEGMqkoVbZlrredzUqn0syhdVUsR74NVL6WmtHRd+9vf/uZYkR+Px1RjpBgxBlytPIg4J8tyJMmlyDTlUi6rldvv4uZ20+1bRJemeZqGto1t0/V9671jR8w4zTOixaYBKCllRGj7dr2UWLEocIihaUSVXAzNruu7Tdc3bTy9HsbzeZmmpmkJCYDKkmu5Jn2hZmBgVZ8STJeCUPwmsmumuUipSW23fYi1gFYp4AmDdyqlFAMgbtAhuliAJh/rGhl5XurJwJETJRmW4zJPEmZs7atvehVXMxYZ0lKc8yWPowoY397e9G1ErrWmRWpZysyLRQADzTqV2SHFGFFgSllKZfLOBUSv2ZUZ2aKjxnMDyCnN4zSIFMeogHmZTMEFQeh2621w/vn5hAAlLwjqiI2diKo5BDDxAOy8X21sGttx6Mfh8fBy/On9pczHlmDbxP1mF2OwKrUuapmZpJZas1kJwSGhSg0hAHpiMjC8KqXljw6XN60r/gK1AlC4slgMWMlhCMBgjZfoJDpVgMDoCJmIrmvWROCYArp1u9q0tG5KFguQm2BSYDjNpV5qMlTHGAiDp3Ats+qVqgn0hvMyQyM0RmMyZnQevUOn6EQBjRGM0DN5Ik8EZip27Q0iIkoFETBFFQLPhB4JURG0qgIDEaIIlKK1GLbu6j0zMxWruRSpTOScAwNQBEMm78gzeUIPSqqGjAAIBFKliIhci8o3p5+lwrWolpwrAGy3HWhBS8xoKnlJV+iMihymOQa+2W/e3d8T8eU0TMMCBkjYNb7WfDrOxAZm3oEP/HB/e3f/8Px6OB7HWmS9Wd3e7m9u780wkrCm2PU+tE3bFano2QUnplJzlQx0VfCZAl2RSKosVVQqqCAIEXhGwms1eI184ttypxkCXsluBohIaCRFRVQFEBiBCZgAEBAMS619F/b7zbfffjtezq8vz8MwHevCCOM4bFZd8M57t91uHr54aNpuSbXrc0plSrlUZQ7etyG0VVTYgNk3Tcmz1KJgzvuGu+LMrLhIq4c7DV7Yvf/+Q67p+fh6vhzmMmXLoRxw5Waqiy3JCMoyS7ks02kcYgCH0amvNUcLDh0Sg5EpXZm1ZABgeAVuv9kZCJEQ0VCvukgDAwK8WrJQf055KTPF6NsYHDOSxhgULM3pchoF8IrESJajCayi9+QDA1pK82W8jNOSa0YCH1xsfIwBCFerFagfXNr02+1u17Zt2/9frL3ZriRZlp63hj2ZmU9njMjMysyq6mJVqzkBggBJ0AtIDy7dCIJEdlNssqs6O6eIjDiDjzbsYa2lC4/MKpIQdaOAXwTCHXHgdtzNbO39/98X+g4MiP0AuOn6HhBLa4tqSH3qV945JHaeXEjoPKgQB/ZGrooCkOMQfUxNQRUu09zOJ2wUgmd2athKOez3H3/6cDi8MthyOefpInU5vD6B2E/v3j8/fVivhz4l1/DD+3cvry/7435eFhaFfmpl7VxZr/r7u6E0WW+8czqOUylzTM45NBMR894NfVrKXIuUPB/3r1IHR/AD6NzYKC7zyKh9Cm/e3C7TWfL0un+qeSG8Lod5Bl/EvItdP9yJVWlqAqQmOC/1/Ydnb+ADM3nnQISZYVlGdjAMHTN4T6XZ6Xw8nsw5NmMA9R6rSGvVeTOoVyAf1kag83RptYQQbndbz+5yma5UM0Zmh5dxPF+mkgsaMBIqBObURd6ua10ALfqQ8yylEZJHx0hXf6Mgb/qhCajxZc7jOEuRPqZWrbaWUtwO20C2XI436/V61TPjWS7N2TieIvecfMTASIzUDStfwKiu05CX2aqlLpCJQ0V2g0+efK4LumuhEbmYk7izRMxL9DQYMDnk1HVIjMQN2jiPotaanA/HPGfHBCCt5nE69310nnJeDBUJ0QEreXRXewGxE9Gq2lCNkVJAg9py2nQpdcNqMLC5XKaXC3knqtM0WhFsRoa7tNluV2uX9uN0Wi7LaX+YJ5hGzAuUeT7tv/umvpxODXB7d8dae88n0DKeyzzvj8fj/nWaRh+SSGtVpYF35D2r1FZz8u43X391tw5tvpwPr+N4Pu1fGfEaNS/TNE6FQ3+NM/wcA2EDQFBRVVFCQAVEIET2DsDUrLbWTJHM86cFRM+Oka7ePb1en/48yHwKZv4y8YmIilxPs/RnhzL+Jx2/n/kw//XQ5p+tDz/LDf6zZ6+4ZVVSFSbq+46ZxDSXIrU6opxzvZ5vFapYyW2WenHgQuhXqztUH3wk7i6XejlXhyvnCDDE2JMbqPl5+dS4q1VVrVmb5/Pr/kkQlLSVHBxyTKqtlDzPk3QDeLsCL395Az/76T/923UMyHnmIXomEH3//vt/+vbp44f377/9XkXu7x+maZQ552Z5bp4CKj49fUhDbK2dz+f9/vX19QUa7La7WtvlMtZaU+pKKa1JrXWa5nmeS6mXy5kI+yGdTsdrqnOeZwCIsROR60JprQ1IfJI8TgG59+HUiox9R+3H8561rYfhqy9+c3fzkNJqu1k3nQ+Xn06vr0sbXZdKKbWqWai1IpPnFLz37GtphJExAOA0TQjQhWjIQGrWfKChDze3q9UQ++Sl6uEpn14ux+d9azXd9Luv7pbWWhWYilEKKfqwKgVUDMETxVLy/vWsRGpgWpzv4mboXVr5DqosNEX2FFbWpWlaVGCIq93Nruu8Y+vTEEIgh8UuQiEbjLXMrYppDC4pVYCGUqyKNQVGIEN0wZN4dsGApVnOTRSAiMmJNgFVEEYCAkAGRBOtUg+no1npeu98r2qlzFUrIsZ+w8zEShS7YY3k5mWJzNcOrQE6F1LXrbZro9f2w8sP75+X7NY7v9utSUBbvrt9+3C7iiT7p/eJ4eZuteooRBYRRh+oT9C4zq2CQJ7aorx4Z11KPkXmrsK6ajGa2Tdkq1WYkVzqVx27rWhDYMcBiRFj6romc9Pp3ft3puZcZ+hDdLEL8+E0ztP5dL5c9tI2fcerlVegy2VJCZFmtbFUVQMFmebcnJQlV51mK9FkReRdvN6VgIE0dS6YC9aW1ip3Ybfafv75m5PA9PxK2LyzYQiPD7uaZ4J2PHwsSqexznO9jCfvbej97e16+2Z3uczj+XA6H5EsRh9joCtvtsk8C6EhITNes+MhuNhFFmIBcp4dm8Bm2z1+tt1u1nc3u9V6ePfddx9/end81eBDCp3neHg9Xc5TqzqNy+k4DV3nuOu7HTQcLwdEn9JgxiWX3Ozufpu0ujyBERP4GMCatAZMDjygKUxAuRvArVNgEJiWCrG/ziZtyecGzQ1893iL4OfRvpTdPNWc248/fqilpjSgGQGhMptHcVLgcpizE0KaL6LapMLNTWSmXPRymglrSjAM3mpESat047ErszhHtdRpvLTWHDM6nudzqdoBt9av15vNetMqq/has1lDBCTWZmYO0KmYaiBMqyHUm7XqLdJPTx/ncfzu6d1pEzE80s2GHBO71moBEEID06tZ4ZqSuO67GoBoU5W/jPjbL5UA+08vFfbJM0QGDOTRRwwGyWtwGpwpQHDoHTmEfAWBXD3mntx2tdkmXvmM6+Qw97EQ+GWquV6Qe7DrbOCIPAEa4lWCg0g/p1+MgNHoOvWx8dVhZEBghNe5Ej2hR2AERbzeN12DM6xKpmRGZoTgmAM6tNZE4NOVlECbSTMRuK7DIji7QgyrtKZXiTr+fAwQmMgze8YAZmZiCNdN0iZSpVURVQNkBFRV1SZizBB8TMH1iUErqPcEzFxrJQPvPAIc9sfduk+Pd/e3N6BwOpy1WW4KROD8ZRzHaYzBk8MrxXo1pNWQxtF1yQP41ZDW6/7udrtab1Bynk6KQC6wi9O8ICpc47ImTauhAsp121StilYwBjNCIbKr45gJfnbe2i97evhnno/9jFXD6wORmTyTRyBTQgMiVANtuhpWX331q3/1L//FD99/u8ynkkmkiTRCSDH0fWLC1ap/tPuUhtpsKa02fXo5HI5nICZ0iFfUz7WHwQ3BtDUTdkTsHUVshg7D0N3iw9jk+fX1cDn98dtvPIFAFa+xJVx8S7ZYKcrWylzzXPKYl6YcHUZgUnAADhCAwa7mdf4l5YzAYPRzkfHq2fsFiadqiny9Jfslf6UARvjJLnM9DzvnitRWWyst9H3fDY496CxSmlSk5DwZQJOaawaEmCISUrDUxdRFA0pdIogMdUhDSqnr+5RciGam5DrkVb9eEfNc8nGcwDlyEZjRAB01QwdMhEZOoDXFT3VbDsCeCQ3p9XCW+Qd1rze3NykGIpDWaqnjOB1e9ibNMbx+/AlNpGZHblxyXtpmPfRdgkW+/f7jTx/eH09HYFp5wp6JlmU5OK9ExTswW46H5+PplEvd3t42yeOlzcs0z2eAK+hgLsukreTJ9lIOr8/97gtOuxDVs61W3eObu/MBDi/L4fCavAs+SFWm6H1SlRjTer0JqZuWecrTtIxMTpru96d18kMKiI4YAQywTfNZrXpvBs15iuqmZRynWRWCj0SOHTADMqbkkNWgEtMQ+4BQSjke9jHE291t3/W7TTkcTyWLCNRS58s0X0bRqxSanOPkY5+6mLxZZ2g++LI8lzZFjkToAdBQzJTIdf1laeNSL+NlngohrYbgqjqgYP5xfbftwsXH2916vR58oB/Hj4d2WvJEzTE4z8xIDjiRq8uipaIYKxBQJE/AyuZiSBwIqCoEFziyXrvu4rtCAMjsud+OkpuaqrDz4KhKk3pVsbdputQlM6L3ZFpbm81AFJdyYvOOPEbH8unG1BEjclFRUGByXWTvECBoTCH1fbdaD9M05Xla8uIkVKmH00HH4oRWqXf9KgUKBGSVrQ2Rd0N/s15tuuC0nZ4//vGbby558X0v2sLQb/o09ckzzmW5HPen4+G8LH1vZsTMaOCIEEBaBWkxuPWbh5vBvfz04zd//Pf7/evL08e+i8Z0/RbHGDebze7mJoaIQAiEJqAAaNcTwXVWv2Y4QwhXBPrPTBBAYCJmVMdMQCqGZH/Zu/sLw8118Pt0ArmWBa7RSv65X/7/Nu/9Z5p1/K8NgX/5Kvilsq6mokKEq9XAjkVaE2m15rxM8wxITOQ8cK35Zf/08adv77ePb+6++B/++785vO6blK7jb797L41++9s/7E7L6ZzHnB2aCpgCIoUQ+m4opaqMpebnl6el1WbKCDfb1bAayjEY6DSNeeDmOdB/ThRVVaK/eIOADBBSHKu8f//u3/y7bw+HvN3txv0q+PCHv/7DP37/w2FcgMA5jj70Q0pdjDH4wLUWVR1WQ0qp7/vNZnM6nc0ghCukDK5HPIQwDEMpCxFtNptxPKtqCGEcR1WLEUQEDL0PIqYgZnY+XyK5tNmNx5OMJ9fml5++D2BvHx9JXJ3q7vbhi6++2N0O/YpcJ1mX7d3N3/3ff/rwccoZVJOCulmlNWY3dBtTzIshoufBe5dCKGVip8l3m3WKDsDyfv/xfEApuZbaso2H8zIvd8F/dnMzl3Y4HF6eXzvm9XqIcVXykjUjqiqJwJLr9u6uiR4Pp/ub+7v17W7YrLiL6Knq4WX/vIxPuUzzEkL6+uvf9Sl1XYzJ7/cfjmVOq8ihU3OnZTYmATuPp264u0mrJAqn1zbXuWSXCBhN+foJJHYp9SkNwcdFmxkCQpXCjC5SbVlBAqcrqqi0POe55Lk07lKMsZ+anC5nJOv6AETsfYx9iEmr5FzSMIQQQojLki+XI51lV1upstnc3D8sz/s6Lg1OM4nwfInBPTxsNyv2bizjacr7WtUgEa2ePjyfz7kU1/MOxY7711H2yhN1zY2hG+76VRdKmJZc5TgtU67O+VUIMXbgg57H0cBSHFpZxrFdzstut4EKr8/7l/0HqdX7xK6f5+nl9XmZyzhO0+VU63g+rhHy73//VYx9TH0TPZ3GZYZhs86lHo6HzaajwYHZDz/8wLI8bobdw0NKgRmZyTkX0Oc6/VwSpnEcD4dTaY0YAHS8nG5v1rubt/fbdNw///T+4+H4/OHp9O7Diwtda6CiuWxrzSJtNQyvdNjvn1/2J8deQWqVag2s7rYrZg4+dP0KqBzOk4qIiBkaQKlFay6t3j6+/eJXnz3e3z3c3a7Ww3YVNuvw4V0g5Pubu7ubxw/vn//xT999++2Px8OJwMtGN6vb+9291uVv//b/BHAxDpvtFubj6fV8ej1jcqtuSKlLTlCUuAqJQKsyX5bpeDgS27CKIUSHocw5T/NuvVmv1ykExPpaLov8sA0IloBte4vEOs+nZdkToTR/2L8us/NMMQXUAJr2r+eST63JPE1mGkKWkoZhY+CfPxxKlpSWL764D7HbDA9d1PFUvvvm3Wrd+wDe4fGwD6EbBv/88soOENPrizHDbnc7dKtlcblMyzKVWnxnotf1V28VtAlLSGn19rM3j2/+ILB03eb1ef/9Nz+yZgM2g9pKKbN3CUBFWtf5GA2RTqcThrqptzkvTWoVLqXIz6zF/w8fq131eMBAAXzDYBDZAqtna6DswDGwVHFszFibCDYgGNKQfAsmaXVLnB2NMfQikGvu1utPgBgFEDC8WnAA9GrYAQAmMAS+KlbRrv6eq4CHARSuTwGbglSVZgaAxACMyIRODeDTi4nIOxfZE0BtVx02IAKItKs4+dN/a6SiYEToY/CIpALMaArStBUxgWub3UxN4FMjA1ttrZRSahFRJnbOqZoZMtN6ndarzjs4vH4YVt1qiFJyHi+n42m3WvcpEfIP9cPlNJ5eXrWUFPz9zW6zWu9Pl9M4sQ/B8WoI3jE5NDSR9vL08enjR2K3GdzdXQ9SSp4B2nYzlMWmsU558qB98CH5JpbbAiRmIFAECoFHQGYyB6DgGBjYmAnMB2hFTSsYIzgD/Rnb+mfy+J8/GQqmGPy10UAxJAC+eiyu4AEAeri//5u//t2/+ld/s8yn//gfZDWkUkqr1zvb2HWJGR1zF9P9/X1pOs65NpiWer5MTSHnPM8zsQOmSlpqLq2QSQFrJYsW9dYQplamjz81IEHgFD8e9k8vz7e7jUvo1z7GwQ8RE8g4X0s1tTVg5hBybWjiPcQQoWBpglefOjBdS3mf3j4B8M+LIgRG1xsmNQFBBWVmJTUFaCKtqgkSXGVDCqJKZqIiCBBCWK+HfrNb7+5cSDpmq+M0jTH6mLzzgT2nFLt+5UNoKsfLqwvOBdeqXb8iMaVSymW8PNztwKA1ccxADlwIaXAhKE1FYCmyVHFABkRGc6k+RmIvyEuVKVcFMmAxKgIpReTw8fn1H9/9w+t5+fWvv4opbLfr33z99dANQzf80zgTaPJcVKIjzw5iGj77PHVht12dptPLOI3nSy3lyqtwDCFAjPDhw7fffVe/++FHH1JM/ft3P+QqMaWQwjSN5/P5/ft3qtKkXS6n8/mk0nbb1eV8+rh/Xpb68GX35le7x8c3KXHw0KSoNSRjhmHog4vHw5kpxNA70hRSl/r11k3LfDjznKf1eoOMLy+kdRzHE8GsxoQh+kFaFi2xY2Z1HlahY290wB9+ODlu3iMy+4AxpYeHu6ol55kIvn7z9a5fffjwYZnmkss0jo+Pbx7uH988yscPz09Pr4fDSUWCCyRaa0WCzXqzWg/sKc8zO0wprodhprPkmVRAiiqxEkpjA0a2VsZxeT5OwzD0XW8Cm2GzcZ5re9ze/frzN5F/W/K0LNOSJylFQYJLYCoiLobgPAmUJZ/3h/njqR6mLa+SjyjKCI5dCBENQCCyv9nufOdO42moIRSWBUrO5i0MbhRY8rKfzrv7+261aqrR+WbtcNqTgYFcxktKPnjqh8AODCpgY/PeiK/O1KpqKiToUMCQOTrXM+ecAfDhzeM4jXNdOLOyucQeWaQseTyN+1g5cp+ir3k6NSnm8nTpY3j721//y7/+51++/cKRf3r6+G//3b/70z/8ByMebnYuhcfPf9X3w81mE7ruPE3vQZdlOp3OOefbm8dhswHjn6YPZVlUJHgXHNfL+Pz08btvv/nTH//hcj6eL5fHh/v9acoGm83ms69+85vf//Xv/+ZfbDZbFQXRa5jhekFC5uC5VTUVBEgxOsellOtmLxoSIwESGePV9GZonyrivwxgIp9GPAAREfpZnUWAzOx9CCH8jEW4DoFIRIL//5A6mZnxz6KBvu99CLqImdVWc4El54f7+5Q6ZzBAXddLOj3bTfQ129PL6/lyMbOsqYnzzm/6FNDBUt//08e4vjNeg3p01TADsIlbD/HLh6/vH/qPz8/718PNZvv2bvOr+9vLu2+lCnNETkBOgUwAFdHIqQQoHjOhIlX0C7AYWbMyn/fn2fLlfNy/P11yvLf+Dn779ef/y//8P/2v/9v//t33H6p6z2uwUIsisGRtoyboAqa2GK0j+0TkmB1ALiWbKRE6R60VkRqjAzQzve7DXi/qn7CE3s/zzOyGVS/aDHzqhjwJIGPoK40X1ZdCR+yDw+g7qPV0Oa0J42++jt3mEvMJ9qfpdNJwmDeLoTBUzY5dGm6ziAC2JjF0YFhLLaUUKaUWREkxuK7vVpu8jB9+errb2qrvPXfHMV9OZR5b8D0f7U9/990yzS0vKNLdb8fq/vHHg2MgVDMpZTZtSFiWptqsFGyFrDCWKU/npdZlKUvOQOgjBq7NDqUsyAm5M8jG83j66eOPtZQQ0mazGxcuoyK08/l1bjwWy1bJNDnnARhQHZeSW21qTWVmqtGDNmtACA6MUAEAtTZ0hh7QGjkJYMPAqjLPl932DfPOYCPwqjYi1Tmfhj5uNjfT+SyZmAf2N63GuY3qHrhj8mUBnKRlEPahSzHCerN6lDrNMr6O59WrrxqKFB9xFR1BNpwvc2m4UDQXQGAZl/nD8elwPilqSJ48bHft4Q4yXU6naXwmLn13/d5KqZNOUFZ+NS3j07ufShaiMPTru7shF5/zNM81Y2OKCL7kWLK2RiLKfhYpAApAprzd3P7hD78vdcx5yaWlHuBSp3nM+dCnFJPd3K4SdvdD7xyrqCKAESE6lKyi0lQbOXNUIi03ndDn+PB4gyEBl5fDN13oGlro+o/PP11OIwhobrvtzf3Dw3a361ZJbL6cL/vD/nSeW6OywPlQPEGMOPQxBg+m03gRoXnRuljNlCdYWiHPRiBWzdrr609//x+XcXq7Pw4xOkbtN/B19/bp/es0zwhnpD6GrcPjfJHk5y55kct647sVru4kdYVWo9/GwbdhkuPxJ6xx292ZE/JGKNAWp+bRtUldS4miAQu4WtmQTJfgQh83gZI2Q4jzKC977sOtCe2fL5dzaRVU1tvNF0hKyC/PM5owYdf1m/V23X+ZXDudTsfTa99F5zEmXJZpKdUooifJ9fVwMLCH+/u72zciWpfj+fJ6njIsFajeffY29R07Z52qqfesLh4u+Ty/IHjgPnbJrTpzsJSJyROSiakhEqNHNVUkIOdd9+a3X/7+v/3XT68/Uj6vdj37rtaxQun6jkMURa0tot327ibxLLWM56UblKILCaEQVDIlBQM2Q0FQEgNx2BiroaCpoFs4ITpVQjNP5qAJL4IXxWagZAtqQRUCRHNoRIYkZEXGw0WlhXUYqUCdOlkcATBhQ/uEvDZDFACR61+BGAkBP2niBaCZNSAzAkUwInTAXgFNr2dgaGoKCOTdpxUNJkQCRAJAMkAjRiQ1bGKk1gwVEAxB0YzVSBSaWjF1AIDYEJVIf/EoGRJQASqKRSGbFbUFDQjVoVNUNaNPW3oFUMVEJQMeNC5NAAAgAElEQVQZAbB3MVLf++BpPjODkWrwPq16HtLddnOz26Daxx2zcuKQx7FJA25F2qj1Nde2aG1NRAhqn1wfPaMP5B1T7KKhNYTDy08xdTGtY7hJXKKZ08bSSOUaM6RPMihicp/aiWZmSMhGZgDNzNCEoaIVksLqnKBTFb3y6Jjc9UonovjnIYgMUUzBmkIjNiIFqgBgqITEXj/uP/6bv/97AT4cpvXq8ePLcyMnPpR6aerMyK65HtaCTREcoZqZSG0tg1USZVGt2jwROHW1MmTURVNiinyqR9UFPcauOy1lWi6lVQPwjolsPXTb2/V2s06bVfOQp+XiGvQKnbjB/KR6qYhEQNyUC1E2zOZDH8AYyBSqGSA6cAQOmhBAKC4VN2bSph48gjQVaEIYmAnQETAqEZABKEiVDMTX3ocROw5Dwug7VrRa+mHd+cSAnU8R0uC7A+0j23pwHFxVrBICETWF2lCNCNQ3F8h31vxclLCBQ0KdEV/VfGmhtiVRi5Z9nUCdIbtu9fD4sO281bmeR++L66QelwpnkT1WBU4E1q8+x5AP84d//w/Pgfntw8PjTZrHp5wP7LXvu4e7+68+/9yqjKfTxw/vbu+2j2/vN3erHz58f7ZlddgUnHFsJrVbr8J6Jxz+8ft3r697x7wJyRCXvJynCaYzBicq07yc88VAAYCTr8e6TFMKngyckeYW27TSc1c1kHNCUEzOExW7Wz/0/WCKBC2X8TJWM7uMFWgUEx+8w9j5nq/u0wodrZNjRH56Pp9OI2F58/Zuu955CqYNgUN0CtijvllbXWYyHVJqUlEbTyeTStoQ4Y3b/u7xr/7q7ss/fv8Pz6cn9MskL9oWF5JfIZ/4clnKombeh75beQ5UkeRqgLHWaimlgsBn6eHzcOsUYFbLTase5st5yrMJZnWCQwh3u+1mGDA3D5KA74b1Qxw2EG3Jl9cyjosC9N2Guj6kJGqUObnowVnVtpTIqb/xw+1naz9wtfP+mHMOwG/XO+6jOlhs6aG3AnbGkpu2Wk0sYjWdy6ROEUTLAiU77UJgaUttCqDsPBGwoEuOPTWp2STXcppn71wKITDmwEIBAZVZVJY5X1OJpS2p65IPEdyUW1mWy1xTFwMTmb9Ms5xmN8s6bjdhE1rownDT7e7Wd7gzJ5Q43j9+5oa1iGU/ThT3AgCwLHl5etovJfW9c+4W77hVX8vK8do70aZlthBW3fp25e/XYRuQ8+Xy/sefvvnT+3/65uO779rTczkd1zH8s9/93lxww3p1+7C+f9g9vrl7vHG56HmZWw7JcWBkAyhOWhRjVTJDRT7WqeSXl+dZhGLa3N0vpR3Ol3cfnr5//9NxnqnvtzENMQQfPmFYEMCzIOTWqjRG6kJgQVJj0W2/WbsOK3qKnrsmjQzZyBsXVxo3u45EjEakgc17JI/ApAhqgGYMiiqoxgAIoIBiqOAEyMAhehOHAs55REdoaC76htIcFFRt5Tge3755cI6dWV+W0OaOZYsax/P88ellXAqR22w2WqRzLl9OKEQlyzg3KhAF0Bs0tSzKYLBZrX73V29+9eXj9999/7f/5m9vVnGTvDcp08QE3gXiAOTN0ExQlc0YvEfviAENSIyKOTMEU72c9pdZoUn0GjsMg952w1e/ffzD33z9w4/f5nk+X6TrN7W515eLKUjRfM7YiNW1ooieOFzTPgDQWjVTREC0WnOTGoK7Bm5F5GdQGZjZVRShqszWdXGayABTWvmwEBCFDuPQtI3mFz80Dyfy87KcvX/Yrk/O9a6/0PYku+dL02M9TqFoRGpCxZxx8OwdOpLWfPKEjIS5lpzzoksIzodALgjwuMjzfvRh7SKTj8X8YiGbEvXHcz3+/fddl7x3hK5pPE9tvz9v1skxqtRlnj3DZtUtc9W2tJzzdJk8eZQ8j8s0l2UxM4uDBScgp3k5nvOw2q2GtuqiR1xKfX56krysV8Mqcr5oXYjAT3M7LTBVREfgwTE7A0JEx5q1tEW0tDaDVc9WCUDx08K8mpnVIqoWvJg1A0FqqeNxbNN4MLuN8RZxw87X9ip2zHUPYM5LqVMrPrpBrROgZqu5xtx8CNCkTLXONVcRgOApJj8U0NHz03HPrrXWQZ16VwJbcFUMq2LoHHdOwB3HutjlnM/nOQN4sw4Xn9Blp7UeTucyn5z3jhkNVFudL7nMeHu7rbPsP77mmjfb7cP9bug9MXRpuN29qQXM+DLmUkwFmhiShKgIRIx5aafj1KfNZ28/ExtPp9enlyeAGWAhbqWO81xRYTV0m+i2KXJVbXA19bpSwDGaIQISAogj6YOglW5Db7s19euX0/zuaW8gtdBc2mVaVGzoejC6v7357W9/HWIQJxOM5/Mx5xxi15YmjS7n3EcXHCOgtDpLFpGUrVZXFpGKNVuuEpCMtVkFlOPxcp4/tjZ2HYOWu7vN24fH3eZWTc6n8+mg0W3zAq2QQr240XuJSdOqW6W0uw8hAqXs+jIw3c7pcvhQRQWbsl5v0Kw0RnRGKM5LcOZa1kuxIpo8OnUeTcSXDNqaNBov9OHFohcQPbzW56c9O78ZhmG4ZacEdT7MyzJrk2FA73bb9abfRIReGqrNXY8hwYePP47jrJi62JOHNrXzZd6sjWlI0TfhpbTTdMh5Iaf3q8duFQ3lZnVzBV2I4vNhmqbXPvWrm36dIqdobFWy90xmKoLGRqRIVUVAjCt57G5Xj19+9vDZm3YKqYvEBFiBPPoA5ExBRTzaJvImMGRlUWvNHIOJtAW0MigZKjAYG15TbCIoiGKmaKBAhTyjA0MCdGSMIlSUFv0U96tgDU3xmqU0ZCBWhqrz+VIrgo/nMup0VF3u9IFD9OyQ8NqJQma4FgUNAI0ICAxAzKqBmjWFZqiGpmR69RiyAsIVcmCgBp96DmZo9qlGZaDXfJ2hIZqhqgmIyFUVgKRoimZ85YHqVfsOQIiCqIh/sQlIDkiB1LApVIWq1vjKF0b75N69XgdArvUtQ1TTTwVaK6IFzK36TluWXEIKMcY+8P3t9ma7slZ3K2cFI7mWs5AAa9ZyKsvrPDf1pYq04lDMYiB2joeuWw8p9f4yX87LjOy11WUuh8N820sAY1VWJVUCIsDrEI3IzJ/mPVX5JXJ4nbvVVBEaWkUVBiEhunJIAA2BEJSu+WAmRsTrYTcEMTE1MUE2ZEPST5hvVHL69PqU81Rm2Q27mLZVjhXIXCi6VMGrT0lRK7S5zmwOAa/R46ZSCYTUWE0rCKIyK7IyCLGQRyQC0AyQfQjbXb/sL6JNVb33nePgeLtaPd7cdF0XQ1cYOg2zN/OAEf3g0uyvS2tgBQRYmAWpWTANiFcanwCoGZh5AwICMxPwDVnIjBwQggIZIJAJKV+nRzC6Vh2BTKwqCTMYApFDF7wDEKg5K2h/k1Lfe0BPxOoChoAcnVsPyRxjNeccApooqBIAsbEDH9h3KJQVPaBDY4KKMKpOAq1JDWwRmtfSVMxFIhqGoQ/WbHSQoxcfQbhVnUo9tNzIOtum9Tb0O8/PermcbCkOyjL9M8IWAhmKoFLgzc0NK3r2p8Px4eHtF1/9Km3iCHk3v76Z9wozYIZG6912dXMfh81cPh4v8812w+y9D4jNzMbLZfnhn6pIUwUmA3PMq24AIhGVpowc2JMglYmXPQexRg3RuVAukzZd77bMIUsD861hqaaq45RFccl5GDrnCRRNEBTYuA+rbRzY++Nzy5cx1/Llrz6/v70jopeX11bautsqWeVmoeTWCHXjY1aptbTTOQQmglorXWrf/JuHW7Ml7u3YToLj3CpbqmDsIMU0X6ayVLA4bFZpFec6iYGYseOySBVtpb3tt7vYBSNAMWoN5Xk5PM/np3kcS1mBT+vubrPpYlrKkUr2yG9W6w0Ht8j5ME0vUyk19l0cAHwjYC0VGjjPCGDVqPLN6mZ3198NW6y6HM55vHhOwzA8bLYUfCWbmicJpTZcWEWytLkuzoVmcp7ONASKeJXqkqlDLHWRJsE5YgYCH9lHRwS1ipourc2lVZbrebV5NgQCrCKtlJozE1/zyv1q24dU58zVKIvMLfrU+SjIy6Ju0R33n3V3m7TDBmta3af7rx9+7cGjkDXwPi6Fllaez/npki+CzrEalHE8L7lLabvZRO9M1Jve9n0hzq0Fz4msDwiruFuFhO388d33H97/6e/+Vi4XX5a3/Vr2x6D4V3eP9199tXvzOOxuzAVzDljnw3ncj2MZ7z5/SKFrrWqeXaudWUfkAVX1Mo/H15cff/heU1o9vLm/u306vH733Y///o//+OHpCZx788UXdzFtY0wptVKbiBJg54VgbKW0xoSr2PkGVNRKTT71sUNy7CKHJKVeT+aOXKOCKIYEbMY/Nx6QDRiB2QwVjVRVgcxIBc0IAJHMrouZbMgKbEqowBacY6Yl5yJNCV0XYZlraeM8iwoCODM+HqaS4VeffUXQnp9ev3/3/fFSHYfHh83NZpOBn79/56lT8fd3D+ZXhYIIi5g0ERFEijFt1tsurfLSPv9sL6W+vLy+fPj47scf395u2H1CmTIiXIvQqn+OlBiYgAgQIzoXIy+Hw7JojMNv/+q32Vzq1wQwDJvvv/uxNVWD5+e986oWlsXMQFRPp9NlvOScr+qLKwnmem38xKpWrbV+cr+3T8+KyBWc+pd7oyLinPtlr/YKBydDAEipM23IaGCl1PP53KSFGL/41ZcpdQBwlfiJyDROJWeR5px4xwgwTVPOuZSScymlpei7rlc1U72cL2DWkqjZ6+vreDl771OKzrFIu73dbTareRzPp8s0j01Otzfb1WolItO01JpLlhoBHahCzpWiDyHlZSrLXJblCNhymU6jinh2MQ6n46lKBpePx+OP71/ef9i/efv5m4c3gbeGFQCGYehvN6t+WK1Wl3kCUBUljqkPDP6yzE0aoTkjAvhUQ/25WvSJ4k1ERJ9YtGaqMk0TETITgKg2lSoipZTj8XQ4HGK83e42IdTatKqpjQD1fL4AoKgeD4fo1oQcU3r/0/v98Yf1lrY3cSl5mvNlHMfTgoraElATgefnA0mOvCW5vC4vbXp5uO0fH28/W9+nfmMUloKXZY8YYhw22z7G1WZ9C4beuableDqcJ1PomiAgEnFtNZdSyjLOS2u5CogAADnnlmW+XKa8TG8e77xPpbT/8B//JJIdh3m+EM/ec4yuFPnxh5/maSz5bQq/6oakwof9ZZwKIMaQWoGX+fShnN/ebsK6W6ANHIjYDA6HY1H0qw0Ah9gR4zwfBIl9RAFRkSo3/fCY1hRX4yjfPf/0p2++tYZpiN73wfvbh+1mN4QYKjXJ0trrZrP5b/767R///jvNUMqy22yRYBxP41gABJF2Owboaq2iDRCu9ZWm2lolB62plXo55cupjpf96/PrZT8/3i+n05RHa0vN8+nl42G/fxn6VOv5fJbf/f5XMaYUu8f7R8DmKTCEbhUGHkqupI2c/0XNwuw9kffRx9Vl1Mtl+uHDfn/JRW277hOpxyY1dzE6wlzkMp4+fHyZl0MXVqDu4/M77wPA7WqIXYwpenLD8VAv50uIJFJOp9ehWxHBZrMqDWICH4yZwWqrJQM5727vdn3sQ+Cc55vbbTfEkHj5p0sTIsbn5+c0+dSnu4d7drws+eXj68ePT6+vR0T+8tfdZ1+DivxlVxl+eQCAmZqoVvCc83I6Hk+nE4zjmqGj4BzHEKRWqRXsU9L9+ifFuNvuwjBkQRMZxzHnZb3+/4xzGuh1hmMHDklA/rIA/kugHlSv9/9X/RwhkxrknM9LOczSTq/Vlrv5s3W/HrpBMdQgMaUQQg0Bq0ip8Mmwo59cFH+2CV05MmBXx+0v0eSfz9g/v04NzBT/wiwkAGLXFI4I4FWProBkdiV24ice48+Pa2EeEa4hDgAidNcHfBqIrwBPBNOfDw+0pmZA6BUlhEDkzuezmILWk53KsmxX/Zv72+l8HI+vjEiehJldIBdEFYjNruVFCNEnTDSXnPM8jd1wV3LNOYfOfRI+iUTvN6u1i/Dx9fl0Hv+7//FfP3722279SMwA8hcK9T+L0f+L36qp6s+sAPzl00VIiAxwPT7yX2LifumTwKc0rKn+Qnm99k38zz9CRWDJi5Z2ujl58AAsIlfspdnPhPRrLLLWvCyREoMnJCZmJgQ1EDHxjIZXb7Eggg9+GAaAaVoWAPTeY0q73W4RHoZLjBFJo3PM2Hf9aliJSS2tkKqYFLDCaDFFv1k5rGMbW83YFAN7HxmqOh+IOefMxMxYS4GmzNqlVEsRWIALBwBlgeoZg/PosFUtrQQfDExMijYHhozksGltqsgcUgBy+XiqeUIiZEDKoN3NalMNMsiyZABKadhs77K2pZ1yFQBmAuIgIAQYh+6KyxEzDj76yFesug+ffgPOyDHynzswtdbD4dCCUZvIeQZkrgSuFBnHJRikDtcFUrfebHaPj7n7Inz88R0AG/CXX/4mdqv/4//6uw8fX54+PB8+vn7++GZIgR0Mq5SSP50OAHJ/u3Pur9pyrtPYBX97//j4+Pazzz5D4M16fTldHPvo42pYV9Fxmr/75rssAkQhRmbuui5QdBy6bogxSS4AGQxOp9N+HzebzVXt2PereZ5FTFWklGUppZbgQ9d1y5JVpJRcW3ndz2pNrW226xjjMKxS6FLXD8Pw8HBeyvhyuKw3/f39bUrp229/fHl+/eLzN36zlrL89OMPXfRd6gCgNc25QYHN5qHrw8v+5Y/f/HE5L7/7F79Lm/h5+sxeBQM1g+PhfNkXkPDP//qf/d2//eP3L+/LNN1th23cDAGXMpc8BQ9QmwHkaUK36hx34FeblDYeFb+4e/Nxf/iHH3+0g0Wt3c0uhK6VtpwXq+Iw7bqVU1hOl8PzS8k5eL/bbEZ4Pp3OrTYiiiEKh1IbCg4xffn4+Zvb+3VIP37z3ThNwPzFF1/c3Nyy4yL/D1dv9uNYlqT5mdnZ7k463T2WjMyaqupqdUPowaAFSSNAEPS/j54kSIKmpZ6e7q4tMzI2d6c7t7ucxcz0cBmRNUPwgaAvJC/Je46Zfd/vy6BahSqzQObGehso5XhMs4hk5TEuzqoP1bDZhFCBwjQuKUUENM6rCCi4dU+WyzyOZA0iBO8IwKoEQgTIwlxkmeaSEipoEbKua7uuqgzgZZw8GhcaKeVVv+2a7nI5T+DJ1tvb7Q/tuxu7QcASeZDwKgxlKfMSpymKz4Iw5fTn3//xT7//w3yehrAJIThvnHUhBADYHw7KYr2/v61rJFGwziMZQKJUPOAyXv7x//2HfDo//OnP/9O/+3d/+5t/uxu6/+0//IfH/eNyumza4c3dKyQzL3k8TudpOj9Ox8Nlv5z726GBer6c5+OLK8XWjQ/BKKS4fPzw/g8/v//9h5+7169t04HI7//ln/+vf/jHP73/IGB+/f33m92OuDiA2nlJWZiBsCBkkIQqCMaYynmjoKnkJS5LMkNlhwpaB40lhyRIKxuKwRSwFr85Ea5rnSgBGDTGQJGkDKRgAHCNj8AVdr0u3wgAa1osGeurCtC8HE7h80PV1He7V7zwwqMKjlNMuVjCwBn7dvt3f/vrT5/+AMI/fIdvGXNhLsu2HZDlaX+o23p7t7t9/W8+7qfPh+V8SugcAghz8J7QHg8zsyxTEcbDyynOkwWZl4WlJwLvMQTyQAqkCFCA10wxsqsrsmSF1b/vXUySC/i+va1CUlcANJd5Tj+9/8SMIbTGnpCsFmJOZCwiLnGJKa5pVGTIOWvX7FznRPhb1bfKaleR61oBrktpKeUbVMdaW1XVMAw5ZxZpmqakLCzGmKqqhDMCD8PGe2r7ilk22xtV/Pz5AcDFKNbavu+burKmXM6c4pk1IcJoQ4wppZxjPh1PKeQqVKWIKhEZQqOsaY5rIbRilAsnINzd3XHOcTkjFWvVORuCJYQlZe9D8HXwtTLPcywld92ubRyRu4z7Zbqg5KaqvK/6YbN/3Kclqtim2Z4Kf3p4/PLl5XAcWZmFyVDb92l8rpr6dvurTVcF5xBtaCg8p/JpPD0tXde9/uG3H758Pk9ngVJVRpFiXhvouHK/vwaN4C/b3K9uVOYyjhdjUKSUHLsm7HY7LnGe5+f9HmFnrIQqBOxSag8vT48PHyrbW+qND+fxDIIpx1yydXbYDNZJmeZpjCpgiFThcj6hUSQki/NSDqfx7at2GIwkH7xkhOdxpLk43xnXz0kVXdPctH1QNbmsCfKGnDHBeLWVbJivmXOAUjjOiyzxgiiITrXkJOfz5XIZU8pclmkEa52IOjtVPhLFrku6UlNDn+dyOl5ySsHZoWn7rT+dlnHk03GumnbTbw2ZnDXO48cP+9jVdLft7zpjqCxpnmZ0tVbgbUCGUop1tTEegs7LOZfpclkuH74kNUsBZ7uqabe3t+9e/4BCl/OYSp7i9Mcf/+CrQMEURGvdsGlI2rp5zFCcM0RAJABqzEq0pxCsqLG2APBaAa4DFAVEQguNcP38kAAiF8jzEs9fvvx8kgxSDBRvsCKAvmsIRTinFMfLQbkf+rvKw3k8XC5jVdW2s1Wod3evJS3GaIxlZgEVs4IyIIWa0GBhfXx+OVyiq5vvv3s7tMFKUs5LKgSaGW/vdv92e1PVbXCNMuVyKYXrBuuGQgDrNASqGwdQ1U0A4MPx5enxsWmarmuWZc6FXQBmcdb50HRd511w5Nu65yLnyyG/X8hg4WwMhsqjBe9tziUez4DGhwCALFDV3e7Wlcx1VVkyygKi1ph1376emFfGBgBYY9B6QpFS4jxfTicYT4OBPhhCtHQNSl9DYInQWtd13VQQV5UjIqDmnLgU+ortWiGM18HMFRymsM44VBFg3Z0Kc8ocFVuQ1YtABILA6xn4WvCRqBbmnHMqqbBRABd8TeSc896b4MalFGYBKVJEBQnRICj+1wFF1wB4vRIiEUSvwd/fTOprPu3qJlO9IlRW/SJ+TT5aZ30rHpgIyazJeWCAEC0ai9d4JMLr38Hq6yMgJItkAY2AkTUIEA0iKcj1ABOAzojOWJ+XmBIbg03T5RhBebO53XRNcOZwOJFK1w/AZaXo5FJyLiJgjAdbjKW6CYmY51xKYi4plZxPVV3d3WyX8ZhTKhbVWeFSSjaWQNmgGos+uCr4It9SBK+hTV8PERGSAKgCAiESkf0W+bRWrahKCIaMNXbFGeE3mwnSN3//X3jzVjI5GGONIaKVmmNASQHW5fIrDBEQ1OCadGvJABqdiRBBlUUKEVbBN3VtwWkCJsWVZKeFAJwhYlZlEQYV5qwpFs7WijHGk1u0KLNd/zkRKKKSCszjXBJrgXleJJdikNQ4bAo0JVoVtIaaxo/LFPNSxkUQCargHDpDhnxwiKAI1TqOtlxoMV49oMtgRtRC1jkywshEwCgCBESrwwYJyVgXXN3W5KDkhMagtQI0pzSlRVSNI8DiLLZ1C8zK6KwVJOM8WpfnOC7LnBIAGmONASUEJFael9kQ7W42/bZvjX15eEIylXVkDDknjAoKhMY7H5oEFskcz+ds2EO2ZIBQwZIJ1tbOt1XdseLhOP744ydw/v7Nd5qy6MPpPL7/8HA6x6fn/fkyXcZpnpY0zmWZXt/tLMnT06f94cOfPvxZbEGngLxMU0kZyHjru6Yb+mG3ufn+zXf/9E//eT2noSAxefSbbnuZp8uYvuxHY/FmK7fDTrLmpYy4tKG63d0PzUY1xZg/ffqsoESmsKZUAPByGa0LiLQZhrSU0+kyTVMpxXuPBDEnQOm62jtviAjwfD5fDkdnXSpls+3boR+nyz/9038yxnz88GWe4oeffw7O5GXxzq2OKeH8/fffV1U4X85VUxXOKfHPp+fzsXCVt6971xoP9Ksfft20/fufPn7kp8shYY41ae+MFMkvL8cSGQqQ+EDV0KgCgBCX8+Pe6Ll1FbQbsDUU9C68brfmnd0OmzMn09WR88RTUw9971/3m02oT0/PaVoIqXYBDE2nS6oSo6YpK7PYXBdbu1C70Ki3Uct5uWBOcxIFdA68iyrn54MikDHW2cs0xhQRQduwMD+9vLTQu9aHuqHgyHpjHQCKgLV2Hicu7NA2dW2MyVlUGECqKiioKEsIBOSAoSQsGXLklIGLRXDWgUBwrqubOM6cssT05u6+8fV8udTq7MIbrLjaTsXirGaeLNmqqpu666iRp/Px5TTH7EMVY55zPF7Oz18ejvvjZRQb5rev7//7f/8/3NzchKpS0BACF355Pny6TJOoD/XpfNm/HL48PlWATuT58+cRYOPDf/u3f7MZOlC2gN+/ft15VxsHh/P84UEBl1TikktMEKXxrh7u+jrkefr4/qfakHM2x/jxy5f5eJrG89PpMJX8+tX97Xdvd7c3WPJ8OsbzKSB4S4ha5pE5RdVCVlPGwoQooEl45iwIZC0Hv062FDEpFyvYWqmIAwohsCoXZghkCYERRWhlWjsgi5bQohICAKtRIlqjlJBFy7oCCpIiKqoAM4gxjIhFCxgxjmz16fPeGKyC3wy7+5s7EnEuiKhFtNaEKjR9Nzzbqqvboe9C8OfL5aeffmq8N6oXa3eb/u2b+7fffzemT/vTApIR7MqOs4ZU4HSKOefxkkTMNMUc49BWdVO3bV1VPtTWV+QEZO1xAxpL1jnvfGFd5UcKagwYtCwojAZ9FXpLIYksZZyX8vR0yIuomqYdvN8ui4xjttYSWb7mOkhKERGsNas5kohE+FulZ60lxFzyuuCtnc61SvHeA0ApxVrbtu0wDKrKIr7yBFAyWzLBh5JSSvMwdG1XtV0QgM1mQ2Qfn565oPe1qjZNUwdPmEDiSzxLzuBc8D4uSUVVJS5RGVGNihJZ7ytnjSEjokRkDCJIzksuaJxTSIDFGPZhnR9alZSSlpTqqql8jWSmyzklKAV3u76qnEJiVkRTt8G64ELdtEOOmmNGtc6GPJ8eHiLTvxIAACAASURBVPfPh1PMUNe1D8FXPlQhjkKEw9Bvh8aSiZFbChuubxb/eN5b59uua8c+g6QyG2eKKHO+tulXPZcC81Ue9e0iIs7ZnCXnhOhAgQhDCN4RoTw9PcUYU1yMZKPFGHW24qJP+5e+xr6t+tbFJQprUVZEF0LbDyldpACCaZvegImzSXOUAsZBcC4VeT5e7u6bvu1sR1LGqaTxcCpJvV/qVi9zYXVVVbvQXqb5eHj23jNUja2jJEZrfFPiwiCIJOhYbWLkVKyFUDmAsix5//RCpM6RD47zBdQ4Z7cDlAYR1bqawRSh2vXH/eX58aSc9w/nH/2X4eCLRM42JTQWczacoSSSEqZlrqGkHlSIjFFAWfdTAu7r9B5NEMyFc2EzRz1My/HxXNCa0DW1YaWuv7m7fyNFS4Hx8Hx4OYzL1LR1aGtft1XoCUxKGVStNd47xDXmu1iLa5+k7Wpmfx55/VqpggquYwREQ+hR/XSaEIwxNS8pnibQ0ZEjdAShduqNH/pGNKa4pFKm+RSXC4KE4MfZxJjO59GAx8b50DIg5zlmCSrOwBoRy5o9EllD1i6pxCKeXNMNfddonqfzQQQMIRpzczvcDq0xHtWkhd98dyusfdetHzCVAsEBtHVV1aErWWOcX14OMUZEOZ8vRCXUiEBV5X3o2qb1znvru7Y9Hc+Xy8uXL6NxpmnqEKwNVdHCoimXItmOCwta643x3RD6AdMc26YlQGVBBUPEcg2gw7Xqw2s9ZogQhRCNMcLMOZYczTWZlLkIl7x6rwyZugqvXr16vsSyynoRALSUvKZaXYUTV/3it8LqL/HN+rXg0pxTjGVhZWEBZVX8hlxBXQdgsnrzVqq0iCga6ytTN1aJSBEUlNcnhyAqAgIoX01haxNyvX591DV5HRXWIY/o16eGX18O/Jc0kWu0IF151ngt+QCIEICsMSqgoEhExiIZXdMfdI39w69pt4prnxFI0SiQfLu9LprrYoBrermx1hMJF1aRtq2VVbhUoa6bzoDsx4dg0FYuLtFUzli7HiBQJGPRo699qDxLFGDWslozYpybOrRV0OScQWvQriHxiCLiDFWVW48QEa5aEv2LyxrR+5XovTbR0JBd5Yq4Zg7gNXeBgAzZq8fv+iZc+ZSrqPMaWIxIRCJCRGTQGGNonQqaX7gmay/SePQ5OLkmUJGxxogBNErrJBUUFIwh731dV8RUhAvJNYaKZQ2w0rKKeq61vYIoCBFZsowWyjrZBWVVVtQ1TALmcYlzzlGmKZaYxBlDzpFTqdIMCijirHNoOEuclkxkgvPBGrAGLXm0rKwqtrJIoKiq2ThCS2YBcABKoa4FU+YMoLAWvdahtWiMEllnfF27qlZNrKBkgIwqZJE5psJs2biAbfGsUgBQIAtnkcQ853RZlikurCIISus5QGVtuUg2ztdDXbXeCDBkKQwpUowWbOGSuZA1VVO7upGkRSEXTspEaoxh0cKI5I2tjGuMazmVeZHHx2P//fc3t910vFgbzuWy358Oh+lwOlpX9701qFASSxaJSvzh56eX89P7z++7m3bYbarKoYJFKrGAgDHGkrnb3XZV89OffjwdTtOS2CsUCdZv2gEE55Gn00hGK2s5iWTJiSPkoR42fR9u3Lyc5+V8GUcRQTI5lxDqEGoWWasIQ2CtJQQuuRAaYxxZBDXGDH3vvVMQY8zpcpjPFzLU9X3btaGqnl+eHx/PRKRCdRUOL/vKO0vU910VfFNXTRW++/5t3dT7/VMq+XA8ItjTFOflcPNii53bVLmK7rrNq9dvbUaf/aO+HJ/G3pFsWs3gVMw4WQI0EtDVDNY4MOqJ5uMpnXNlPA9zqnpiMwzbqmnf9DdN1cxQNNj94XBauKv7+2G7rRsel5eHx7yku9t7W3kBvVymggwWObLmIoRApe6aznpfSC9pmg8pl8t4Kaxo7cKcpnF/OFTBh+BNTtPpzCUPXT9nPs3z/ni0fVv7qqm8WAEiUFoTxp21IFBSTpS6qvHGlhQ5ZwUN3rOUIurAkiIBc5q1sJbEORokY60zFhS8tZZo/7JP09LVTW1872qibBMY0sp4NY1DWeZJz2NRpQGau86RnM6Pn788zLnc3N5l1LmkyzRyjB6xq9s++Pth+ze/+atXr183bSsAbdcqwNPT85un5ynmqm4envZ/xvfnz4/OeYdwfnqkpq3a9vu3bzUt+6cHnadt323rupTCh9NlzsZ6ATQMNSsD2so2Qw85no6nx48fbtoGnItF5ud9uozCZV4m11TfvXt3++67brcja26H/vtX99u+Py/LeUnj+ZihEKii8YJOlBSQGXIqy4TWiDWLMbJ62a2D4MhB6IKtvzKhQVZRRAXOIiXRAiSKCmTQEBIBXkOVZO13GsA1OPXaKF3DbAFWM7aCIQQEAUaj5ADt8XQCke2mv93cbroWuBCLiFoA6Ic+p/R//h//O8HinDg0beXjBJfDU9wNm6Z9vRt++8PbfrsZzy/LeOA8+0BMAijWIUtKKefUjJdpmTn41oemrvyvvn+9ae3399v7V9u2td6J4RVYC6rgvGHxVW5WAayKYyGwxoAn9ACaEmQtpm43w7bMDyVHzubTx8clys32/mb39nRanvcXY7xzfp3/OmfHeRRloF/EmSmlb4pN55wxZolMRCuoc5VJAEDbdqWUaZpDCF3XtW1LRGvedFvVXISQhGW8jIejDNvbvq+tQwFpu2HY3Oyff57GWFU4jou3dhh6lZ2UaZkOXOah63/327/6859/5MLKimid9YYsIBhj6xCIMDhTVVcY7HR+WeLonNZV+/7nP1jCtqldqNPC83g5nZ4IvXdN5b0hO81pTQkCgzGyQXVO237T1nd3u+FyfGGFXPTv/u7foZpPHx8+ffi8fzoeTydWreq63+x2u11dVynFlFIuFyyXsrSGaJrSZUY2m93u9W7Uh8Py//zHf6DgE6dxuvhgAA3zN4EQGUNXPhHz6odERC68xMV7Zx2VkqsqeGeNUWdAGLuuVxVnh75rHp9+XtLJ2Fg3xvvK2WqJydnYd2iDASE0YJzlbFLW02kRNne3b2BXHZ/T549nqkwqnItYV7HO+8Ppx5/lMvu+BdBY0hzjkhdVmcicK39D1IDxieF0nj89PBLCsO23u82HTx9m2sHN6yUVAHUOkxoGq+AYCiqIOjKyLOP5fH51v7nZbG9vh5hmX5muq6cRVbJ1ZnuzAeqnFC7HKPmTcy/BVdNY/vVffqpqurnpNrshBI1L+fn9AwI4Q10Id7sf7reha6sUuQrQtVUbKhu8AswxghZAUxjP83KYDtngKfLzJX7cv1Bohpv68+dPJaMF/6+/fw+Ky7z8+P7j88vznJftbtt0bd0ur++b+XL49PP+cBi7unPOKHBMi+ponW+7/uZmOwxdjKY6MxGKcs4Mujah1igAB7n1GAgzQgJYFDLAyji2oDimEWrZDF3TDONUjqczy3I6PX/6XDVNVUo2xoyXiRMuIxOolEicOt+Ac2TQAAMWwJWn66q264etutIMGwZzHmOaziWmtqqrrhOAYiArLHO8nObLad5sNne3d3e3d/N0OZ8O0+XUVDVuDCFpobgUg4GTjuP4/v17geQ9KZi2a0NVE4WcYkkxW2cQluU8TofPXz6Todv721//9rcMsj/sHx4eyNBws+2Hm1BVKkRUVlFFctGHSkWFV0iGWdXr9LUAW9WHzJwkIUpdV6/u7rfDMOcpeN82VZpLSkvhFGPDKQuzMX7oh7/+3e9++rz/uD8aQ7Qq6FJaVaN/OUj7euu/GLAZAABRFRZOcVnmtDjOJTMzX396rbQEFNbYcWEWXI1cxpjKhgqMp7LECNPowKo6Y40PwVq7KgO/CTh/yYf4L2/AVXSIX2Wtv4QJXedOgApfJYIr+sUgEZmvVOtv6kZrzDqTRDJoDJJRQAEQha/Y65XIjwq0Sku/PhQB0Nc35BukEVIWAON9pWJTirmUaYzW2hD84XBMca69DSFM5+P+4RPn5dc/vOuHgcx1OoiGvLXt0KIjZLTeGEvBm7Z2wZmc4vnEr29v+srVFjzRzXaz3fSn8ViF4OoQvANQZjYGr2KJryLgr+8n/uXhNMZYsFIKoACCQQLR1dBHaA0aAwZ/+TT8JQd8TZ+7uh7WIRbhX7KzaXVWghKIWQl23ssVKU7mKiVlURYAcGSC9ww5a15LO7RGrHprnDUkV7G/CgNZa8mA1aZChFCF4JiB5zwikEGjrCVmjsWtVHrRU+S4pK9XBW/rYevBlUJxzCzKCtYFRQPGFIQEkFDFIlgEh0AoiQU4+JosKQpLMhaRQS0zsJKp+jYXjMtcQH1VOdciBHIJjGFYQ0drBsiZY858LZwJrQUkBjZEDJqBwQERGUAwMKflOJ5gb8e0RE6+DlXXhLpB1pKXJAkAN7fD7W67ve1LjjnF4bY5PE/74+EQxYZWFea0hCoYQxkojufM8ObNXV+RhZymcVnSEjOiB3DMtEQhCiEMIQw+dLbqSOx290qzMaZaYlKwv/vd33Rd3VRW03h/0ztMP/7xn3/86Q/Hy77dtq9ebW9ud9aQzDPG/PT5S4oxxWU8X7Tw5Xh+fnh63j/nlNu2r0LV+LDM0QJWxvQBRIFY4rRIFgPGkXVkvfEhhLr1Rdppmh4eHi+HY6zi3/7tu7dvvztd5hBCKfLl82MuyQfftW2o6xAqIvDFWGe3w2alyjdV9QKQCg9NZZwR0CUuzMV71/f9/e/uvLOPXz6DsHdmaDd1XX/35s3f//3fH8+H/fN+2N5exjHEMgw3l8uLNTTc9cZBXKYU5fDlaXDt1teb3/z2qTn838//cD80d3VTUW2FLFFVhePpZcqzYQl9ZypXUE44n+fxedynMc7d0tc9oEmFwVhX+1C1pgn5MmcwjvxtP1iB3/+n/ywxVaFmZiOywo2JCQVg0QCuN9WAVVWMX9Ro0RxHKY+H5yyC3oamOo1jUYklVU0AhPFyKUusrLsftv96enp4OY4x+aoatttMMuUpSc5JfCBL1pKxxmZAjkkLg1UCmGNkFVd5JCQiLQVAlUssq7W6qLIPzhknDGt0wTiPn7985iXvfvPXTw/7fXqUOX5397ruGscIM+PCHVYwlxTnCOGF92KOU8rvP30eU3w6HEzwrqlCW91tt/zDu9ub7ubm5v7Nq/Hx5TFxv9kM220EE+rq+zfvts1mnpci+qodNtbPj8+guMTl5bR/9ebttmsfPv2cxlGXxTD/d3/3b79/81Zz2T88j8dpt72tm9YGDwoflukcl3jS/cuX58thOR1/fvjC05hPp1/dv/rVm7c/fP/9j58/LiC3t7fD0Ld9G7rhf/33/+Pf/tXvvuyf/79//uc//PQ+LxfryBpbk73vhs54yDyP42WcKpW6a4XwMo0FIOUyz3PjbzZVeDX0fVOhNRyjIfDWtq7yy4J5PUsZISfkcE3dyUWAVqDI1QNxDQXlr6vB6lxABRVgAQIDRAS+EjTjHA3aULmhGQhMiQyFgYuwWIEYKkRKT18+DK0xZFDd61ffbQZ72N9tB7frq/7VBjROp72YxhkJDmBJoiKCCp45E1LX3h5exnEquVAuwMAxpr7v71/f3txuAi6khUDQqBiQ1aNoKISKSDNjERSBnKFMqWk2r4fe3X7/cM4Zq+D7UvaivutuiY4iUdU27bbwVOTqMyFLjWtCFVJKzEX+4sK8zvfMit9ctyZ1XYcQQgg5ZxEppbRtuyzL09O+aZoQgrW2aRoRXgNh2EpJpa4rRFzS3LRt3TbGwDiP85JOlyllZoU1bCCr5pS8tcFa4cIle2vubm8/ffhkkLxzu909oR3P82r2MNY4S20TtpvOOSBI5yM1tSfk0/Exp1jXwfpq23Ql0dGcYyyIUAVbSixZSlJmLQxcgBkBra9sU7cE+Xi5lMIs+nI6PTy/eKpSllTgZnf797+6/8Of3jPj7d3d/et7b+zLy/Pp5dnIDJmMZgSc5xw5FDRldrnkImVaGEouwJnFgkNAVQG4unD+wojzi8NkdVHmnAF1ldfGVIgUnCFU52xVBSkwXs7MxRA5F1KKOYP3bVP13rdzSjkWLppzSlxYUdUMw+1ip5eX4/FwXiap63BcpnmOWfKy2Kbz3WZ3mi5RpmGx776764adX5bzceJMhOHp5cxlMlSPY5znxVjvg8uiT88vrm7YtJfr3IQEaZ2qCRhAz1ziws7Zob+pg7WO26a5v7td4pl51jxuetf3Qz/Uh+PLw/788VEvL8thPyGSNV4LpxR3Nzd3t/e7+83heI5LNoTOhZzktMyds9JbYyvvCZFLyaatjYUMGZRLTiXHUPsKuwp0WkagKlS7y/iy//TMfx6dCTeb+7vtzadPL3HJwnI8yhxdFjydIOa0ROD0OI/leX9EcYhQSoZgAFmkKBgiNZYQlQicJ+cMESEKXPHCxCzIiGwUBK1zSDHltmtud1tnMS1xmeabm5vb3XYztDmPLy+CZm4ba61b5iSrYo/d5TJFR1JcjktJk5W0qXzxngWgKIgowDjNxdqqaeumS1R8aFPWy3R5eXyYz8eh71+/flXVzcPp8On5+e72dclyfBmFz/vH8WP3RAQgRSV750Ig7wxnKVlKEQUkawissyZ4DJUdNkPT9AD2z3/6U1xma8zz/mGZ58vl4jzUTWjb4AMZXynp0/MLGuNcPS+cOROanPM0zsuy1FVtbE4xcxEQREUQQNHrdZ2bAChdFXrO+uCds2ZWzWlJyyJSvEPvQ+29JUJVzqUU6pq2riaEkxQuRQQhp8RcvsbVgeg6r9Jfkn30Wt+sPMcr8STnXHJBU5hZRNcAc0JFlFW2e4XCIllrrUVijsLAgsIqS0wyzQ6C9W790htDiMpXXx0oIsLKUhFWWBHIa0DQegUwiKQqXx2+31TfKyYFAdZhKOqVpaKqigoECISrbhXx+ildC0IignVsJIJofhkwwoqe5MxchGUlzSOKrikFq9BDAcB7tzLiUiwA4KwrpayjxRjntIxHYM1JOWqZS+KUEksKVee8KTmnvIBxDAwGEXANm2WWUooIVCFsunbb95UFklyWFOc5BkeoXPJc0jxNXAoiFi4CQoC6Zr7rNRphJaysx3UVeK5TOlCEK+FmzboABCI0hAZx9dddkSrrryAiXodsawvg2g1YC28y1vuqqhsuyqzCuiZsrMDx9XNBREUzSxa5DuOMQSQQkXmePHkSKiWLFkAxtGbfqQ8eEGIpS1xyXgwn0TLFOabjJKM6JcTT4fjy/HI6nLlIcM4QIKCygkCwdUpLjkyCRtSDDrUXIgayvuqa5vZmy29zSOii0lTUoJKC6Co+BdQ1qc7ZGpQTpwICRgAl8QK2uMYISN0E50OOwJDmMi95tlVT91WO58RLkgRGmFhAbSB0V2t75GWKMKXZVKHywTXeN96JN8EpL5HzOE5VW1tv4zJnTQwcfGiHumr96XJYTkdd4m3fM0rMaf/0vhlu+q53weZFIkdBA8gCusSpr1tjbBYpIqpIZFOR87hI5q7d1mDnuZw/P05fHuJperW9++tf/01Xt8fj8Xg+Zo59HzZ91VW0nJ/2Xx6n6QiwVBVuNlUVDGhOUedpjPNi0BqAOI8//vmPjmxc4jKNnBMhtFWoqiozXwj7ql4j7k7nS4np4dOXVfNlrWEpS1qAQJY4L+fD8Xg8nJil7XpjnXW+760qXs4vP/3007IkVQjBB++Ct8aYuvLGGhCdpmmeRhael5iZp2XuNkNdV+M4dl1zc7P9b/76r+92O+b8p3+t4jLnGJdpUuXD8eXDx5//+Mc/n8fxr/76t2/ffT8vi8B/3L253Wzr3/zqdRwvHFNb1WXKv//Hf3n88rTb3RK4LlhwaI15t7u3TBZNHcKy3YDF7m7Axi2SHg77clgupynndOQIadKqKnm2nIuonT05B4ZYpa0aJmOQSo7TNKFoXbVN3VjnUs4Ss6uodTUSYypaeC5TaKh4VMBxHqdlfnh8RG9cUyUph8sp5uS9895VwXd9ryEYQGYep3mcplxEAJGMMUTFcI5zmq013joFql3tagLVkkrGVPt6GqfLeMkn3t3eWG/5mkDNoqtWRNViRimShMGRWzgv50mNaYcanSuxGMWm6Z2tlGFZojW+rwcCHOEwz8tRnuXlpQBElafDMYvMzpjF3PrbH978m1fff5dKnE6HEMKS0ucvXx4+fgp1fff2rXG+7ftXb95YVp+L5txb/7vXb7f/8//y4ePHz1++dIq9d/ly+fLlSzDkVDSm/f6pdb4yNk0TCGJhA2iRQKQL3gVX7QZ/OTIvo/e///3vT09Pg3fDr39zs90u8+yMQbIkLDGWcUTWBvS+aytDL49fpuOLxnn7atd1bYUGpgQxo9K7d9+1bRfqylVV4XI8Hll0muanlxfXd++2910s4TJT8N5aA2QUDRciBGcJQJUUcF3WiMg5R8awQioJUdbQI8ZrF1wBaT3VKwKqoDKJopAKq5Ixbd20NztvCJl5TtO45GUe+o6QrMIkOrJcRC/GVt77EPBm6xDsyw93tXObxtwN3WF/yWX2oXZGCBm0qCqoIwKWoorBDznhsjAoEjkCFtHNdrO7vfGVk2VkSX51HRIo6hUrZqwqKQCLqiozlCghtHV/3969O6XnnFDE5WKMUlVvrWsAlNl431gnzLoWGwpaVZULbk0e/LaHWDcK64q+3lg5Imuxt3ZJiYiZvfellJX4st5JRDlDStG7IKLLEquqDlVVVbXz3lpvLKbjMfPoDqfCCmhWzrWIjJcxWF2pL3XwbdO0TWsMIYAlc3d7pwKX40U4IwIYRTXe0WZorFFO3jvq2mANLEtUUYSc81zXG9e1nrr901FU69qKZGFVwXlJKWcEEa2QrLWuaeuUzqfnESUbNFxA3v/sKEhBUdjc7Jp329MYY+Tdblc3VYlpmi5LnK3G7Exhb9Gs+wwuPC6XUggIydCSc1ZWXHVUhLiqy75uQb42u6/hz3ptRZdytUouywzAzpFFb9etAGIpKS9HAAnOh8rMi1hbte1mu7lFsJcxjssclxiXJZUCgIXRGleYpjEdDxdhqt3gvDEJ4sKZC1IITfX4+MKXyyX6u+9+1baDqcolPjln6tA97T9M82xA5jkVFmMdGBdLimm5e3WntjtEVoMAuIZNCqAAITktEmO2xtVVd3vTpXSuq2boe2vK6Xg+nfc3u66tu7tdf3j5eDw+f/4SLy8xT4DoEdBYbw31/bauO0PWWdd1XddtVO1ymeL5tCycIosAESnklBcyPRkRiSJcOLMWoGBcMK5cng+jiFJduHp5OT8dLkO7AdkFQw9flmlaQGGJtmgroHGhUsqyTONRc5Jlym1wIhLjEoI3JIgKIIBKhEhqLIXgq7qqqiDIaDwYEtTMEckYRwDGOeOdBcg3m5vv330nkk+HF1B59er29ev77dDOy9EHdl4MqXM2Rk0pAxAXu8xGGJ3lFEuaE5Z5iYUbp45EQVgFeIlJDISqbtouYibrz+Ny3B8ePj9Nx8PuJlvfNAk/fzn+8f0DpxbRnI/xdDypPFXBtW3dVD4E411uaq2CxjnGWJYl5pKNQeuCtVo3ruu/vlIxOcV5Go1B5lxyVuWubzfbfrNtRROpWaMgyXrnmhhlXuKKAh6ndD6NqZEQlhSzXtlU+Ev6+VXfDKsaQwEJwCA5a/u+10vnjeScQIolMs5454wxiFhyiYuAJVAVkWVZllTUrO0q/kUsiV+llL9oJ79NFBVXD4fotwpqrb4Ur1RPJVRZPYYr94OMMdZawnUMWIRUEUS0ZIacrb/WU1dElorINaH2v1Jn6hWJsvYqFRAR15kifxvxrcZElG94lyu+Ra6ZObJaEL+ea1YPo9Ja8tG36vYXzAkiwrWUExZcham6TlrpCo9BUCCjrADqnAHVlGJKxVq7CsyuQhmVeR7TMmrJTaC6ImescwRYgESAWZJAESBBRUfWWuvsWqyuEeeW0BsDIAhIAIU5xSVG5yrDIuM4nc+XO2ZnXUkges0E/DYbxVV2CWaVRMLVvY/wC81nvVMRBOEaEk7IcA3f+zq4W72NAEgIeGXoiMq1gkY0xjrvnA8ArFIYWBRBhYVFBHDt0npQZIFQBecsEgIoS+GSi80WCMWKFgEGuNbXZFaQjiKKSColSkmZU4qXaTmLS6YKhkyc5+l8mcdJWdCtKRS01nu1ry9LSnHhlgUzOAq0FUsZlIw4723XeLVwyWl/OZ3Op5k8QUXOW0OEqrouXBatlDLHlITViGI6jk9VS8YroKJnsKXEEstlTqfII9iNCbKkKJjRMqAUXVjReKWgKAxU1CCjTGkyKJaggRosmeCMc2hNERnnaZynEMI8T0tamNTUrihPcT68XNLl7FhqR4lNLGn/sk8KxtDQVEVzKgtaz5oL8ziduxopmCxFVncrmVJkmpcSE9kmxLx/PhgErnwpur25++7dD5JyyiWV7NR4T86ZftOMxw+X83PJY1VRMHXTOMCS0iRMJWdQDd6DyjieLqcLF5bCLNmQEpIlcAaIqA0uERFATl5LmJeYlkggtvLWkqLGvMS0xDhO0+V4OiKYum6qumGRJSbvw3iZ9/uXT58+W+v6vlt9NKqMQN47QzRP8zxO8zyv6WZIFFMiY0II43QJIQyb/v5u1/cdCJvf/eZyOh0PL08PBQBjnN///OM//ed/iVl+87vf3ux2G9CfPvx889rdvmrbUB8+S0IcuuH0fHr6/Pjh5w/n+9Nm2ASL1Pgaw9vbjc6sUUigCU3VN7tX98nyMV1inG5f3WV1EPbLeclp5Oh9zso6T4uvgnPOWLsZhrqqDLhSSkrJeddWzW6z69sWFCBLQEPoKmeGrkrjJDHBokKSSuGSM+dxns7Hi2tDAY2SXw7Pmcvu9mZVZ3gfjKkIoCinnFPOIppzTimTX5FUEOdYmiyVAEEg7xwKs2RhZN+0JfP5dJnS3HadcS5nVD6RpwAAIABJREFUFs2AsmqGlRS8ScIqjGgUOKXycjp0vgl1t5SMmb0Qep9YNC/pPFkyhmxO5ZDTYTzHQ1IkBoxSphTJ2hK9F7uB7bAdNnc7Qjg/PTLL49PjeDp9fnzMzJvPD6FpNzc3p9Plrula55Co7sPNZvv97X0F4FgG55XL6Xh4fniovPWEVPjTx4+Yyk03xMtsyS3TpEjGzBxLaawPXeMsbgaW5eWRxsMhjuObH/7mzevXVag+/PwerPVdbRR4Xi65MD8b64wP923zbruZd1uJ86/ffbe7uSGWj3/86Xw4QpGbu9t3b1+9fvPWOaeicZpLLJfz+enp2bZNt71rz5Hjs1Q+tI13gYBUGK1VbwkJ1y4eAyKQIessInEpc4nGrj4GEkC+UshQ13amIBCoIUFVYVDgkgzC0LU3fQ+5PD88OMeikubZ9r01ZAHG/ctPl/nh9r56dVMPva+CNWZB0LvbCgsTLMv4stsOLmzUbv7w4WmeL6sB2zlbVZWwxlhS1GXhnCB4vxluguObm+b1680wbMZxLOOxManrq68QGl1pjqr0bSO0tqsQvLCRjCnBOPF5lsyJszXGqFgAD5BUV5oN8kppA0gp1XVtjDHegLluOH7R/wCo6jdhJzPXdU1E8zyv4sMYIzOvg75Vi/iNTqYihqikst/v66pxznlfMWsq7K07XSZRcaE1FAxQThxCVeJyPBy3vTdEQ9u0r7ZvXr36RXal0NZVKVzSsu7VGPKSRVpbV9YYCR4MaVP7293QNG+/fPl0eHl+evy82/b9bTt8tzse9jGW4EGBSsac+XDcp5SbpgboACGVMs6TcDLWnA9nA4A1/fj4U8nq0H/39ge05vnlMAwDGtf1w+FwyDE6T23bWCXvYbu9aUKVkowLXpKD5M8leU+Dc8vzgVnIIgsYQuecqjCXa5P+qroyqz9HRECViJqmLSUty3Q8Hp0zu92wvhGlLMuyxEU5inVojKtCFYL3obKu6dquMGbB8zgvJV2mMRUhhHnhp4fPp+NxmZY1zTml+Pbtq2FePn754r1VgCXJ8ykucTnNfP+0gB1CqM4LdVWzvfvu7izHl2PJ+vbdu9N5/PHnD+P5BIihrsD8/2y9V49ky5KlZ8LdtwqdorKqzrmqu0EQQ4AEp4kZ/gE+D/in+UKABNg9PX31EVWVOiJ2bOHSjA87q+5pNoF4DJEZO7a7m9la32qAKyBFBBUJJUkpRYsCsDGl5JR9KTaEPI6+qmzlaksux9yf+8eH+3mqLctmVaNC7Wy3wuRVUi5Fco7b9e5qvzdcHp8evzzM28Pq/Yfv3r//1f2Xl5eH54urQSbv4zx5bxkoWPFEBSDFnHNKxpimqWOJY4jny/Tjz4+XLNRurdt2a+yn8zzzjz+enj7FErUUkCJAlWIlCNy4GC++PxMEJmfJlSze+xGUOXQt1rVbuoLOOeecsfV6XW02m+1YbBBkh2wEwYcJhZwaYyyzMuuVrW+u94fD+suXz7MfYvLT3I+Ta2rc7jardbXdbo7HlxjCPGuKWQopWEN7y4YQt9vWGzNfdBmSO+cAXNK85JSTYUeuW28mmeeox5fX1+fn86mHJLGgjzCl0XuqzO71xatADPl08qCaGs0Zok9Vxc5QCslX7vn5mHMmRC25rm1dV4Bpva1vrnfjfBnHAcQ2dW0YiVVLUi2AYl213a3W2+Z06cPpnDIgUF13VdWlcfazj0m2281me1XVq9eX576fvE/wtbCgf48vAVKBLNkaABFn3K9/9eu5q0yasr+EmEopirK4Vpg5SJ6maY7zpb+UnC6zH5PYZp1zVpGvskj9d0JO+OWg75tHjpms4fx1bfw3tjlaXvQ3ASYj4d9MgGjY1nVNziETMeUkMYaFgEVM+Lca85vs5JvCk34hKSQiUwQACvw7fOQS5LVUhaAKKqBlsTz8Qp34rYb+qkL9N4+leAEmfFvN34pv/fcfhwCqRUp6M8iXtBCJi2Zms0ho6oqj11JiU+N6Xe02TVdXt9fbujHjdFaJCFq3zpDDypi6sq7alCg/fXaOtptmmsTP0+M8xqm+2W32666uq2VvquuaiL2P53NfitRtWwAZCggvjM2vxFEmFmQGFURiNvBWy9IvRJhKpG9carLOVmTyV1XoW0Dw4pyDvxXhKlKwKEBNbJjflLAqUkouWpZttAguT0ZDVV1vdpvCClDamra7rbUcc/TBxxw37d6hEw9oiA0Ro+TClozjub+oY+O4bly2kEPy0cfgU4ndtjZtRXUNdW2IUIW/4mUQQIpIlqapNZbxPFZunKNPpcxrG4mmnBOxrdq27jZulX249K9fPv3wgm7cXP367qNrV8SUSumHy+gngcKGVXWOETgXiZ8eLvur1XrfAqn4gDjMU+nn5ykcC4w+n6fIyt51YJTK6EOaY1YwydbqEBRTt9lt1mufYpz9dBlyLsM0hZKbskitHLB7ejm9HnsVEVCuOIGO0TNpCfOmqg5d52OcZph8Qksxhf7Sg4SU/WI1jcmP01xX9MoxVGZp8jMzYRKVmFJR5XEs9Po6xv/03/1v/+Ef/2cu2r+cf/zxx6fPX07nk2i+fX+YZ386xcvZTqf7mCfjYFO3aFRJvB/JmLZeb7dbKjCcLiHM6RwJcRyHFOJmvQahFNLx9UG2u65bXW3XL6/H03juj6/tqrs63CjR6XjKJTMvnp3y+PCQYiiSi+jd3e3V/gCI4zirPq3Xm/svDz/++FPf+48fd+/fv9/v9w8PD+fTKbMBbRDh0veIWLt6uaWJcRyG5b5lQz76L18+zeOlcubd7c1/+sd/7I/HY1fdHHalSEppmIbJlzmUc3/+/PCZmau6Xm1r2/Dz8fn5+TH083iaw+Cjj4fDdcnlfDp1dXN7vT90+23VnC6vp6fX4XRhWzWb1flyGtXPGKGyv/rtb9/9xvz5D3/+w7/+4fHx+TV4Ayb7cjr261W3222vDwcKRkAsUZknLPn23bt/+M3fXW3207n3s0ey9fYqNKSdW9200zDO45jmQEzBh+enp8nPRYup7eLx9r2v2e432/fv3yNq3/cXhMbZtm3W3Zrc2w08juP5fG7WLRuubWWRF+u/Aw4la1x0GAAMmmC6+P48ZkneR3IuxKRcjKOqqePks4pzLvqogN1y2ocwxtjU6wD65fnZFKqU5zFe7GQE8zjXtoJULqfz0+v49Hp6fn4+3NxYV537MxA0Tcup2dcbMByzH15fpnH86Ye/hBi9D8x87vvPDw/+93/8+Otf769v/vr589/dvPvN3d2HDx+aurbGzsO4qesPV1edMZ8+/TRdelB5/PJFUlo3DWYZj/27q2tHtra1ZCj3DzGmaZqrq836dr/3w/63v+7W6ziODuD9r3/9X/7L/94a+/jp8w9/+sv+3c11W6/q2od4en69f3is6/rq9vbv/v4fvrs6pHkqfvrd9c1+s/XD+Lnv+y9foMgzqJXCOXV1u266u9VmGPtW+Gp7tdnvuev8eb4fTh6l2qw2233bdbVzujFQOySTFDkrpEIMxAAGRTVqmpKvjLNskOEtfA/eFu4k+tbqY0QoVKJm0Xk0Ke7q2km5nE9PP/343fv361VXt3VXOyYyCKFu6fZu86u7jaMoeZzG19l3JaXHx5923cZVLQBN04UT1atO3soyErQl4zDE7WZtTMXGLNuSdS5FS4zGVNY6Ee37Qf0IpoSa6Ct2LOeSUs55YUbz0sNlZ7vVfjh7P6VwmlJEUCti62pjkFIixIq5EDkRygWLvB0DiGlpUjKTMUxMyy6/tDpCCKXkpbpbsJyLzjPGWNe1MUZEQggLGCrnnFJaWJ1LwEBKKcYYYySipmmRyRg2lhAJkXOWyYdVU4NCiMkyE9EcQmnZWrvfbjbb5mq3XXfdtlv1TTPpbAiq2t3d7ud5GXaxlti23Nb04cO7w9aG6fXjh5v9fl1XdrtuXl93j4+Pkkv0c7eBw2GdM+93a4AmRDI29EPtPVW1BZJYEgQ1xrJBVzfdRh1RV69ygZK0sU2Gcnx6/Hx5fnf3cbPaElMIPqe4qu3V+3dGo4ReVeu6+fDh3bGPP3w5v94/XwbpPQ4ZZx+B2Zg6p8QAVdMsIReI+jdZJ6EqLWLOxasjUhad1W53qBw3jcvBgwgiiygTVW2V8sKzIVdVSCzK1jqHXDXdOMdzf5mCjylJycfTOM1FxNaVq6umqequXt29e3+ZprqtyFAs6TINyo2w+EI/fL4MM61WTX8MoeW2GbrNJsT05fMXY20WbVddvdrEWHzK/SXl2qMhQlZRzcpIoA5AHDG0VY5N49gaSLkQwdPTKfiJOYsYY7pLP49DZu5urr5rN/TuN/af/58/Pn0++YsYdVVtq9pWzhQosfgi3ofep8u7u8O2617b7vT0qalpvVkhTcRaVYZYFBMiGaMLwIWImA0ZmwtMU1aNMZIxq/XaDeeYE80JjDrLlp3JpQATOqOoiECYGA0CoyxdfmPs0rvhuiaElGKeZ29tAnApiffB+xATIpGSCmqIhSERhegLIRCjlDDNp5fXx2kYxuHivU/ZPzx92a5X/+P/9B9KSZ8/38/zVLKAsmHHVDFVIjhNPiS/325Skhiz9yGlGqAiICYGJOdcVJ2m+Xw+n85zzCSA6+2+rWo/jq5uYoGYUogiyrOPTd3sDoe6burarlZtST7noBIVIaQoWurGpQQpBXyL/UzOoWKe4wgo4zQM55hLVpBSimVgY5A0l5SLL6Vx1kzBD6Ov2q6qWyRT1Z1SxSGnBAo5xTL5VNkY/UK0MqLf6BhEiktOOCAQLLwWVQUE7LqVS1tOdtRY8pwzxpxCCMtaZAwb5hhmLcUwxWGKSYDceOnDPIMuBQ+9jdb0ayGgb2BLUkERAlVUVLBsLGMkkiIiosTwdpMub/LmoVNVLfqGSkEwSCol+lSviYiNdc46yYWQEMEwqbWquSgo4lfxoBLignxEpG/z/0VK+FaTwbeHqixcSv1m5/tFgYdfR3sLLQYISHHhxJRlAI+kSIIk+q3QJUABVSFkIsDlaVAQC7ESAKggFiIl1hinlAKCOEsiKpJV0scP33//3Yfoh59++svzU3z/bt9WXFd42G3ayiAl0IKcDfF607hq1ay759OrsgzzRMYgkao2TePFa05d29Z1zcyGeb1edetWVLIIEi6LXhFFZEImtswWyCIaRMNsmZHJMMniZCQiEWXGNwAaIBEzI0Be3I6GLRtSgFLejB+Ll+EtxQEFUJFUVQRAsBCiQlaNpcRcYi6plKKKzBZVBaVAKSpCamprHTGjtdJtOlNZRZijH+fxAMU6JjYKVNUVWy6+zHE+X87HpyeuTbNuO9d06yZBDmmaw1gktOBUC5FuN5vDbrdb9xeJjg2KMJOUEkO0tZvGqX89O1O7mpvaGE0hlpSiB4wp5BiwKRqyj+Po+3kqMIfrzcYy1Voba0B1mqbj+WSctZUVKd6PwV+yhKjNnBs0BGRUTAp47vuQR6B8vrwwz13DlWMAycWHmGISVbAOajay9AGBYojgY6bs7DzNwedUqJ9z8l4R6yIigpZdimGKKZTJOEKQOM1zW+Ee19V2mudT359Og8ql68b6u3eqUiRFv6Rhp5xj8GrQtk0jWlKKS2JGyNnPI7BdrQ8f7+7ev3vnbPX7f/3n1lb73WblzNOL64eTajBWpISffv4B4gBlNhYUERiUse5atjb50nR146qb6+vn89PFD1Xd3rVXlow1NswhTl6yMGFOsxQYLqfL+aw5Xe021+9ufUzzNIVLFM3WEZKt2qqqHSEBwm63a9ouhDBNvhRt2+7m5kaKfvr5S1u7rm2cJQRRzYgmBh9jPB6Pdd20beucta7aGHN9e/Pu3a1zdpiH+TJNY+/92FRWJf7xT2tHjCiu4nmKw3D++fPPbOKmqfrhGH7wPsQff76/u9Tf//bw4fa7fFVSlQ7rK9/Pfpgk5/W6bevaoH58911L1fNfvvTjZQ6hbrss2l8uD+fnUQM2fLi75nbWqt3udrfv3uWsry/HMYQSpRgwbeW6BpiGedJSbnZ7g2ida1Zba2wOscSEsVDMycfKdKZYG8AVVq5sZ30MQcqsElCzCIVgNFe1W3fdZr9erVd1V/dDH1KwtR2y7y/+y+X40h8VZLtdNXXFiBISk6utu94fmrpywJiEC4Dwm9at0HyZp36KU3KNy0H8GMNcTItIFoCLQMmAlWFUIGR2JUVSXq+2gBR8TCFt6lXXrLftpkKTRt8fT+dxTj4Mff/pub9/uRz7uafXrqkQoKtqMjyN4+1hX1k79pfIY9/3j48PL8fXOURT1aHEjDBLee7PoxRglnm6XE4/3n/e7XaNazSLiqSUkg/PT08P9w8pBiIyzhFRynmc5qM5d1UHDdkqi0hB5aaSnC6vr+M8ziWKxXVdv7+57eq6f37BpoOU67qehuHhy5eQ0+l8OvfDNIy3t7fSrubXV45xV7nvr6/vuhXn8vz5PrwccZpr68aXl/sY/el8e3Wd1ttoXpwQJSk+ep+5G7SrYbqE5PvHp1f3qe1Wh8O+/XBrdxs0Foxj4opJUKVEPw/MDCB1bZkUJVNZZPjIAAKqgktirBICQpWTLRFEt6obgFXOnam2283uH/6emYqUUBJjQVSjkDa75vpud327gTKEKeYEWYIP8zRdrjYb54ykEvxMyZHLRJa5kkQiDIVjVABHXCGSigKSq+r+LCXHaQ4h5hRztFh8JE7jRA4LZilFcn7jegCab/M0Y9x6vf9yfp6mlHVMERVsKWxMZwByJsaaWVQ5Z0mp5CylCAC4qlowcYBA/DcfmYjEGL33peSlYFu6qoiwyKK6rrPWqqr3XlW7rlv+mLquvfeGGSq3EM6stVVVd92qblsiUJQsuWk6RZ+SQEuIWEQsmyUKyRrTuK51N3VNTdM45sraxjkt2RJ0bfXdx9vHx0fVvF23zHrYr2+uut2msrj61ffv7u6uq8rG4K/2h9pVIJpCXAweh8MWoOq6NWg9TnkOfrNpmrayzgFJSEEBO6hUIWao21VlrGVXd3lRxeQss5+Hy3h1XVJKIebZT4xY16uuqzHj6GGaplW7stYxSy75cunnwPMsF18ykMGGEHMR1a9RTsSIQsSE9E3OtdgmVVRKSSmJZkSs68ZZXqwngEu8soqIUk4psEEio0oI1rmmiBKzswaZskhIKat6H304l5hQyBIzudVqc3t9c9jvq8b5OMwhvJz7cQqiFrgrQE+vcZr7VRtzDH4uIHS128ScLtNQVXXdrG/fvbPVapzS82s/jD6kGbbGWIeoLIJEWsgaNoRsXVM7gyAlxhSlqJ+nl5d0dVg755rm8PJ8fz7m15fobNU2Ha/rw+Exew1O8oxEEOPMhlyFVVdnnedwej26j3d/17b13DYXRjbcNBXLjKhkAEgRhXlB0iuoEBkAFAUiqyAxqaKrm3ZLlMM5qRqwFlzlGufc5GeybNo65SQFwCrjMmRXLZlpoe6hMcZak1NJqfgpNHVBLDHmefbex7j084EKSMrFUgITU8oL4j8ED2cwhgm05JxzCjHAsbxU9vb9Tc7xx0+frDVMlsGJEWeRmBUgxCx+QIUcxzz7Uro3QoW8Sa+ZKOc8DP7c95dLUK5W7arb7iqml8fnnHNIOk1xDrGo1nW9O2wPu/08DVVl264ZLyfvIUe1lqUkH33XtkglZxFYgFhUtS2Qjn6onIsp9peeSZnBGGpqWzeWLY7TqFB8mG3VElMWYcQiusCBGkakOFwG72fv/exT63KIBfEN5beEBLwNoxBUFFWRgYgXvFEIcRrnPIdKM7Mx1lIyaZpjjDkmFVmIGimlnDOo5pxzLpxj35/mefqKuVSCJbl8oZS80RkX2BeI4Jt+DwyzYaClpbWEbHyrE3+JUUFAQF6sz4s3PGuCogKEzMhM/EblLQVBDXJCFF0KPsIlm1qR4G1ZIMBvkUHL3Am+JjJ8Y7rov0HO4Nei8KtgHL7pxuFN0gmKKIiKpPQttuHNlva19n0ztAF9/S4AhBZJraiCIAmRlBJFEqIyYVFJWlRy17i7d1d+cjn2lUnff3eDmkDDdlsTiOSAKERiLLuKTWUK4uPLM1oUVDQMTApQOZdCzjkzmyUMVgCXjPmcBQCNc3XTsDGiSmwYLYp5o3OTITJEhhmJDFFZyjnEZaCHoG8Je4uQfkmzQEBmNkwCqpqXJyww6mW5BUQiYLOUiUgGEIpiBirIhY1yUVGRogogWBSXki9nTQXK0qZAQ8AoqAVKymlO8zANrWuqquZQgEBAoqTz0LsXM/QnE6lgqLdUNczFjcfjHEbFkEsNmVikqVzX1E3lRowLYeeNbBRDlSo/+XkYfTe30nXWOtBEUFtm5rJs6ZoVikCJycfLAFN4PhwkpVW72my3KiWleDqdBNVWltmE6RL8BShnnabAprICXDLlSH7MKUUFHcYJJOC+k0yAmlJKuaSUi4KAEjISKFIqkKKIz0myodmHECQnnEORkCRnBmVCEjAxpCkVnyKSqpYcoszSQF2uTAgyjn4aZj+n6NP3729EJZUcY5GSUSV67zFXFqzbAISc4nLxU0nDeKmbjhi++3i332215PvPn76/u9scttjaLH1Ir8fzY9Uiqn893rdGa6NkQASKai7FISrAqT9vu83har/p1umv4XJ/DnHeXl1tVxsQGFFJi2SRAiUl7+M4DmH2dWX32/Vhvzmez9YyEsQcYgrtavXh+/eaNMeScyakEMI8+2maK1cdDoebm1tErBxbg6BlHC7TOEQfrLEp5Hmagw9MplQCgGwcG1yvWja2iCzHDQXNJSmQ99Of/vyHbds1dcVEp1P/9PT8/PLUrdbdpp3DcB5P52H88vAc2bguf//hN+16nY3WzU7ECVgoeX972G3WRvJmv5Mpncf+4ic1eLi5y6L9cHl9/DSECRI1XSfmzG2xSIfd3k/h9eUUUpIixtm6a1xdxZJLDFDKzeFgrHXEjuw4jmM8l8lbJUygqbAvxhQshEm0qBB4KbMWqS2waoIQAyIbY1ZNc7XZtau2QDZMGZhqe5nHfh4u83SZ5qKwWq+aujKGlx6eNcY1nUopIeUMta1M0y6ep1zKPIcyF0xo2woSFa+QiApjYUmoCbAQF3ZL3EsEmQpnut5cVabCAol965pVu96sd5AkhjTkNA/j2A+X/nJ/mU4pRVP1MSrBbrXu2lVjjcRQfJhOpy9atttNjGGex4fH+36ams1uSlEMgfDFz5MUtq5hmsMkP/3QVXVra0tm3a0q54jwdDqezyci6Oq2sc4SGWMBMMZsMDEF5JHIsLFVU+Xsp0s/vPjRD7arVeWw2aDoD3/402GzKSmJaEghq1pXXU79PI4QixXAGPvHR2TeVlV1dbU11l/G+HKk2btUHOYY/HEYLi+vMAfZjiOYjisukH0qCNw1zdU+5OBjuKS5qHardSNqKispJgCqGlO33LbkKoQi2aMaZuoclxwgCiOwYWRUJAEsikVBFBUZCF1KdfBQZCf63lVhv9+sVm3b2Kq6f/jy6f7zp9NrSQFUTIG8u9oej93L8XW74u1ud3d7lbJI1qub27v3Hx2Yx58eCVviWpSbZlvXHPshIzp2zm0QaxEupfgYSil13UzjPA5PyZ9XTvfttTtsxwF8DD1ra8BI1pRLLqXoN54AERKBc27V7Qh67/0QRq9NZiggkgGRSkLmmiB7n7yP3ocQgkhCoq7rFklhkfIma3/TrixS5rgE79Z1nXKq69q5KqXovV9CGgDAe++c3Ww2AFBV1X6/H4YhNxUTzHMUgetr2W43m81GEdlSLnGax6vbWzeMfo6uqlHRjKEUUdWqrnfb7WFbW3O4XI6llP589tMEUrq6qh1vN+1h1/TnR1X4+OFwd3d9e33Ybrvf//6f52n4+PF2v9tdzv3PP/x4e/uOAGtbO6qqOjGnzWaLWBlTgXI/DK/Hh6put+22brqnp0fvA1Fdd+voxy9fXt7fvWMywXtARkMZgJy5vr1Z396M3t9//jzOcxa5Puy3201/ehpPL/P5tbHsp3g+z5dJns/JGOOUXEETJCtIySlEW1nnHMJCzjOEwIttH1AKiCx4IV5Skr33opmZYvTWUFXxqq1BaBwvpcgwzvPlKKq37267dnU8nnyMQupDEFBRfT2fhnnKIsTWh6E/nQwiCkCRsRkZcb/dfb7/lHIEyKfz8fHx5fmljwrAjm1VhMcZpsmTxks/vr68brtaUwgxurp+9+7d1fUHst04y/b5/H/93//U9wMbbdsVE4GIQkkxzONlEq2caasqi0iKOQYEAUgI2bDbbrumvkaav9yPw/BPq1VLrc0WcsLtbsOb6uW+H87TeDm5Rq5v2w/XWzQUc3p5/VwiFM/9y2U6HTvXprSuK4Qi8zQCHKzlSiimvLjBcimz9+d+dHXXSCVC62rTQtNGSjNmKxadAcNkiChrJMuuNhVy9BrnDEqWratNjjPRAmh0CLx0elUgxqKCSChFSyqliArHUlLJSUQVlAtqQWABzVmZG1hgRSDEpnYtMyAWQ/LDjz+E6C+X/ub6uqorw/Z4Opvo16udszUr5Kk83N+XONVcavfhrbWRo2GtrJVSfJiHi/fei4J1br3dXm23ratylNPxNE7TqR+nFI013//6Nx8+vF+17Q9//ZMPQxpG7wcEqTu3226GS//8NHCksgSZR4/sVqZZb9aiaZoGZkFi56p5Hleu2u8322273rR1Yyc/vby8vp76jamcc3VTH089m7La8GbTABqF4kN+Ofbn85kJYwcxyoK2L1+JKV81iAtC8mt5o+B9fHk5/su//Dd/fNjW/OF6y+yMcUvtXQqkWErWkksIwXvvfcgpgkCRcj6fpmn4/wdh/n/y7/TNO/fLoJRcSikC9m3W9tYjK6JaABAMWObKWEaCIqlEEAVDsBzki0iWkktJyc8++sgkWgQU30Shf0NL4i/QpAiLQvNvklH6JW2meGrjAAAgAElEQVTsFz7HX7zk3836EBGRETL+grO5sDy/WodFv8pcCZB5KVzpqyVOGWHJAgcoIlmluOXQCSIlggIjFICX58c//xHb1u62q5ur31UVpjDkmFOcDSuCpBwUHJKJ0V98kSHE4rf7dbVqFYCNdbWisgqEGF9eXyCvclOVEPtLv+q763dXVV23Kq6ujV1s4bVVlWKBDKJZxn2MS0gmIy0yCl7+fSJeRJlfwZvfnAj6b3Svb7xSRHhT/hIBM7JhImMd1zWLCCYxNTQrt9nVIfA4hXmOKXuBAgxgsEDx0fdjHyQJFJbIuq2dom2AQUE/3X927NyhHv3Yj/1luvjoH18eU/abus0a+zFZgk3VkcXRj7OfiHPMEQqaHGP0wc9+msbhXNnaIJWSSoklxxJjiaVEQAVIQlGcctWtD01Dq25WTRkqqiL7dJzysuPk8Kc//fG43h12V3cf7rIIgBaJr6ejj9E5JzEj6O6wmsZ5mMaqq0U5J0oeoZgcOUVGwkQ0j+KnCFrIGBCWQuM0Jy2KSNYaC4hSCsSQNeaSsaiCYVM4JfFzmabonLNEc4qzL6EAxFIkq5baQATwE0RPJTEIM7iSUvQCwKVojDHGslzM4dxDcW1ru67rew9StOhiYBHNKQeFvNl2jAqSb6/3q9bFeDm+3D89f354+Ovv//wvrobN2nUV111XGxrOowKkUs6Xy3n2qeSH+6e//+3vPtzd3X64fbo8/Pzw019//EtOUW/EEJ1Ox6EfEHDdbJg5RJ9Tcda+uz10bZ1j6PuTsdJ2PIx9zPGD+/if/9f/fHkd7n9+eHx8fHx89D6pagihbdrr65vtNgIoM+QSz+fjy8vL81OfU2GiIqWU3NSNYasFtABbE0v+9PkeEarKrFb1fr83vEcs23XnmPrT6+vTPaJ2TfPwcL5cpnbFt3dXq8321J+LRlvh+4+HapVzKk/Pr1BM9ng8P87DpEk2q/Y0e2Dad/Wf//Ln8+Pr+fUcNW93+/d/97vVejMH3/71T58fPp3G0zh6wd7MpSg4hXVV12xmAFFhggWENl0upMCAPoeqshn06fSaR1+GUCZ/td3vu+16s/GzD+WyvT7Mufjgj3GcJEZQt1tTThRmmHC3226blkH8NKoktLjqmrZeR9an0L/GsY/j7GeDZsMrtuycXXqMkhIADJcLZFl32/e/ene1O2jR0/HcXwYF7KjzFKy4SioDTlExK3gtIbMno2g9GeGScvRjHObKVHd313//u7/fdOvTy/H1+TXNETL42Q/T7FM8+/m175+ejgL1ZrfddKs0TRXx9W53vd62hmX2r5++vPz443rV/sf/5T9u9tumrX0ML+eTK2nOJYoCk4/RAO1XG+7qCPLyfCwhYS5U4O76Zr/fr7o2SkKDSMTOuKruXNPZqjGuZgcKw2U8Hft2vV6tN7apVSV6fzq+HIceHaMx67aDIn/4198bRFAJKW2vDoeb7cf3H29vbsI0z5dh3a256PH+8erudr1dC4L6pN5vnDs0babLeDqTMQJwOp7XtrJZS1XfP/+UfapdNedEbbXx7yJjYlRUY0zn7NVqTbOf+v6lvxRrqt3+6vtfbW6uXcNABKoMpULy3hcf3BJbYgwYUqIMFAGEzIJPtj5wP0IIW5/++6vr/+H6dr1eNet1td381//6T//H/5n/5b/98/awLqUYAAfqCCvjOgRFNLZuXu4f51m3hw/I7TjGYx+36x1DNc2ai1VwIo5sA1jFRIgVgI055ZxECjMRm6pq9/vder1tmnVVrZ7GWKaL04YbiwwqsJjcSylsLSIBFkRRFSmIwIiWyLI64MraJuYFKeaILCAV0cU/nKUQgILmnBW+kuEQvpFalgihxV7inFvyGPSr1+Utzlb1recqQmTe9IiIi+ZTRfv+fO6HRdhm3FxKsZUd5+Hh8R4ZQ0jj6LfbbMiqLvwzUlVkDjG+vjwOwyuCaZtkmPa7rbW87tpVVzc1/+43H0qeN2vbNODD8fzDz5fL8zwO/ekx+lvJSgBfPt+rACrFmNYr2m8rRC4Fh3HKBftLP89TiCmk5IM/Hl9DiINzlWuk5GnSl9e5a7SyvN8faudUBED7cTwdT81qVdXNZfaqmnOeQ2BjmW1KpTJ2msI0PUR1gu3+6sAR5RLnMoZxLgVEHKpZAnWtMQuGe6mcU8rfAoyXrrO1brVaSJ6aciglDkPQnFGLD0FkCQjWpm2bpgkhFtFxms/jpVt1xlkCvbl9t0hnHx5epzkOY0ABA2iZVcL9w1MI3s8TMbra+ZDffmCCiMZQbWwFUHKcShRDSo5ywaZq26ZLWR6fXk99VGoAq5i5FCxF8xy6ekWESYSQAKRIlphR8qKjzjFFH6wlZ4w1VYh4OsdxiOdznvz08DA0bW06tmv+/uNvLFXDOQzj4IO3hKt123UVsRSI43R+fhqecSizCZeYp3NF6+NNVR2YSZcIaVRCUQOkQKhkTRXD8PDw8tcf7wfhant9ddgit+dLnOd5PI1GrTPWEAOoT54rW5MvIHFOYYiEbDhbJsm+a5ibZsndQmDELEJSUIRVqRQt5W1qTkiEuoxWAFREjbGL7k8UGclayiWJllyELYvGOc5fHl6I1Romw1wZa6xxyKy21vXGadKJfAzzMj/HBQwhQAjLORfe/AhijWnI1t2qlDJNsxapmmajQLY6D561VI2tW0tGs3rXMLAlBGO7HEPJxYcIZNbrXdu1OUVAE7OkRLOX89kvuQYikvNbkpso5FLS4jBmY4w1rmLjxmmeE/iQLpcRjSrVdbM11opgP0zTHESJANt2dXV1s6S9GeNKkZKLlGyM++qNE1UBECQCxCwl5TJOHqO8u9oykSKmBZEgYozJSaZpenp8Ok4hkjHWpCQ5p9lP8zyF6AHdkh4OX4Oi9dsKqPrVC/fm6DNsv96db8tlzsUCOePKNKEW4gUXhKq6BKFLKYBKSJaNJQsCKSZjQ0q5lGwQC70RIJfQ75yFFZksoSCQCJaiC5RLRIsUJcG3MHAVEEUgNoBQYslZjDXfBLBL7p7IEgBul8EUIjAzKIsyIxOgZs0pW7KAS5jeW1w5AJIhZyvDFgAl5ZKKFll2jZxyXVXOWlSRnAmxclayiihqEZHz6USa393uD/tVZa2WQCCGvypIEI0xfg7zNM/ezzkXg03nbF27apGhaYxWkmUzs7FsHDtnqgpU2/V6s9sCcVLNIoosAEUUiRQoZz2fLnXbNd0GyYiiiOBbMgW9hfIxAinq24A0SxHNxrKAxBQUVBGKSpICqkiQJS9AF+dItSiKswZJBdIw+ZKzDz6LZyvNyriGs4QQY23JVG3dcNY8zIMibg/bix/7y2mehzFwyE0BN8bpNPar1eY0nEvWMJWihQyjwdVmdX173VrXT6+zv1wQ4jhSEsFia8OGFqnvMqtEKIRqDCMqYEEDIc6X4Vw1LsVcEjCChjK/zjGSND5XTuoeqpptVQykwfspSFYERoAQ4lnOKaRUUtXWSYoxpCrBzyKZiqtt19WHOZ4v03mc5qpeGarCnEvQkhByA0a1YAzkjAGQcYoKlMXGkOdYBKXt7DyG6AMLAMjSZS6l5JLLuY+qMZVSJPqkrMwmJwihODKqqAVT0SRSMjrbljzMU5HMtVut2g7USEERXBIysOToo2cNc4wx+znEEAlrEMgp+ZBEBRGkZC3RMXy4u4Lsg38VuaTwEsKzMbMxbAw5x0A5ZwghDtN4mcd+mqi2BXUM87E///D5x/uHL48vj6mU69tbn9Kn+y9d0/bn83C+5FjoxnTtSgHarqpq23VdVbm6aa6vrsZ57scBmW1lC8jPnz/P5/l8Pk/TlFIGUGZummZ/2P/q179iosd+HAZxbiJG1WLtwgZWY5iQVLCuGkQ+Hc+mq9RgSuX65rDetCX7FH0R6Vo3TeMl+Wnsbw6Hq8O+a5vrm9vJh5Tn65sr46oxjmCUCzsRID+P8ccfPqva4LXvAwJVtpo1P55eJAYJIQ1zGT1EpWK2XdYf/uJslXI+nY9TLj6Vpy+PN4d8e+Our69jET95o+iQADHFdD6fg/eQy7rrjDX9eClSsOjl9TidBw2pNbXMNjNdba2x7IhQJOUUSwKDbCrQfJkuIYWSEpJe5hFyaiu7KLG7ZtWuV6XiMfTVrls78T1e5inGecrzEAYZJKWwWW/apkHA8+tp7se8S7+6+VhtLSJgva3EDfP0gG3EsGl2H6++r7v21J/O8zFO3rBZYY2IMKgWLRlNoqv6qqu7ldaNh8Yg2ZWX/jgN535+fX29DBdAtNZUbdV0rmmuHHeasiIbJSu4NtW73e7w3SqGSSVZZxpnwzSSal07Y3ie5pBzSBoiFlFxxat5yhGNhuDH06gxr5w9XnphjJJCKRkxeO9DHOy8a1aw2nabZrfd5xCHy9D3l36azeloHyuW1DTuw4cPmbGgKuLV4VBSni9D9F5EyFkkTqUM0wQiqLCqWxbw/fj8+gyE18yHdzeX+Vhytsas2zZ0HaacShaATbfq+34YRiYe+yHMoYgWArfuNnG4/f5jt9oQQvSx789PD/c2eCzSGOMZ8xxPMY/Pz9vb27vf/gZzwiKsoC+v8/Pr6Xzu6qaqKmOdW6/Mek3rlarElKYY4w8/p4f7eRj0MqxUu7bDkGM8nl9eTvePYRgZ0AefcjYAzTiU/hxrKmlKfoqzL/0lg7jdejfMeTiFYdb1ukrFnvtpDiBqiCpBV5RiFIAl61ZEZYGwsTHdanV7e1c3DZEltDFK8tn70ho2ilpUFJZlka1+BQMKgOQiSzQpKCkQgjFcRU26NJzf2sD4Dfu2dDVzTkhL3vDfkmqX7X4p8JYDJRGB6jciyzeayxvOG3BhQJXy5tkLwRPK8/PT6TSo4DRPyCbG2HTNue8/f/7SdHUpOo7+sJ9rB8vHAVIpJYaY/Hz/+dM0nSxX+y2lEAnBWWMMEhXQ8vHDVc5zimMM5/40Pj3dpxj8PPlpZgJDVYypP48q3NTtNMwgfNkY1VwKFJE5pGGYRCRmP/uo5/7SjzlrtHJ8nYiwlGoYRIpI59wsgFBVNYKG1L++HO+a1lrnXK1arHOqQGyMq6pm5apKi3ofMjI4cFXVGjMXdmPAUVUKSPkb7Z0IgA0v3yEUKYsOS+QtqsE5J/IW/hsTzbME7y9p1JJyDsYa5yqzrlfrTVXV3sclzHoYxma1MtYRU92uCU1/HkXQh5KySsyWjGlsyuXcD8PQj2PvrN3u92xqeaPBIwIjWTZVKTEXTAmAEZzJhbltt6tuuIzH47MPD4q1dSvjuhCCFihJUYmUtADQG1xQVZZYCEJMOcWcAc0ShDWHMvuAIMME46TeB3cR20Ebze1VEUqXyzCMF4nSrFbr9appWTUiSc6xv5ziNKWRywyU58OavfelNMhEZFVYC6IAA6mygrFci3B/nr98eZrUbqHZXAs7yKnM8zwMAys11hkiBQk5GjHCIWlOM6aJmIUQGJU0Na41xgKQCIigCqmQKiMYABbBsjAcURfpHRMAAr0NqfjrvIUUGYhRjGgqkrKwlBSCqKSmtW3XAdsi4FMSUEYBKk3nIKGEqqpdwWQNlJxyjqCOCZiQCYCQ306Db3FhIuJDKCWXUpDYVBU7Z6Ag02W8KIll9NEjKjPXtplVvR/HKTAZV6+bZlVcLsLjlErJ0yRF5sVNljOoSBEhNkCciswhViEaZ0LMKUsWmP3kI8xefExYovVx8sFkmHwYhimlwmyKFCLrqlaBRRczHL6JF+mrTQ31TXqJS/wZAVIuEiW9pa3qYq4CVV1sfiKyLNngjDHMggJack4pphRN5b5mcS9vDr+AToF8a3EtqiCjb4OTLIv8rxRRUQRetJ0ESIgFYBF/MhEoiBQgZGJnrRLlUnJOoMKEhikRiighqmJ5mzgxKKq8oVK0fONwLr8aBcI38OYvTHzLqv6Go1wuOxIAyVK8vkk63wyRKkzABAYX+n4BKaq8OAd1oZYiAiEbtrRoo5eEAsWlJaQKhGQIlbDkAqqGTRbFpcmBHOZwlrJdNbJuEOyiIqGvQ0QERDLBh2mavU9zkSJmfVjbujbWubquGqk8+yyLnfBrvDuytcY5sjarppyzLFoXXK6TCOQsl374f9l6rx5LsiTdzsQWLo4KkaKquvr2VHfPACTAdwLk/8d9IHkHJGamR3RXd1VmZUaGOMrdtzIzPnhkzRDga2icwHF3s/19awE6MyD2yM6gqK1AVV2Xm7AaKl5169hE1RoRGYpAM5Cv4G5boZ6igmhM4IKrpVbJ5BRVa8vX66W1IlKrZMBMriJh6GFQ8j6EwTvPLbelLKHv7m/f2IRzuVzPOddctRhqg9asAcHpepmvyfOgCBwcZQ5djEMPqk1qyhOpzoIs1jOTZ3KgoKufCcAQgBlCZEfMBN0QkKy0ZPAqr2cwqJbP7fr0uDCU4GDsD+/e7W87aSrZsKGjQGEMDGi8zDnNuYqMu5GDa01M1FRUkaF31Dvq0XIrl9Ml73bDMDgplheVCp56MkOzNf+r2ubLAgSGLJWlsKBJZM0FqQRiZ8aESGBNW6u5VUFSIEQ01aYNDVuTVsU15lWRWMUIQZHQtYYpW63IGDx3oKwNWwOpIM2kWl6ECJZUliXnXKVq8Gsb1sQUCZlBtKlkh+2w746Pz9P1wXT2Pg+DjKORF+ebj1G01Nxa08t1fjpd5potkaKVWl4uJ7NWlpRzNqT9fvfy+HJJVwOXisypTud5u8khDgoQY0Cifhh9iM557yIgmYELnpxbcv6Pv/4o11KuOedi9ioK8N7vdrvddvP45fHh85dpaptNM2shcIxcayM2RGYkaRZ8UMV5mh0q9x4Ad/v94bD55ZefU8mOwYdxmZbr9ZyX6dtv392/vbu/u/PeNZHr9epjLNKmPBlCa3K6XFsVSfKUj03dnPXltBDzOG54CC0t58fHjz/+1JEfXejYt2yfzvmXUwUDNEWCvgtS5XiZD1vxxEPoLCU2jN73MZrBNKdlngnhZrcfxoE8naeptKpNji9P19PFmmyH3WSykMF+c+/YERtakZJb0Q6UMdd2nM+lVjTtmKe0aM0GA3saGHwfOfrqrKTW7cb9NqSIz8/PpaYC7ZqnrLmWjEzMFF0oKV9ezjbJ6c3zfXfT+27ErouhUz+0cE281e6bzdvbu7tTd/jwmS+Xkwe/6UcmKlOuUg2EI+03u853JkrHomXpneuFL1kv5/Pxy9OUl/UoYwtWpQ5xy9JN9bzrh30cvr27+/7Nu9/cv3l/f9fqUltWlPNyvVxOKc0h+L7v5uPZIRE7hyQmVBTP87ku4gFEciqsyB1XkVSyb8EcCdMlJ8mto0U3uu+3xA6REFgFlpSv+VSkCljP8O7d/f1333jP4Jid2242aUnsXOwHQARHzex0mRQfOu97dgP71vJyvrx8eRIwBXAxTtOUclZT51zw3hE51/mu6w/7v/3y8fHpcclFmiy5nOcFg+uWzQ5L/M19DFRLqVJt1s+ffhmP5x25/ft3gXApMk9zZmqX83dv7rG0Mi+n07k8Pi2PT/PTs4bYQvQhyM1NvL/33yAwpWU+Pj3aX/6Knz9fzhdcd8FZsrZzWr5cL788f7mezkxcm4iqQxg/fzr/6U8/OZkIEkEj1D/+/d/f3d2r8cdPP00vF0c9uHHK+ue/fa58EOhiP16rSinr0wkH7jpPDi2biCBhF4eb27tSzqfz5X4Xfei42xKyKbeqWkVl1Qoh0WuekxkAoYnWJjm3GXMCh0F8B7WKGkjU9XrhvffeO++ccwTtVUav9pWwsmqe9P8TXfrqAV9nOREhor7v12CQ977rohksSxKRy+VyuVymaWqtEOnnh4eX53MMfUrJhzjPS+yjqaQ0Vymt6TSl0+kEWyQi57yUlFM5Hk+tXh6+PE3Ty3bY7sY3nz59ajUfDtv9rgeY03L+w++/txg+HD+ezmmZz+fz8/l4UtFhGBAsLfOnj5+229uu3zC4GerlnP7y588ppdh1d/f3p/OcUum6roqeT9Pz88m5Psah77YEHYGLgb1zADTN9qd//adxjP/wD3/oujAnSak8P53i0A/92I/9zX5zc9h/+eUDoHv/3W+pNRXrm56neikyPz1ht1+9XEzrc5sSwmpUVxORBvb6CYR1SFiJcEDIyDjPhZmHoWNHCKAi0/k4T5da0u3t7TiM0fXEDMhNpFVhdpvNbu0y9cMAQHOfu24L4ACYOCoYkvOhI6hgbQ2XoXCpgK2m1EReiey0PukUyamagACXQi3n6Ie7m21K09PLdDxdmHvDUzNSAYidxw7BgyA0FDCpBgrMTAiq2lSbNAAopbYmC1W1FXvogHpyRC4IAIqkJH/98YMn37KmlAJ5ZmZ2ANakbbfDJucYT9OpLkuVGSIDu9D3mxC9c8LCUskce6aiBsZAjrHz3Ac3qPBlSjM8Vfwp9LtSTYoxOQ/kCB0jIDVdf1UuUlUCUwfrmRwYO7+iONdkXymGAI4JgJ0LiIEpgUGT2swMgqFDIGZGFDDNJYERUfAuqEJKhZmJIyKXUlq1KjwOfdf3oetFw/GU5ukKYCE4QH//FghARXabMZNAuS7TtSRPe4+vBjloIgjOs6u5PL0cG59//3e/9z60XL48PNQiRkzskMO0LP/PP/9rCDz20Tvq+3672Qz9mCukAhWB0TxD13sC7x32vS7LNM3pOiXnXAghZxBJKtN+N4bOA/OcCpynIq2U8nw8PR/PpZqYb+qIHTlvAKfzuTWYljSnRECO/XW5Ho/nx6ejAYhYnhf2LngOqxHbilol5vWqBSDOcYzdKwzThRA6RFHDGDpmv17QnOPNZvP23ZsutWT8cLkAQfTBBQcECoIEhAgKVZo1URTPa2+NAEAMqigQ+ODZddwMZiitWUqlNOhhPeIrUmIIDhFNRG01c3Rd13Wd52uZM6FoDF3XqXet1DU0MY49EnwFY65MY2GMYGvzqrb/YoQHQHbOB1ZHZpByabXe3O6IoNS8DqU+hHUTZwBMzOTWxhoASGvknK39PNVV66MNCHxwHaMHYNVVq8fMnuG1zaaCrzMFB8+R0WuD4DvyiGittVKaiEhTEVuHTgLuQi+NwFTltQaIQGYgagbqHQGhiNRqpVgplkSMBJ1D9itgkp13bCmfU8o5lbNVh0Ko0YeX0+m8XA83uyJNVk08OedDExCxWjWX5nNpTbZdRzGm1qrUlEtI8eu+QNjxmtZ0jsWoNiiSDBsHUGjIITAjhVUk25oSI3tmT6m0OU3XpTgm0frly6fWChM454tcp3RsVbqhO9zeIVAFLdJaFkUBhtCFgfo+D8dnWIcRcLDZbQ9SAOA6T1hxv3NGQJ7R8zXNvzx81pRrO4smqxLQd+wagEkhba5ghI4dMzMSIFsItBmGLoYQwLTG6GLv+5H7HgCax01r8PHHn55zkT7efPfm229/+O7+u5pq1Uwb248HhBYEINc5X2stxEtpzQjnNKelALCjwOpMYLpMuZVWYDpXpkTUAfg1+xw4OFJG64JnUqmtlda0KrABxdAZIwhgAOcBVvGvIaIjEgRRBWAmJs/OBFqR8+nUpBFDzWUY+xijcY2ECFRSaRVEXE4FWvGYtaIIlQJ5TjVJmup8FUBLqSypgCKjB4EQPQ1d17kQmR0BiErSdjWdrufPx+cPXbQ3b7t+9/a0/DynqbQSwpiuS54Ls1ej0kCAr9OSWzaQGC/E0Dkuiy1LSlnzkhy70G1UeFmkvCwpWyomSlXAkxs3e+Y4TemnD79MU2IO7MKS8mVJ6FguybIEH4gcorUmIQQw+/DTzz/++Jf/+I+/1ip93+1325zy5XwVkXXtoWJfGQ0MwLU0YQjRMXMp9fPDQwx0e7ffH/bEmstyvU7H8/mSpt/f/TD0XfAh9v2S0svxqGbd2Kdc/vSnfyUNClYNM2ADgBiezucF7Yeb34/hvh+6Dx8+7m4O9/tbh/7P//7x44eHtDx6wi7g2Md397fbIe7v7t5883572J+u5+fT+TJdtvstOqdwWe8pdzeHf/iHf5iv18v5suQkpq3VY7oukkppn6d5Mw5v2agdgsVIxA6S5GuaGvFpSs/pcryckTB4VmIxKKCp5Zv+tj/sum0/SzmXlLT13bCNQw30+dMvpWY/dnNL0Cy6cDwda873+7uxG1OYf/np44/9n7viv71/v9scxtAN0fsE5cs0aej+wN+Nb397eLcx/8RPiHB3uBm7wapOp7M12W22tZSaapOqp9bmyfXdFkJy3TE/QxaoaqLDMPgYxbRctCwpIP3d99/94dvv//ib335zOOxj59B++eWn4/kyt+Wcry/T6eHlCRiHoTudznc3t9txH7FbzvN8mfOcjkXOOafrvB83+924GXrvXRe7YTNmMM5peaq5aEUauzLu97EfP/7ymYFKzgJwupxP06WYDg5yS41pd39zuL+7vX9zvk6X02VK6Te/+b7ruqfTy9PxmE+n8Pz87vZ23w8FyAnM12k6X6a8PB5ffvr4cbffOsB5nqaUrsv8fDz+3e9/ePf9bzZ3t4/LND1++Xw6hi5khAcBSK3zS5pPE5RrS09fHm/6TSB6Ob3Aw9MuDvs3b3YuXtQejqfny4WXVN5/CwZfPn365//xj4cQt+x6NbzOxUCQl08P3d3T/Zygi9Px5S9/+pffLWmTEiwJfVim+eVyyabnkp/my9NyvV4nMUDyq38v1Mqnl3R6+nh3O469A8CXc+XQxj7G8ZZwZAEMvTQF79F5zTCXGcg7R4BVdG5tqTIYGhKyo37oh45jjJeppSStAVFAF4lBde3jiam9IrwRDBRQ1/Ofr1xNzbUmKA7rao1Ce+V6vxpjEV+1S7ZuTl8PIL6mMb9+0ddxDr5+do1brBJwZl4FDOt36Tq4tLbmP0spteUYOec8z5Oq4at7N0mtCBC8NwBtrdWSliX6zlNY19BqsOL7+2FgZ9thO6xhRVrxfNKaLcv0l/cxIwYAACAASURBVL/8ubb56fnTYTcOQ7fff/fZ8TzNRI6Zs8mSUggFLIMJojewadbr1WJuIVawsNtths2wLKXvzkQdYmgN09LOnGIcndvU2pZUa8vXRavWD59e2FGrC7tuXjL6eHfYkWcxmlN9fDlbSbebjQOModuMQxjRL00vyznX65RSXoiQgUxkhTSwI62gqviVs87MIs0U9FeyiFgMHTGZoYgBcBd77Wv0wTnajCMA5lSZmNZuDhM7571XVVmTOcjMMYS+Fi1ZTLE2Q2ulNocKqCaKxEheLZRSc5E12eYdeGeIVbU0KQyISKKcUnl6ntFeTse0ZFAIYGimatakoXivHsUBE6GYNjBab90A0kRaayoCYCJira1sGue8ApOLPrIYq5nzFpw8PV0YsAtxO+4CB0J3fDktWbqxKFYROOxvA/m5s+k5z+cvtTYANCNTM3WEHWFQVRRdSR+mRBi9H4h7EV0uVenoOyUKKkQQTEErqhExmBIogjpQUUVUWyEboqqkam3N7NFaanbsvWcKjoMh/6ee2dRARFUMxRApEc/koymJrHE8z56QSKW1WokA0BOBWajVXc52tgVBzHxrWQW6iJdz2fd8d3cQqcsZl3NrreS81Boc6roIQrDV+eH9qwv7eDxNPOV5eX5+bk2di924iexaYiiWS20tAai/LOfz8v69M8FcUWohYO+gyhlAX3m7VdfoMZprwktuZuoIllJzLQbSRYfs4+CAECg2pSWXpoaEd/f35AYxPp7OpajImrzF2qSKXpd0PJ9EzTlGAmI0lSoVEYnMISpUQEG2V4kco/OenVNtl+vcdexcWOGaSFyltYZNWmm1iSiRC77zABxqraVkkWqmRiuEA83wa8ftVbHOROi9Eq5LmqpazGQFHaiKotaGpbDUEExMTStywF/D8bCmIRwBiWlptRvitotVsdYmUgFFTUSbaDUgRIeMqEgG66p1nZFeJauqomZWHTvnUNWaVFF5PYQCAMTa2uvVmlb8C7JzxISM6xsSTOEVDeVVFI3WtD+BAyVdF4nsAEBNVK0WBWPvohmZoSFWEQRYrUKq1tScD8TeFGsVNCAgIhZrZuh9xy6+tuk4MCOCEYKqTPNcSlOg0I0DsIZoCpfL1cCuU56u6XrNpRQz6Lruu2/vt2P0DCXlYejG7YY9s3O8viRmptZqYzPn3DgMIXQA2FplZlVlRz642HliYI9khNhUVUFBm2Elr2gWehJg4PWs2MQKIjpP7MmsIYkPsYcoEK/XdJkupc7ExmimUqUhC3u7TheF6iPd3t4mEUzZA2rVy3J+PD74Po67cdyN6DDXlGsRE0UQqYDA3rNzgLm2Ni0LeR6Gvh+GHkGM81SHYdx2o9UyX3KupYfYVKs0tddaxzRdYvSHYbs9fAPWEDV413U0jBSiYyIA2HRDY9eCD+CgSL2kZUqWxbJY0T70W9+3aWlFarVcLNcsoLU1VcdIII4IVfPT82lOac7JeWUWlbIyFIiw1JkAwEhFGcF72B/GJlbFUqmKoGgKBUzM1lMJJVlFlGKm+BUf1FozgVolp4YM3rECOPaOnZTGyJ48GYtAznI5zSYSfGQXnUYkzkWsASP3McRARL6JGSCv0RpGQ26qyEhs83x+eflU8Srlej5/vlwfcm4NfZHZMFWZyowPj4CVrBIZLLmVKuq4NJtSE9XDAQ1hzunlOJ3PmZBApe+63a5ItWbclARIgUU5Z805Xy5ziCNxIHSA3BTSlHKrVQUdU2pOIHhPhABYUm6l1lJFBBFDpL6DZbkcj9rF+P79GwOouRB6aSiSci4i1qr63m93m2++eRdjFCk3d7dmtbT24dMv37x/s9tvAQ0951YE9OV8yimram2Sa56XdLycTufzl8cHbp4gNERxXgGrtqpynqd/+/Evbw97TcmYU5NrLsHzOevzrPOinYcBUBj7lJDRAT6cT8WUfajWuu3mv93eXS7X3fG82+27GPbbLaiaKJo6wlZyznm9VZhDIGyOJmxPde5qrnClfFqg7e72u2/e/Pz8OT+1qg3QCE1Nd7f7w3YzxsjRn8p8/DwvVi+SL23x8wU7l6QB4eZmd/P2rpRSc9HW4tB3cSiltdpQIbp4PV7Oz8cf3v1u58cxDkj8drg5x5co3l7S9eNjabUn/+3+nZlt/NBzcES7bSS1oes/HT9en86lVCMMXQhK08vpy6fPH3/6aWrZAptZE1lyOl5Oox7e39z/9ttv7sbdIfTpcnks5UVkvhyfjk9Lnal3X84vT9eXl+niuqiO0NH333//h9/+4c3m5vp0aUvtfXei+lzml8fn4LjvwjD0U55fpsuXL1+SajEV5/wGI0fue/C+mL5czp4cAFAI3/3wu+87T9FDmmtaXi7nL9dT9/jlzbuX9+/ehj7evX0b+s4cQXBLK8+nl5pLnuZ911MRamuzCxzQPKfPL3/phtiFODgf+nh4+0YA7r7/7vY33/aH3f6bN7vrcSZw3t32w99t97nWLDlrMbXg/Q+/+10EKufrw+MjvTz3Yb55ujm8e38IUcm52AeB9Nefl5SXy+lAuGOKoFDLGDvJ5fnhy2ma/fhhOR639/c1Z3p4Muf9MI5v3lGMl+vllPLHDz99Oj5fSz7WdCoJge9u7od+cACesVP112vZ73YGUaE9HWfBy/1d9HHjLKTzNakV1QomoNUk19n3w9eqS1JLa3acGAEhxBACAyKvNjbnAWg1xxus+Af9NQ6jpqorChzXpdpKg9Om1SoGQaT/otAFQFCT1/bLK2zt9Vu+TnRfed9fW/70n20VXOe9X0t664nfV0S4fk2BGhHlnFNZkKKoNGkp55X8mfOS0qwiQ9enks0MTFurrVZ89UDgmpsiCD527HEzbsfNZtwMSMKe18aCmj09P03z8Xp9Hoew2d29f/vGsXt5fsmpEjvnbbPdppyXRR3H2I1osWYTbbXRNOvQ98O4vbk59H32fnBumOdyuaRlXpalAQhz3wRykZSV3CgAj8cFUZk0YmhNVZFcKK3KXGrTl8vclqVl2/YDexf7XaTOYrnK8fP56TpPTRoRA6BIQzNCYqZaV6Cfrf/i9V/watACNANRDSESQZNmCkzOdYO1Rgjj0IUQliVdLsmjMiMQ1JXeqoKvNkREZESH4HNuKTVQELFqWmoDB4imosSOXAQIqZTSZD09XgVxAE0tS8vOe0RW4NLodCm1nFprqo4cqwoSeuLaCpiasgkjM1MQBViVj7iGkKt8FUCLqaiBATOCGjQJwSMjOlu3FGCutQXQEMmH4DCowfUy51qqilJjcjGMcX/ombzN8/kozb7qsV5HOwKvmnFViCGqgBkTReYeoNaCp1NyyQWPKgwK1kyJABlXfB8gQAQzXCc7xtfkoomaGMj6VmRyMXbee+8js2uKIqImCIKreV5A14McyEyJHQOyqSqsq3mHgApgAsRMRGSO2IuQNGu1OUc+xJIygpai85wP4+Z2f2gt984Wrz1lImitmjNTabWZe7UZvNqaTS/T1ZrO03W+TmoUgrlhAPLkeu8152nJi1kjrKXIuF0IXC6Sl0rIjnVe8ipbAxDRpqrMjKYqklJBrN5rm1OrRaTcHvax164YojMIAL5JbQpMtN3tyfdLau351ESZ/TiOBqiihhhjt4L4AcDxr2+C9mobBQVoa9NtSXmerqWk7W4rhwPlpZbGbACkhoDEzqlqU2giOedUxAIPwxCZG5K01tp6qiArn4QYAYiA1gzp6/oJUYh0xbWoZVEBQGYxWCP4tYksydrcc1izo+xewZi/ev2IydSq1CXPHY7DGK9LK7WJ1tUaJLrmDBEJ7ZUASezWKiCsWwFkAkYkAxJDQ1ZyaKsb4FeUylq7AzMAWc1xr5F7BAJDsfUXrZhZZLNX4ikiIzDB2tAmeA0yEv5nh5FepeHOIaGYmljs4npSyM4TOzUQXUtxBGvYk4GdJ3KAjMQEjtYtpamoptJUEF1wCB6oIs3TMqermJaC1+tyvWZpgAihi99+9130WPIk0mLfbTYbgfarJ/brrQcZGJzvus4HD4AiQms2nSkE9oGQjdwK3xFAMVBRU2zkBRFDjwpEQYGbgRm01aT+GtxFIweBfKd+yZhO02U6dsEDikJTVXLWDW5ORKzoJPasAsWIKJSppro8Hx+3fOM9+84RqpoYqqhUqa2Kp+CdJyZDFNV5Xlzwtckm9uwiW5UCPsTQdRUQfSCs5Nwq4E45qSoilJoVmou8v9mANWkVzDa7rtXtdjdE70Xt9rCnnBIBEdVpOT8+pyU7YUnZquoqIVFQxaa44lbVRAERPRGCgIGKLtd0ukylqu5uALDmPC+zOuodeW1iBqpUSgYj53DovSGXJvWUV9gA4WsG2bngEYjW/PS6AXTgvAHVqmBISI49shGTETGxKdQihp7AMXozLFXSkky0lGqwBoBNRNGImbvoY3Teh6/ZbHZAzFDVSlMjAGzXy9PDFz2mYGW+nj/ncmxSilmWWS2p5lL02LTn0UG3oorNqDUrVUvVqiCGYrYs82VK50tZD8hbo+tUCECUmqEAK3BTus7Sattul8ONua87EVOsTXJpVQWbRjFCAjDniNBZU0JcxbzjOOx3m+PzKaX5fNbhfff+m7fO+7/95W+OvTk3T6WWVmpTNR/8djve3h6WtNRSx81Y6lLK8nK+vvvmzW632R62KvU6z798fljmebpcSym51NpUDaflermeL5eLqz1BFCa33ZAPIcZuqCmnnz78VOZpcM7FripMqQL1Rh6919oaWSNUR9V0aYJSly9fnubrm/v73Wa3GzZDN6zi2v12Ow6DJ07L3FJG1dH7UgoAjqEzBVUTWDmc7WW5uGxJ0cVw8+7N/s1dv98Oy6nvYlOxlaNd6/awvXvzpu+6ab6e5+ucl1nzVNM5z26K1DlFUNF+M+xuD622PKdlmvphiK7TuUkVrerJ16Uu50VSowEihOC7fdju/ejQcdL0dHl6fom7wXcRwFot1rvYdZ13ZBDIcUGdm6ScWj6bPj08fXh8+PnL58eXL9Y7tqATYk5TXs7T+Wa8fX84/OE3v6Uq9To/PL88o9W0PD8+JC0Yqb/dfLo8P16PcyvbwfMYt29u7t6/eff+3f2wP8RNMPfu5k1muJZ8Ph5LzarNGF7msz7oX3/5ORM00LgdhtCPvhuoU+a5lilnz40cQ6D7b9/u397F3QiX6fGXj//0L//ydD7iE19yCn13d3tHwU8lSbGsck7zw8vL+XipqUzdEARIbOj6m/s7iFxrnpd0nq/e0a4f3xxuu914YHS7oUUuDse3d+/KQkMvtR4ON3/84x+LtPN0/fL8tPFxdOH3v/tdPl8+X5fpdPLLdK7l8fHzsN2O5LaKCI5yk8+PeZ615Z1z3kRqWaZr7xFQWkvpcrqez5LSt0tmH+6VGRC7fv/+vTrOjvBz93y9fHj4PNWaEXDovv/ut3//wx93271jcF23OezvNH83jj2gptyW59O1WEO/jd18Ov/8Hz/+3e/+oMqPxycIbVIGLgYEqC44H2oIEGP03ucEuZRVCZhy2h0Ob2+Gw+Hw5WerpeDY29cSx688uVrbekKAxOtHmNk7ZkarZmaM9JXvvy7LRKSIlPVhFFQAdL16vN7jX4sZ9muAc72PytdY0a9+pzXsBADOOTNYoxhfESN+mqbLdG7aE5FzrpSyPpDklI7HF3Y0Dn0uGUyZkfn1L1trgauWvUlLtQEIMA2bMcSQCjNziF0Xuev6rnNAmsoM5LpufPfuGyQexu35dAXjzW78n/+Xt//9v/+fL8/H3fbGdR1SEOi6MTJZqTaMnZlPiwDyOO5C2Pz0t48IZexHomgC85RCP8TOKXIcNwLSJBOCSQHJcewAw3lKl+lCRGMfl2LzVM7H5bu3vtuwUIccwRH67rqkJWd2HSqsJJsQQgzh/w8GSP+VpGe2ngVqa9Za9cG7EIigLMmktmbegxmIAr4yeNp1nqdlSSUdDrcAIAJEDoxLsXkqKRXPAWAFXUBAMsAq6rwjH4FjkWuVVf6+BkpFTUGKtYzeA6IBsetbleOlxS44h2xa0+QQYxdSmQ3AlF67JBxVbIWO/oqqZ2ZFa21tNK3HYwwKpVUgVrWqoqo11VL1/u7t2DlCPT2fUKjvhuAdgJYsPAuiSrXIGNyw28bH0CG69ZTzVVi/1lZN1wFOgERMGqgRU3DckXERkmQmCo1NEEWJo+PAtGqLiTGCMbMFHxyjqdUKzECvgq6VTBScc13XhdATci11nqdSkmgBCryW6tZotIKt1j8MzNGHQOQQkFZfRe9+5SUFF0BRRRx7IkNQMyslzQuo7kPYbTZ9KbjpObzdRl1GyABlBbhZriFsRLWUsqQkKj54USs5LykJGHtGz+fpCtQDBaCgkEqzrgsxcHDuOk8mWLPUIoTE1MAEVmMbNIVmpqRUK4NRbYJYihaZpdUCYOMWpiT6NLH3pQBSh6zsMMReAQnRhbDb70TBu+g4OBeYWJocNu++/+57JioloyE7cAQuANRSSjFt3RjBQWn54eHjzz/9+OXh4btvvnk7dvXyQlJqXVJKJkCrA5vWfh+2Wktp5Lub2wN23VLl+HJdRX5qJiKKSM4hEpmhiq6ofsYGNrVC4BxVU5dEgDl0vqIHZAVoAvk6T/PLYXMfPDMFYFZEEGDv2DtyDFVKy7Pl63Lu27bjDXnAYsgQO9+qR6pVQRQUtEolYGZHnoFpzXpy4Dh23dhrUGW+nK9VhL3rBh875wIBYMlNVLrYA5Loa2vv1a1jIlJLUzNFRA/8ivckbCIpZ+/j2g1qra3X+abCjkPw6ADAUklVCgced0P0rtVqol0XCmtqDAgCKmBGgEaGtIZLY2CDNcMJ/0kKJTQFARBAF6J38XKdUi5La8djcoFccE14mVJK1VHPTCG4/WEPVqWl3X7nva/SyAHSf0LGCGA3jk7Skhlf15RKjCH4zmTlRgEKkCigQSNQDugIaimgFVjZudCBEfgOAKuJ+ggiUqVKa4DgyQGuP8RCZIU2TefzuQVPITr2xAE2vt/s+lW0K5CLNIUWQ0B1kNuUrnbBEDjlpetD7EI3drCcc0m1qu+CC2G1fABgSpWnNF0nEiVaEHMXxlSq1rN3btztot+GiGL1ep38y6mUGoLv+hi6QAFTTdIWEBmH8f7t3W67j2FAw9YaBtCTSZrBynR80lrBsMMOkjDA8enpKVVnOM+pNOn6YV0986/EWpVSk2lGMCIgBMeQU0pLWibYDLgbfOg6h7VJnqalegzBEXHoBudJpJZajKAbOgUCY8dddMxqWpp5ZqfmA/nVwFnJE0feDpBzqdo4BjVZpjydSth6E3QUAUlAVh6tgczpOtdrqgnJmNeXU31wsYvIuA7/gQOwlVpSBQFtkI7Hh7M+WSdaUuek88pOXo6P5/kkIEjADF9fiiCKXTd0Wc6n55ybKDCDqKSU52URVWbPzDmVVCAV88wC3BSqQBUQg5djXab85r6IgDMsuZmAI9dFFkCtBZnWdgSCeea+Hw+7A7Prus57dzgc0jJ//vRLLmrGu932zdtbM/z3kjE4QgewBkuA2Y3D0IVwPL40raWVUhZDccGHfvf58fHp+MRIRezTw9Pzy8kRB++62P3y8cvDl1MqMIwYAgLg9ZrKkpVxT373drN/d7dbLs/Pzw+ffjkeTcKw2+6wAWPXhfH+TRWz8PJSUmPH424MfScKp/N5qXXcbbb3h9++u7vdHM4vx1ISgN3u9//tN9+D2T/+j/+rTBODHbZbjL10ksf68PT8JR8v1xmAyKeXpydrpl3/9m77/ne/6bbjv/7534/nk5UaAAwZ1nRs12EI6rkSViboYpnznPN1mjsCZ1pqbVT7oQshjsPGNprnhKVZNccODFppaUrAu7aUDz/+LVSM6sM+WhYs1oWwjUPPsUzprz9/uKbFsXv/9u13774J33y7LpdSli70h93hSteHv335j7/++Oef//YyNQ20f9db0VKX6fkBPAtCFTn0/SF29XyZT+fr08v5+RnRaknH85HHwBynjJ/T5VgXizxs4v7m9tvf/wCx+/Hhw7+f/m1D/d2wN9Bt2N10/fu3312my9PL08eHT9zxrh8Ph8PDdEKi+93b+5u7jR8wiRBc51QBRIXMAHmCRlAy+DeHTTdvzyWdUyLHfZofXp7mkufLFQjZO993n1+ePnx+eHlObOhv4e2w22zH+5vbb7///vFybGl+PwyX6/P1ev74+XOr7XA4xE3/4fj0cbmOdzdhP/62/+Fwe3/88niz2/9Pv/v9MA5N5OV8+vzly8jhu8Pd5ylDLvl8FQcLy4fnz8Nup02sWno5uxi7flQFEDvn6ZTnOU3TdJ3LdNhsb79904396Xg5fvnydne4uX93//67T/NLAgGHOS1LmhNDArvk/HQ5j4fDD7/57f/6v/3vv/vDD2/v7hyajV2/HTaT75kcOxycHw/7fhw59sa+GJ9Tyaredf122zj6gj40o6aqrZLpglZfPT5IIppSliovx9Df75xfQdKICCubDU1WdocBqGip0hQMyHkS0ZzT60mLd5q1SbPVFQIKqGsaCFRVm0oVFdAmKusQp2rStJTWqqzneOtk8uuk9+ux3q/a2XUaXIN5Kwov57zOhyml8/lcJSkYMYuUnJYQgpmkNLNjJsxpLnlh4i7GEHxJ7fVvNayq85Ien17AytCNoQtNdVpSytYP27dvb7a7zfn8JCZLSj4MteHLeSaOPvSlnafrpHIhCuTYBTctk+8iQn+dMXYuBEcI89JErynl/WHnnbPWTForpRQNYX1coFRTlZZyKVJLK01qP3RDYEehVNSlFkrkYgN5PE0F2A/7AHROMv346a8fnt59810ctxw6HztwOZfaqqkCkTM1EYVXFDh+fcHtv+iScRU9OedVbbXVm6lIq7Uhcql5Wc6E+1I052pIfd9th62PsRv6Km2z3cc4EDICIzhGj+DMWHXNiZmIADkERqJ+GHwYFFgAxAAQSMWkmqxAWAHTNS6mik3BkDk4AZSmpiKAKqrL0lTZITkPrzm0FfVnshaD0IDIe64VJOfVMeicIyJpKqIKAgjEQISb7eHuZkdQHIsjs+2m8/1hf2talvKSSt5sbgDo9JJ++fRk5eotmiEzKyiSEaFjBlixFnWdp4BQXpEaBF+DmAyOnffeN11hGUbIANiatWbOEXHwHkCFwZBEtQI27zFE9Cu3GVW1Aq6gIxFtAOo87Q+DoCh5W0dNWLkpnekOgBEcgoeViEwo+nWgAhURa9KkOvIhsBnE6PqOuj4Ywjja/ha2Bz+Mg0HT1TLHyEhE6EOwBrmKqCJRN4y3t3eneny+JEB0IcShtyV1/bC/ueuGUSHkAvN05qBxpL7n7aYfxx6NGD0B16yrkYxQa11KmZmVGYhJRQEZgUppgMaMCNBqUdXbw8E7BrPQhdBDNx6GfQ5dN2w2oljFXNMQ3zoXvYvLUlpVMOy23RDHdTnlHXFgtYIgKvX5y6cyT0z4vntvpk9Pj//3P/4f//bP//TLX3/sVLeEG0+RIad8uUyn03kz9FUEiZCAmGPXQZnmZQrzFJ2LMe4Pu81mcJ6R0MxEG+rqcFf7un4hInMMMTBFdFGAjQk8orIqrVnJcdzApasLITGSiQGsV2ozfc1TkovkIu+ju7278QGndGlGRgLUUptSW5qWZlXBDJmcQwUFUWTy7DtPntggDPH2/salnFrNFYHRMcXeGWkpyfugKKJSW0ViQ4QVREnQVFgbgCAaMxITkUqTVtU7L1aKLIAje3R+PSs0REUQRW2mgb1SFSjgVKDkNjPFpgURjNtmM8SNzyW7QOiBkVEJzERb7LphE0vNn7788nzUm7txHBwHBlCp1sDC0O93t103TD/+pLmsOf/dbuyG7suXM5oxAAE6ZkJ8fn4iaHm5tlp9cOPY7262RKDWVCojBE+tZLS23qDWGIuqqDW11iSJNSChtdGD0kUPIE1qgyW1pbayajaAQGBKpeal1FrXq3GtteSCiNXuvOeSl+eXpyXNarKkq5gn30c/rNCyw2HvnFfVeZ4jOWTCbP0Qh3FcmlRtp/P5Op/3w03sPKLVmudlLrlBRc3oMc+liapz5L1H5FqaQQHMtcJ+PPTjdr/dEjaE6r1ep9OSkrtOuRQk2uw22/123IxiudRmVtlvd2HUEaVAyckwx866jANS3PWxdyGg4+CNa5XgbLJcSlKk0nIuzcicD2ysarp64wE8kXMx+FBlajldLrDbbnZvtyCxFbBqUg0IHRGCR0QVmOe0pc7FznGHTU0VgZ3z7ByCU0XUdRfEqiatIRoQIRquC2uD1moqOdDqGZWv3VdjJqDWIBfVyOC8AhdG9T22YroUa8ZegEqzpWlXdamS0CqQIefNjZJf5vJ8mhUQtTSruWMNpExtzleBtjnsjPh6WaZloRiBorTXbV9KZTOOb/dv9zcb1NzyROiCx7Af7u/fnM/nnLKAmbRmFvoh9B06npY5dBBDx2twnTAG5xIyY4gBPbrCuVWTBkBdH/oudnHFuvgYfK2l68Lt7WF/2Hz6dL1eNZf8+PhFmpRSVIhQVc37gGg5zbWWebmmSk2rmiBDrVmsEYH04f/l6s16LMuOLD0z2+MZ7uhDeGQkM1kku6taXSrpRUD/fgEtvagFCCU0il0kK5nJjMn9+h3OtCfbpofjySIUiHiIgAPujnDce/Zea32fyhCWOcwxxywV9hu33TSlgNJ2t9v1DE1rjFUAcsvZAJjWed9SrWm81bwYKb3VWDJLNJtOo9Zia+LG+MfDobF2mmbhaq0RApZKzpCqouq4zNfb1QhxyvvNTppaYjqfXqDKcbvbuYYqO9SWlEYFiHftdudfcvzBt53xTZTabBu/2WBrAuQ43b4+f5nmWRA2fZeYS2UhstaXWv/y44+n86lIPT7e+64viJdpmq4zabLWGqdVwel18M4pUrpgLVBTi7oJWAAAIABJREFU5Vitcn27KSaVXF5P5zoVCTWM6bA9j+NordkfdkqpYRh+/PGHr8OQa23bFgU4lxLz3WG/6/rG+Waz0dYeHh6eb2f5C8WSt8e+PWx2D9ulxluc5iGHlHzbfvfr74+4hRAuX79C4ZzjMFxCCrGkVAvqbLx05O+/+2anYa45lzJK6js9ljTEEqfxw9HPpv54fe7m17Xnl2ue0nKbhwHi5/nyfHpeVEVvjXe28a3vfKOOphMXw20U4UqQLf7b15/r9VN73D3ZjkI6PD1A61JOUfg83nItIGDIhBwul+dPp9fzFBeu9++f/sPf/fqx3eUleuuUtZFrrmwab4uz2damqYRLSTnSJcxTTvnLz9Z7b2yDtjXWMnz94adfffPBWWuWfGebbbfZGPfHl9Pl6xcDUh2Nwufra/zD7785Pv3dN98BV0k5zxENVubbeHsdz0uJStPPl+frPDxsj7qi8+7h/kgCZV5sRde4aOjj85eY0m0ak5TIecUyf/Pu8bff/erD3bEpFVLRAOKtc9aDrC46TQR39++Nd5fbqJXOouZcE6Nv/O54v7BKYwIIAOsDRoFaQCpXQFSISgRTylniMNzmlpbFhOiIQGmqNVcoJPxX73CtNaWcCyBpIuBSY1xKyWvmBhLXEE/eYABVgN8eKIVFWN6IbPWX3E5qlZzfJnl/ZXWuFZG3b0/rvzmc1JzzLx9W10+6/mMI4U3ULkkAlFaIMk2TVhoBaikAFTXFsOQYXdt666zRcYlVahVhkcQ8h3gbRoAcUwJNudY5BOYspJp+q4wZp4lU0/VH57pS1fk6E8oc8hzyuIQUizBuDzvS9uvX15BDrTBHXQlJa6tsKqlCFqk9i1EIIiv8c1mSNp31SlBNISwxhlzmmGLJXCtab42uhClm4ahZ+l1fBIYxKFTeeEVmeL3O45ALJ/S7O1DO+27TZkm3KceAQs6aWqWUAqx+2Ua+XVG/UdDf7uTfyngigkhKmXmeQphLTlahCMYlxjbnXEsFycU14NsmcUa9whdbRFsrQiWoJJUQNIIGQaU0SCkll6oJa0V0TaNMsySsiBVhfa+ozMIMICjy5uaSVVDLiFpbw4ULV6lVkZaaQ0zr3ok0ri/rpZaVXQj0ZrIGIiS1Tovgr5tRokqCdRWho1IAQF3XHA778+vHlIJyqu1c3/TbbZ/CUuqcit1tjkgmx+Gn4fMyLI1qQEARihSBvG7nRNZpTxYgQYWKiSpSBRIWLpIrAKAmDaQRswiUKlmgcK3MJZcAIoCN0lhZ6tpWhQyYUSmkisSEFREFmLnUyuvqSZCVhrazgW1ZK3eKkDSSYiZOilABkAiWIkigFPL6sw8VsQpXqSK1EK2qGzwe+4f7/naTKotv4XiHxuZY4npRk3NCD6RJk1IauRIgiwCRck3z8O7djU2QS99vCLHkfp5n59v98X6736NyKeFtaGLsRIIy1TvTeGuUc6ax2qdQFJExVpHchtPl8uydalvnG59SIdREOoQoQMoYFIhLSDF2TYeIldk3nhCr1LZyt+m7TX8ZhmmaIZWNa7tua237errcrmOKxTlnrSEAAtEKtaEYmWvkOL88f4zz2Hi7v29yzV8+/+Wf/5//+7//8z+fPn1+6JoP+4M/7EhDyaXkEt4YfGXVoSNRt9mYkK7j9PJ66gV2x7uu73zjEZEUAUOtFaWKVBIW+sXIJlAQMgFqhYi5iqxc4qqkvLXwfdOWppXJAhILl1oRpVKtUjPXzKVARWOcMV3n2t6DhsBByFRYj08hcahSKjADyPponYW5ZGbGCgpzTaGUWKJ2SlVA4HZjba4IirQAFpaiQK3czlIzgawDPMDVK/D2RkAISAJQY0o5Fk5CumNIRRKoQrqSEVorygT0N4U+ZatrlUsklEK6ObctEkrJS9b98aHb716vJ9tqsrBeICKgQPWd3R03CnMI8zBPYCOqTruWFCCgRt1ZY1tbQeYUSylWqW7THY876+zlNJEAASgA6713JoZZakpxLilx1cYQ0dYYZY0mFK3AKFpiESxvTYnVggK11sI1c02CQkqUgVKXlBdt21JiCHPKIXHIOeWSkVApPcUwj8s0LiKitUGgGOM4TpUFFDet5xxfL69zmFg4c5bEylALfsXa9JveOcfMKUdLiEQxBmu9c40qfBmHmJZSEq2pcY4phZxiKRIlUNFMUFgQoeva7Xaz2Wx1rUAEaIlMt9lt93fH/b7kOYUBIBaWkLJellJBGd10jWucslo4gYIqIlSN1WRUkJIzI2Vv7RacytTse1SWFGgCLaKcbFq9OOCFtSbNkipHXpiKRrXSvEtiEhLrCB3qN6FFTtA0m3cP77joy2me4ixVBBmoWkOEWoSXOTrP2pJWBkQx11Kq9ai0Wlu1wCzMXAtLyevKgBQqkMqFkTPEFFKOyOKctlZ55XqnrQNSDJRAJdRgPfhOSCeNxbCkwJIzCbbemI6UY9CpYsh14ozOmmaD33Rd29dUb6FATcLIujIXXjhxCZmTdqZDJG2Qckyzo2JMXUHfKx+l65rj3XG3a2/nl5BYoTGGtGr2+10ppTCLVBZhqagJNSGhoGz3ziqtLJFCa6jvmzHcQqlKSaONMiBLoSCIYK2xxmhFIFURIcg8jXd3x91uu99vXl8jVyAFKcecirEmhlRSZlbeNogoMpecY5ohQZECClvrcywxBSJo+xaJTpevecklS06CgISUk3jf3N1tjDFa6yp1mmatNDnqt327bcjLlEZZZkph6wxkMKioikGthDhmh8q2/ca3czO+CYFrBaiubQiUUjjO4+V8Ngy64K7daqeGXE6nF85lv981fYeFw2VArkaprmk2vrPKXIeb3W2gcddl2Rx37a4vAEOYVuBVrUxEzliRRIim8YB4G8Yff/74cnkBomrUZrMhMt628zyVpVChhixFWF4n1tFa1/mGWAESaVRWVI/uUetMEuXl9Eqg45Ku++OSAllVCV5ur7dx+PT8+RJiRcpcYghLWMISCn9LSlnvq0IxihS5TX94vP8OcrPtTeerRkxLBFazUVIb558e3umThPGWgNq2VRqzlOs8LjmIVVCKrdoo6fa9bUxNIVwuU023HFQGSSVz2EisaVyuk38tZmZAAY2iUSxe0/A6XM7TTe073zjXeAFhZqPd3eFgN0AxT2GackiSPj8/n9NkLv2l2T40/fbhrjp9G4dlWeYUlFXWGEAONV2XYc6xKux27btvnr757tstuuvLa8l8ncbrPI45WqNI67ZtjTKNb5BwjuEy3F7H4RaCMXrju/t+t9O+JHlZPj343u12jeBms+u7jYRQponnmbhkwChljvP1Oi5T2na7ytUg3cYhaTzH8cvr88t0Kch93+VlmeaJmRuxnfLbphepueSK6NomQTmdT1lqKkVbrY1qG+et+U+//bv/+N23W03h+TmOo1ZAmhRUmKZlt98oZeYwK+1ToR9+/Pyrbz8EpiHIFGC7a+4e7i5Tvi3nsLw4b4kIQRQoEEyJuQKQNtZVEM4ppfD1+YuRqdMJqDqvuC4EWa0YN4AqwiwpcS5ApIwB5lpiSCmIGGs1QFzBYn/VyP6C7Ob1N0GtsHI+ab2VXHt3IvDXruZaiiN6Q4lorf+qYfgl3FtzvzWEVKt7/Xw+p5RWT9Za0bTW3m5XBFFE2hCRVCmcQ+VE0FqtjFIr+HCFPceUU+EKoLQBpRKXAjUWnudwvg7by1BS/nq6pcBdf+9bT9qECKfT1+F2jTGRdlpUTuXXv/31NC1jmIFqjDFwhSxOjPUOhKyGxmkQKCUL8MPjEUlyWu7uOt9tEsP8eUwlZGZUaMiSCGnHgCHxEnPBSrkstQpAzuKMrgWmFKYpI9h2117nPOQTaLV7uH9qN9pduD7XIs65KpJzJqcBgBQo/e/B6d+YlIGZS2LnHAgsS3h+Pk3jjTk/3d9b46vnlLhU0c4t84QKbaNfzidE3O32KSVEQLCkMIU6T0HkrUFJhKWUGCPOokgACmlDRnOuoEFVIiQpqa5hK6FRxltHuOIKaxImRAWShSsIIRlnhFVa6vpzJpQrZgFgiaAADSqrASowgEjhylUA6W1x9NYWll8KjxWgEqmcwvn88vHzTyTxuG/3m30u+vVcc0wCvOn3Xbv3vrd09+nHGMdrCMGumziIXKEAAmOVJAAAiRnerCTEQCyQQpmXNIZqqmGpqAAZMkNkyFmkMmTOiRdhnwSFoOTEITivEQpAZs4pYUiqc2blH4YQ3No2VgCZucYqMaVpKVmQjPfe9daoECAxa2sAiFkAMiFaq0grpApYFSmjndaaM8SQSyrbvv/dbz/8/d9///LyZ4HZNTWE63D9ehpej/udBkaoShtrSSOkNNVS1nM1oCKlH5+e2O78bur6XhFVzimnWgFQ+b7bbI9tvw3hsXCodZnmy+36ukzT8Wm36XaK3DJFa9ym2xByqdPLa0LTdrv+7nhMiY31zvjrdawCZExa0kUuc8iJ0TvfNd57XyvHtFgLxnoio7QGQgEBEuvNpu9iSNM4xxhDiI0F760iAGAQ4BJKnuJ0u1yfoUSju9vl67TMH//yw7/8yz//4V//UOb8q3/YH/bb3WaTlkETNd5bbdespsJbWrc/Hi4xfbkNz58/djGK0u/eb4Awc9IAqAhAKsgbK+JNXQiZyxRCmCerK6BlMEwKSAMTAMvqXVBkvYe2YakxJS5ZGWIShrrEMIVlDiFbEkRAnsLNmFY7ywAlplCWtWEIwmiAExdOba8LcpzyHPISpiVNY1zO43S6TnOUOc6M+e74gKhSKjkvQOw7y1mUIu91inn1QoiAgPAvoTFgRUWF0xKWcRxAxGmnHQomZSqaAiaDBqlpjd2lVsJaUZKkZqOePuxRB2VLLDfTbpY0X4YT0Lw52H7XdHvvtwZtDcOgyHjjlcF+75/e32+2rqThfP3yp3/7fSqtsg+bbde0XpGuDF++vPzlp8+fPl22Tff+/u7p4bHfNrlkBQCVhVlr2u/3h8OmbdQ8XVKarNPOWWu1Utj3nXW2894opQC8sQoqE2itnDPOW6WgSiklIoEiUAa0hZeX168vn+7mzbSMyzK2nbPOKguRowDkXMfLdD3fwpz3+72gryzDOIzjXKu4i5oXw1ymeVpCSCmhUiGGmJNxuuu61ntjzF/XDcAsULgmrlaEAUVr9N5C1zhrmMt4u6UQFKFpnRFrViJXrr7K/f3j/ePDu4cHC2Sbajw2piPQGnXXNvOES5iH2zTNoZSaYjKu7TobSoklTWEyBpTVQDWWiEAGDCAoA07pZtu5XZtB0Po5pCWEuMykvbfm8XHLaVSQmrZzs6Ib3OZQoCBhY40A51RCgpxLCAvoFfgDvoP9vum65tPHyxLmzNkipRQyRCISQcT1NjlXyYC1MIeYRBVsRL89gBTmzCkV4QogBKSNcYa55pBjquMNuFYwACrsDrvDfmMQjcjeKTIT2cU2pd/DvlPbA4FZkBZVAppgvbRdc/94R61CT8bRMmWGOcTcPxwfPhy6+8d5HkuIyoaChQHa1knhNKdpGWMIQCpWca4DtAAZQAHgKpJUivqu8c7GEP70/KmERYn0rSeAlMLz8+fn59cQk3u6V0QVeJiGaR42rTve7bEyVEERa6Dr3N3d9jKebnOMIdnWNZ6qEFZtqlJvh+0UYxaRwjnnfHd32G77/X53OA4A9fHxuN8fKqNW9k9/+MvletW6tbZXSgMopUihhBhFibHWNW6KM9cqRNv9XinzL7//0WnlDeUcY+bbGIDnd++aw35/OByY+Xw+f/74U5q0Nz2ienp82Oz95fblD3+6hHneb7puu8Gqh0uoqJQgFNBKWWOs1+zdHJfT9TzHKIjtpm9VW0ocbrep3/XKwlKxSNs0ypolxXGaxGDz8I60Oo+XcBkcqG8e328Oh8N+/x9/89vsTCCBcdje7V1rL+fzZbp2vv3uu+/O5/MyzSVlKdx0zfsPH54vrz8/f7lebylxLOH2+/+x3e4Oh8Nx/7BpN+NtOL++WgEiB5imPNWmuft2pxR4747bu48//JSqefruP2CE4XT96Y9/vtwuJXMBQAVF4N8+/bj8mEIKM8clx5DKMA7eunGeYkpAKCjam+vlertdhnEowL/7h7//X//L/3aebh+fP/3hhz8VlMqCAtu2730bximfxmbB4/FoO0ue7KXj5TrlXEpWYipwRvj0/DVCYYVkNAF9fv7qwWomqOXHr58o1zAsm1lvwLWd51yNNtvtzlXwOqngu/223+/bbjOdxxwncpvtN7/+9u7dh+3hx08///T86Xr9WjhdpuF2HWAfzDv85u4gCxbgVDNYBVanWpZxrIj7x7trmHxvHg8P+7tt5PL5eo3jHJYYnr9cwrygqDA/HrrNdlszH/eHUsqf//LzchuXcRCRyhwiPw/zgqa0m/bukWP01rx7/z1Zk3N6+fTztvH3+/3HH/4cBYAAjV3G6dP5RP/j998+feh6fT2fTvPt63T5cjtFyahhjHNnPSm83K7P19Cge3/37n5/3+3v3NNjVUEtQy2JFHXe7rfd093BoBx3h//yv/zT08PDMkw//fFfu/OrRsBlWtISvWty4usw/PDp4903f6ds83waj8dakgoRm+7Ot3eXayjZEDZGb4RBAJQBqlajb5tea0e0/KJY0VqbZbkOQwmxkxpxRRS8baah/rKt48KlgFLCvG74uZRSqzJGkcKVpv223MNKCohEYM0QhAiEAeEN6kBIiG/BSykl55xzXvM6IvxbPQMzr1Oltb35BiFEWtOaEMLHjx/neWauJEoElFZN285h0Uq1bbuC4VYnW33rjJZaKyESrV8GLiEuIdYVJiIghIm57ftfff/9r379G+fdzz//4fl0m8ebVtf37+/evbvf7Q8h5phqSGytBUqx8P64b/p281N3uV5jRjK2UgWq2q3i4zQvc06L0eSs6vsu5+blBNqUeXn9/Px6GeYlVRYVGVFZ69uKCKiNUVOMDEjKxrw+JpJTDlBBZd9rArLWZpGYSo65ujGXcr7eYkoEqgrWCqv3Av4m5frlyPc2oUREJDRkjDEiUkqyxkrXo1RjrNGkFaWcFEjb2hhjyvk2DNfrxTq7221XITOCzqXmnJnFmqbvN0YrY4E5hWgRGLEqcr5pGSnWqSKvyB5eW5yMmqxRaE0tAoVLkTWmwkp1vdzlAqkwCgBZBBbEJEtFh4gMeeUErgrrilKrlFSkVqXNW3NVoEoFECKUyuslhUIzTbfh9jJMF4Jca1CIequN84ASYxyXKXN0rofqYiwiyFx9Z3yjla5VYn2b5FdSUIGhgkCuNTEvjEnb2nTUJ2vQsdLaorPQtbq2tYTae7RGAarAiE7bTgpULd7Dsd+0mirXBWp0WjqvnVFWr2nDClDMtTIR9n3z/v1jt+sZURljvDfOF+aShTMSKq2N1oYrj+N1nC77Q7/ZHr1TyzJVFkXGqHa8Lrfr/OH9N99++NVxd4+SYjoXHuLCKZaKVLgwpxqXWZUWFTisAkpraywZU63rVV+qf+eOuyfVNA0zlxx942uFKcTz5aKs6rZNu9GKCulS+e70sjmfXp+enrpmq9BzRmucd61Woq0xzjWN3e232+02J7a29a7d7hKSkIVlCrvDMN6mxrWNa71tnLOl5JQW7bRvrHZqmIeUUhWx1nnfWdM+3j/96tvpdp2k4rY9vr//4J1BqAhoLaWQrteX568/1xTiskHKr9fLx48/HA6b9++P0+ttv+1qLefXU+9N4zwRNM5bsx4BgIisc7aId65pGlNylbqEOaYQU4wpGV+EFCHJ6repCISCyFJF6nUYrp9/JtFIVtm+Pb5js9YEjBDlkucY4rJwTJlVY5XWngVkPW0RsnBI4RpSmCQN0ITL0/ffPuzfz6GwZDLw+OEhhz7FOMzzOJVc1Ha/KZEXBUpmUJA4pbzMYZ7jPC7MWKxVrtFKGeNMiuxba526zCOKsrbpNi0Aca317Q+Tglzi5RoL53mZxmlIMW42nd7vYr6CSq5FVKniUiQzZkUaVK0StdXeGRbZ7N0h93N2/c7s7vw33x60icP8ZQyvQ9hvam8b3B3bu4dNikuOJdcFSGVeUp3JGmtUD/79h/tS5tPtec43573VjpQhB7v7zXm8OaO6tr3b75WBW05GKxDIKRvKtWQUadsm5xGwVuZxjDnH4/02xzAvy/FYDZElJSgEgljX9zhjVNu3omjOZCwuKYzTZRjOhQMSz2E4X76eL+ems03rjNYxxVxyLiWEIAWUNoUDsRBq65SOmBLHHFABIii9zsLAOee8UwoQ1bIsMYSUkta6VlmWZQrzEoMszCanEDNSAVCKtFZcS0rRaFdrLaUY0Jkzge4bUgSIBFVSiNfLVWI2jSiLwi8kSorM05TiiBKbhkpeco7zsjRd1r6pUnPJSwyCtFYFUo4lMRbixJu+6Xe7IlDCsuRYwjJNyzTNnBi3h+P2uH+3M1T2O++7NuYyzNPL9VpKVgo3TTMP8+08DZeywo5jqYhgG7y7t7ZLoZyuw3Opoi1BZaOyVty0SttFpLquahdRo2mWhovy0PTod9V3xZI2jFiIIwgp1EhWu95rZ0pKKWCY83DNSpNxpCzdP/jjrrWKVCpOBM1zvy8ffr2x3/rGKOcw13PgJdVAhjvr9m1z99hRq6qpuRblivHFKGy31G1Vf1BZSs6zkDKtVU5ljrVEBvZtwwAp8TgnwNZZ03abzm8b3ealiHDlYrRGkBTi62nYNLbvm9Z55phLvN5ijAsAkgJrFSm3Ce1m1272neT8/PlLGOf744GUFF6G8VUkGgNSEiIqZdpGISpKlFJUpJxrnHOIEEIYhusw3LRemTQCQNa6x8dHZ1ut7JfPl+fnGwAsyyI1lcqlQBXSBl3XWu+4MhFqo4Ho9XwTAG1IaWWNOZpGSVVEzjtjmhjr508nrdQwhutlQW6MBmscp1Smoku2zIbZcoa4SLUGqDWut5vWdDXXElMYJ8GKJSlmo6kSsrAIIKJzrm0apdTp9qqMYoJhmp7n2xCm4ZprYzypUwlLnAyDuvkrJ3IOW7vUPEs1u9ZtOgB+vV22213bd1iklEKAcQlobEnlD//6x/NwvS6TsOTEMWWu9fG+Oe7vDvtDTsErR6A2SvVgbcJ9s+v7zZYaZ+12s326f6q3OOBt0232D7ux3798Pd3O17wMZmqst6iJNr7OvJTymsZSBRUZrSvIuEwpRSKswsMyjuMwTVNKcbffO/TTy9fIOYa4TEvgxFC3TYuaFMN0vlEIw5w/ja/N80elVUp5kBxIwFC77f2my5Ur1lLyeFuapkGA6TZ5NLoShEpZkIUYbkE5ND12pKEEXl5+TJqxNe9/86un737V9psY0ta1HZvvtvdWaDqdyxisoBYYzucUFgTWBirVKYWv55fLcJ3TIiShJIoLVL5NIyjctubweM85K6Gvr1/zMLkskGpYwuU2SGOrVnMI/HXatv7hcGybpubiSXlUHepGoda2cW7ju33T3m127453ScpluvpjZ5EycMiRFDVtc9jv5hpzLUCwv7uniqdl7EoMeRnjcg7jeRlvaQk5GoUaUWtvtTKikJQiVQDEmUXyjx9/HJdLrkkpBYpapQ59/0+/+90wDKvAfvr8iUOq51dJSYNg5VpZFKrr+fZ8ef3xp0//+bq0WzcvNSUFYolaY7dV/Pl8AdWAeKN7LkWYUYEUQ2CbptParmctQhLEWmuYp8lm5lw5kRRU67KqisB6SKp1rT8AInARVUH9ErtprRRRJVzDHAJZD3h/zVTeZmNvILe3h5P13Lee91azgoiUUrRWv/BEEPHNq+6cWw+Ef8sbsdbWWl9eXmKMVSpXrABq5a+UElPq+241mL3x5ESg1lIyc/53xzHAPIdliQLIVUqtpXJhNt4/PD0B6ds4f3l+PV+n4TrkFKuIMX67O6QESyi3YT4crXGuQShSEieykGusqH1rS1mX0hVJp5Rv12vjTeO1Iqt15xxZC7mMwzQ/v3yac2XQqJrEuCZapVZe6ThkAFhApVzW6KhUQqVJads0IKsLMWeRDHK5DjGncZ65VkAqzIq0wAq5WUNXWNmof91GrmXadWqzYk4QqGka5x0BWAVaIRqzMtpRUGsDxAJ/+/8LChFJcZY1iDXaWmOVImtRgLSVnAIAW6OM9aXkJU9FMmAlWPucWAuSUZpQK84plVrKilsgZsiwAuZAEjMJECgRrCIsQaggIa9GEChVSq1vy6jCFUQIFSLQG8dQSJExmpmJQQSds4VjCIuxpFApLaiYVDWGCFyVFMZ6vd60KUZvmqajg+eYvnnE+wfVNAogCqzA2wIAAut0jkUK14SK294+vturbV9tm0iRstY4A4rnEKbBK+W98Y2tuoIhMJQr69q1eLfbddYgQOI8cZ45LVLyysMQIJHCnEvJiOS9uX847GSvnDXOodZF5Hy5EHLrDQB5533bcq0fPw7hp9vurnn34Lfb7vUkMRaoprGbxnSdz99+8/398alxG+7L9SbLtNTkFCnrbeFSS0YuKQNXAFSry8R5z0pprb1vdmbf2y26XlvDpZSS2rYVxCkE8/Mnbc3+sCESbaoxVWvY7/vr/d1ue/CmV9QAK4XWaKcVtd32cHxYLz6d81xEkTOmOewITSGTliXc3aWU2CtnlNXKWmtrLSkHbclYRRaWuABUUmodlwJoTbYkWeYcQmpUe+iP1mqQioBao0gJ8zjcXofL6+szXYdTLKmU+I//+A8P+93nH/7srJ7HYQmxfffgjBUxq8FFa/2mukec5zmEgIhN24rRueSUUsoplZxLBq0FUCm12unW11kBIKLE5TKNac4i2vjlqdsX0ItUIFsRWCSVnFfRVa1KaaP0kouA1JURC7VwiVkYii61WH6oRTs9X69LmkHJ/bs74BKWmU5nUEvKqumbYhikQC6CElPMNVesqIGFjdebXesbo7WVSsUJkowfqaLwAAAgAElEQVTjbRwHIlsFe2OQsAqsrmuBaqxawjzehmkexmmIcXHO9RtHuoQ8ABXfEajMgiCqQiGyQjXXWapW6F1jfFFuItugb6ndms3eLtG1r3ocx9t8shcbQzYOjg/bZZkvr9c4B61tkbDkYQoAEBni/eNuGHmah8SCRYDEaFgRDpfhbLJWSN5aQUYRgjdPntTCJUvltm1idEQYQ04pVmGpzJyZS+Oc1QqkktS3wx7JSpwyhrJUkWIMTSGP0/X0+rVwzCUULtMyLHFgUJmN0iqnOE7zEiIp6PzGOh3imHNQyq6yFREBFEAhpXzjUrbM2XtrvdUKc84hLKXkVYmxIl6nZZjmWZYaVfJ2QeeVs4DAJYdlXrxuG8vMMSYuAFlVhF3H60Y/pzyNU0k53EbTiPG6ijJo0pL+9McfoIbd1nz74UEk5xRLrQyqQQKEwhxiEACukXNSAMiKmKRA2zkilZawzPMY5gwwz8sSIglIaQizc+3dXdd2REYXqH3W7iYpRUVw2G7nQd92MF5yZRKGOTAj2wYf3jXOl5zGdlsqI7Is09y1er91m84oKoWL3zRNp6yHJtk+EYM0vaUGtUOvtBVQlWtWa7serLKd00aniLWoEs00RmOVdaoq2vSm68AimEKqMJbT9g6+391tdUcFcolDOnOtohEZOqu3G7c9WGp1UWUKpekJkm+N3941rkPUEU1UJimTxGkwmFIoHAmkaZrMkjlxxZQrYtVkVoY2rRMHEUUozKVyLSsmymBFRQBQp2nmWqy1pKqxpI3d7Jp246xXiWOI8xwGoq1ASrkO4ytA9k6VGhAKIWojqmoQzIlrZURsGl8K55xTjCnFXDK9+bPIOdc0vm26w+HovVuf10IIOUGtorR23ihtjLeCsIQAINoaIHUdhrUUUAUA1Xbb5ZiQwdqWyDJDXCIRzVNKsRJKYYkxvX49TaYQLk7k0DqDUEsSRofekWq0PbSbOC3THKZpBg1Qi+SsnapGpZqt0t65tt847zOX2zTYtkkgz8P5FIZbmGuaile9cUNZGItBeIkjpFk739wdvo7XBWX3+KAbRzWVWkkrIBqmSwhL5aoUSZV5nH/69HMSrgqrIs4VKvVdv9scvG3nMRCK1W6/2T+6ZmusgGw3267vrPJd0x/6w6HfXTc7SGC03Wy3mky76c+Xy7hMcH313HSbfnPYJAsg83ROStCR1VZzLjHlKZe2a0jhy/lU+Y0ILQpVmG7DTTsTS26bts61SNHWAqEI5CmIlFCX19fLCr7qu26EnC0ab1TryeqQk++cMjrHzHPgVOoSbGe1wDhOZUnI4LRdWIHmWciAWuL86eVTJt4+Hn/7q/vd43HTb1+fXw+6vdP995uH5ePp5XWQmOcU5svt/PxaMFutqq5AEkqmeQw5kdH9fmOtY6gphSVHAsVQu23PhZfbOEwjUulFY5GwhHGZfWPIaELJOZXKrnFGa0L1sN3VVLauqQCoddu0x/3hbrffdl1r7cv5PJ9SbbXzroosOWbOSLjZ9HmsiNS27f3hHip8+fI8Yx3DeLpdxxLGOI8p5hQaraA0RtCDcqCs9UY7ZUxCuSzTOC/D6RMBH+/vETHlVKw+eN8C5LSMnz/NVbzS9XbBkjUw9N3G++Z2Gb68fD7dbilJWJJtwPutUo0i3B+eQoDnNHz5ctkebGUtbBRpAuaSc4LK6zZGAeB651G43G6XebhsfE8KMheurOxq/npDpdQqIijrY8UaxcgK72aBqtTKf1mDo7dG5y9/+QXX+Xb2WzO2ysyV13Tl7df/z8qwkq+1XgW+9Ne255sIWAEAdF3HzPM8r+CRkJLV1lrbuCaHtLI3Sw4IrBSuJxNFyKXklJjXTDGnlHOeQwgAwGslbp651pTz6fX8X/+P/7OWEpYwTWEJOSzhzz9+CiGGsHz+8vHl9Pl2O//9P/z2w4f3794//vDnH15eXy63S5Hs227bbV9fTyGFaZky4TxcTy9ff/fb77ebDoVTWlJaAPl6O00hKMscYgFjrNekucq0LA1qAzSjkLIoeQkhy0qlQ4DFm+q1A4ScyjItLKycsZ2/zWPOxVpnlOVcQ4jOeCL1yzby37PTv5JRV63FmqbmXFYkF7MGEEKUktYppvc+TvP5cnHe9r3rtx6RBSq9KZeBgBSRUXZtuIUQc47GgrFoLHBlRaCsAYRU0hymwpkqoKicE7Bh87bHIVBcaq6lomSuwustCUl9kykLI2eBKqpWrVgZAJAKmVlCjiEGECF666VIFRYhAtJKawWgrDNt29RapFYiattGsKS0rTA4x32nPXmDjULabw+H426OO98YJAvSathLJsn5u2/McTf2/hnSV4ECysa0SAXBBKAA68rW8948PB7/XutknNkeoiCQ0spogPlyPT9/gZy6zh/uts2mVV6LwQK8XHU8NZveO6esFZI4j5fzy9eXLx9jiBr1drNl33AtKUdAqsLOm8Zo27ba2iWl8Xr5+OnHpuX2203TdG0r3kNKqcLXcfohJklcE+8qjMy1JFMiNebu2w/f7neP3h4sdZ2jEWJczp1/oq6glMvlDMytc9qS0lopWvlxStsMwABKm/fv32N7zGiFUGmlCaZ5RqWPj4/vnj6seBtABkgiURu4v78jpBxYoTeqSzNX1oq0VnR396gNlhzX6wioqhTggsa0oJeqr21fFWpNHivmUHLKbdsRSSk5lwWUKAtt360vPiWzCCBoZzqpardFrQxmwoIrOAWgMheAqhUgyOfPP3/++S/dpvu73/32f/qnf/yf//M/np9P//x//bf/9r//1+nrqVM6HXaaoApvN33Xd8ooZq4MIYQ//du//fzyOols7h/AOfillw4ivDbu1j464luJXQSRrPP9drvb71/SeZnywvMmhJjllsW2m23TkdLKWuedRA9AAAgKoWAVKJVjTsyMirx1nYFjB5vjbrvfCtSvpy9xzo1r2/3Oap2CHeYpJAZSAhUQSCuomEqalkk5aVoPzkUedof+8d2eiBCNIi2iz6fLn//8F6O9ta13McToXGOM5TfJBFjtx2k4n8+v55eUF2P0Nx+eDsetdWoYRiJwRldOuVYhVaEqgAo1pCnOQc/6N7/7NU4lhEsuUwVbIQ7LRdl6vN8K5svt9HJ5jaEgmG7rn755YM4xLMYTaghp/vT5kvKoKH/48LA/bnfHxnvnnDPGk/ZauxjK3eVu/jxNt9syTcYpACkpArCzyq7QMoXbTcdlc351l9NZKew6X2t1zvq2+ebDk/cuLBNAj8giYq1RmqrwvExTjLfb1RiFCPMyff78MXGIeTIWCHm370mDSGEOIS2n82UYlruHtsO2Al+GWw6ZUO33R6N91zXG2PWtsO975iLCztu2a4hwfvnKzEpp5/xqqTTGKKUQcRjDIsFb3+z2BqBCvd2umKwn6LsmhDgNi8CCmRpVtu0M2oFACLEClJRv54uNuDtu3r179Ka5vA7DAEbBbqu0trVKBnrbRglorVlqCGGJKcYxhZkqNLppbdf6fpyWOSxFZApLyLECgIj3dtdtOudLDl+/jl3X+E7dxkuGysi+qcaBNepwcIedenpshIUTcYEiKUsQVbyzFVSt5sN3d8NlOX25/vzT8Ph+95vf3B8PDUouJZbC2lpljCAVEFBovU2QsmTN1SEYBCWVlDDxUiJaQoKSyJlOk8oxK6VAY6611iJyRcGmta7ifLsdt/cHf9dUy3OKUXeEYCXG5cuPn52A9eAbRY0qCkAZvNvSdvt0fGRbFpjG+SIQfae8oRHCFKqUUitrIEQFQEjK+TamvMzZgosQvfJ906+cz5I5pQQID3fbWvL1fNWAZDURpsikxDoAKIBVEVmnAHieby9fvpQSvFdcY0xTrYpzsAZQ2zmNiAyAhXNNWrNtvXfOe2e982MahblrO2utMbpt2+1Wk8LttrvdbrfrwIWY36wuIcScxNn2cNy//2aLpE+X18v1GnJSWhtrlHXDMCwhzEsEwcqw6bdK2cplXmLb9Juu2W0Ow20Yh9laJ2JiSj///DPwrGpqvPzm1/ffPr67DUNMWJISIQ5pSdNUdJ6WPM+GBTUxQA6BbAOomItz7d3h+HR3v1zGl9fXUNJlvOkcJ043jqc4zSkXhzvfCM99ZwnUVHIIiePsqPz59JwUfX+3+d6qjd0+Pb0zRp9eT7//f/87p9L65v3T+zCPl8tluN02hwM5e51GKHXTdv8fUW/SZEl2pNmp6h1teoOPkZGJzCwM1VVdbLKFItzw/+9Jke4uqWYDaKAAZEaEh7u/wYY7qSoXL0FubffkiYldvfp95/z2H383DMPp/fxf/su/Pj0c7++Ow9D9+O0P3989bGllZkUw6Cbfdda3VAyZ4AOBKbnUVvtxAGsu23raln4aHunp8N1jDBhlxa8OGgtLrbWV2moVZkAoXC5vl900ee9Lzp9fvjRuzOyiH3bTf/ynf347vb2d3k6Xs3eeDKacS7CiHmosJWctOSujmGj9bkjS6rIAwfPz436/ez7e/49/++/psjzf3f/z7/7JCv23/+u/XbZTq82AQBd5iDxENCi+2dZfl3W9XPIf/5/u/vDMcrmcD7unKUZs/P7py/mnz4bh5fT6p7eXL19O/kPcdRGwsnIDDn2k4Iah/+H7X7WUT6f3n/56Nc74GH30TbQJI9G4mybTmbWt6zXlTNYIQIzx7uGuM7zv/OPhSBWisf/hx19/9/hxyym1klv1Id7fPTw+3iPAy9evX05v1235tLyTpT52d9M+XS7LegUEziV2/e9+89tfffcjIv3733769Pb6+evLX79+bqiZ85YWq9KRcQpBKAh5AOOjj30c+rfLuaiCc9fTCdKqOSuoIvzlD2itUZGSNmwtGDN1fZ3PIGwBqbKUxg3AuH4awwjxIf7gZUfXTzs6KuSar0AX3w+7+2btXFYFSYAIBsCAWAVspibdVkmJZABBZsoFlhXX5JQOLKsIGfKIBLK2srXSamutKVq2hsgJhCq0SV0MFAsGW9KWRExLS54XVE6EZU55znkpdastsRS5jXq1bLmUwlegrfBpS2/rfFjn63w5nc/nPkZjzen0jgDXea6lqSgqEd7kAYRAKRVndRhGui0mty3GgGp4VY3Gx24/3V3lrKpbSgB8MznZ4GyrTUuuM2s+zzNiZpFcziXnnHKtZCgCR96wbuV6eZe2xTA6E1QxlwIEu7sheG9Cf13MmkKtAwA37k/v8vLl65cvp8tlSanUVqPfPJ/vxhFB5/MpxlC4AVm0oahZ5gWus7Pmu+9/l0v5+vp2XX+O3mVGqaLKcpO5WFuNyb5b09ZE0BhnPXHLqTAXEUK03dBb4pKrNrQYIvXNYNEmokLKVpQUyRtD0WltlRCDC2SEpZS6sVYgQQWBhiq/7L9AG8ttRG58axkpElnnyK2GrloN8iGa/S4cG4sVZ4wzgIjJWQ3dtRuvLpzAvLaSpCEa68iDXW0w/Q7dMAdNg0MhY4iCdTwZY8h7QkyiYro6TtiDE9TS2BjrQ0dkCZ1Bh3ITX5Mzjk3LZgPdpImBBgD7wT3uHwCqc+o9qjhAAYJbbtla7128ZaiOh0M/RO+ttaimVUmX87sRnrrufneXl/T28n48dqGLSA9rLpWBWdP2trsfnx+Ph6H1xji29Wq0VGkb4UIUmrqbVw0VFIRYpPJuPDbfa5gCEBIZQxZAQgMTU8Gxe9w//wg3wINRYzT2Omd0LlrrDDnvkFu0vjZ9rVzRQMm8rcnCwpm72I/D7runH203gYlqfVV5fF7vH37dRft43FvrVKUxE+IUfvcP3/2f9/eHvuuMNfmhpFS3pVxO693h+Ydf/bbvJm+9AbLuYRgPu+nZOQNYcpu/fPobtDR5HCj5ctm2UxASQq6C1lj0ZLsx7iHsk7pbyxYBOteRddZ5ZwD0ZnpgUEYUUDFMRNgZRCUUExyA/bsQD80NBqSqCsgiSGocKKgxXaDIlgnJoBFpZMWTxBBbqw1gmHpFbVLh76ts0kaAFq1FCwqKGkwUKw2b6QANCfuaxNHz3X3//G3+01+WpV0e9t/88Jv/9J/+t//j8Xjs3dT+pV1ezufjF9MqGmigxkAwJpB1Yh3aDFpaSTWxMpLJpRgbfIiMgclXtNd1s059RCfFi6ByuIEFFIpS3w8f7h+2a7JhcuM9xjEXWUv1vRU0DbHzFrugJYLVKiBFmhKjUWtddPtd/FXb/2o6qjNKghaW0ur7aV1mayj2UPRqTGcHDJPZ2ShiVaqzweAhr4aQz6wRfPAhEIW1hTh6exRptfLWatrmL19eTqfL8XBX2jav728nc//w+Pj4ZMgI4JZKqaXULfboVmFtPpinD4fjYS/S5vlsnQmB5mVmFQFSlNhNIUbclnV54yTzOuZ6Yti6AVnXl9e/qF5zWa/LhbmxkDQCVBYQBdvV7lD2CM+P4/PTYb/f5bS+fE2n0zn9/NMwdPvDrh/vwjg452qT65bfr+efTqcB3eNuQuMETVO3VkgszWjYh24X4xhsCNYFg0EbcgNOCByUjSjVZgugsay4OiOooK6JaULVhQ5qabxaq09Pe+vvjKN//9uf316/TlPfD9H5jhuXLK0a7w73u2EM1XtrceTi8paZ0VkjQMabEAxiIyOAyMJN5sqLaa01tM5ZZ0WbquaSVMV5jNF4P3mMtoZaCrMs69WUDVHVaDO6QPu6zZeWi1ERCL11Q+ce+nkpy7x1sY/dSOgap2BiPz7d3/0Kqly1BERlBPZ9dwAqYPG8nKot7JKLHmprKW/rYo0Z/R6RutjH2JNzTQSVyXo0jFVIoDPGOz+FySpaobvdbjcOztmjvxMQRUHSygVAuj4CCKgQUcWtwtokCyLa5OMNCRSCuf/811IX+pnexzvz9IM5HBNC43pjvDOSGAuqqGhAseEmlFCVbhfYIkh6A4sBKYA2Xy0VIrKeAVABjcBN8+OM95agaXMABFzr5/c3VPXBjrsdWiGDtvc51ytt90NzkVSllUoDWbQ8gaBF6XxDwpErL1XrrUdODCQssDazVloTplyd8QR22/jtOjtyP3w/oo/dznSGcq1NmrF0OV+u5VJTitAjGeMdojQxy8K1bpYMops3LrkkoYIWCTZ0xUa1ZhZTc27ccsVgrIXYuT67LeGmHsChKGxLqczq0Pshs1yWrTE2xrKlP/zhz48PT+MwoRpSDZb66Goq2thZBW0praVWMjrte0jQQIvkvCyVm1qBW2KJwHlXmuRS07p57513Veqc5403MS3UMpLd76ZSKOVrqeta9RiGXz19bFUv5+3LT6/aKmPeYBUvlWFjuDGybTcY58HcUFANsA2HbkmXzee2h7NdYq93j/dP3Te5tZfXN0KwSAHvtstyvizbvCYuAmhrPdEKxp7z6ad5vAb/tc0gQaS+tEvJOfBSz8IqKRa8s/4xknOFz90w3t/dP3z7dHp9//r6WtYkWTRDldYWlYgmuXLNJSUQbd22jZfxsD+9fN1SMtO0FcklmVY6C32ArVZjOG/zX//wewIsy9Jd2pK1IvYW5aaSNlTLmtamdRniFAK+LNdtmRtLiB0BkTJKm2L0h7udi7cmVVT9VN/ndJ1T9h6NwYYMZNjZGZjnbEU7sGf55Hdp3/X/y/4HONCwm+6mx5TKtL+7vq+q0sVxN0xxHIYudN6L7K+2/3o6V+Spn6b33NbP9XQuxSx940Zs6/Rhf+jHY344Xr+5f/tIk18h//XtRbYlatuTqg3GuPm8zCmvGdzheTd2/dD1Q/fy+VMtq7ekhjOlBuki500SIxzjGHvXR/sw7fYxemvPr6+vaw5kgYUQvDVp3YRbuD86aKzKnABbq+vrl622Skifoh9jCNaMz4NGDj72d/5S3lgFx0a5yXm75hffd9aiUzBI1fCXcoVqZyvRuujUE/oib6fTum2qEEoyytdzWltpqOjth28+BO9mbV1vXTf4/WEYjB06CwgswgrkvQu9AhAMoz+Sdrpg0CBYa57Jln7qdtmkbWNuyhsYo0BAoFaA2HDVkltKJaWcakpcjS6rzKsuK3LzAYEwAFSQKpyEFVSR1HoyZMEhWBbIrSzARRtuy7mkuYIsl9M2X1FkVVjP1+26pGVbr9u2bCUVkVpbLnUrJTdelVJtl5zPKc3Lcp6v52U+b9sOEN/eXkW5lnrDcd4oLDcLr3VuS1lUnXeIKCA8zz4Eg95IC84PcdpPd1w5pXXdkgvWEqmKjz0rIiKQNimlLo29KiHyTZ9bi9rYOeoNBFTK27at5w/PPvS9gmGBEOOHj3cx9AYj14C4A6xNqki/zPjyMr+/l21VYVObss8dzY/HIxK8vr22ZliUnEfrc9O385xzen56/PX3v0kpKcaXt7VJ0lxTVWFmVUGtJWVjlVxhFlVLQKzQBBoba5C51UIIIbi+j1uqpKQNxjA2JzmXXKt1YJ0LIYSg3tVWqyHXRUc3IbNWuFUrFVQZQPGXVYcyy40LctvDKsANo0OWgpW0lZo6bBTMaFTh1sJDQKhEzfmt61M/lt1eY2+tc85Z54HVDqN7eOy7Xl2w0o5ISASIsKyz8dSPHSAoKuAvcVsFqJWd9X03KhA3KJlr5hi74+HYd/2Stk9vX87vl9aaRQLUoQv7/VDLeZzc8/MI1NAIGHA+EHlA52x8fX3/6afL47fD49NxmjrQytSyln//YyrXbJ1/+vC0Xa/r8mpDir0NXa+LQuKWSpL50JvHXz1bKZbBVtdmJ5JZGkFD9ML2F6EhKikYQGfccXjgMLHtgawxxloEEQOeG82p3T1/c//hN60W0hZIHEl2PHgBddZ0IXQxemvi+XISsE2AUBtzLa1g1tosmN1ov3n4rpueGkQxni00U7/9bgs2jn6vICltKa3O2W+fyFjy3qiqSAOFXPJynb98ebm/e/jxhx+M9Vy5Fu77IYRx6O+9D1XSnN6YvdVy6Aymr/lrXZYXsmIRW2VFIDWOnKOgGCxYAAuKoBpsh2RQrd7wOreINSIhiggKGEFLBlSFmcwttySNGykiE4GFm4hcizFoCRmUwBr1lhRAUYVuagwjliwjE1kfegHlmm9CNlAFJQQiIBLEm0i0VPCsQcCqIggbkM7ZsesnG36K43f7x8vHH3/z/a//48dvf41cdITnD99+/NUPnQu8Lfl6krqhNgNACiiIigiKN7KWMwZMac2USl5ykyLQFHJafWUEiKCO0Chb/QVSWRSMDfthDCGGuOsfPq4Qlvl8vq7jdCdASkjWsTUVNTMTgDNYAdVba7v9XTykeigtHvvNuAtzyuv7+aKnltM63O12h06kqSmANOyDDaZWbbWNwzAME7chbSmltLbWSHygYer7frR2EGkiJcmyrOt1vs7LpR8Ca26tlVLjaB7NHo3NNc9rXdeFDACCsTc/vAAU1aYgzhnrCKhVXsmqc94QhAFij3SuvlMk6wPeQNfWaSnLy8s1be+MtUkx1kTbe9fdYh25ZuPN4cHtjof7+/1+38VoTens5vO7nE7nobRmQ9gJRfKG1i2dz5evb2+v87ULD8M0AhkGI2CZrBgCr6Y33RS7qQODIgBC3gZEMOQJgggWltN16+9qDNAkO0cWCKyiVXSKJCy5tg2gdZ0fxt53/uX1kzKrQKu3HbK2QsLO+mE/WhhQFWvDZS3rosbavoshdi5YNCxSQBFAt5SW7bylBZGtIwU11lixtZVS8u0CTNSgBmfsMGKtJaV0na9Yq3UmdBGcWbnBthQQ2zlu4Pou7Hoafd1yYY5hGLuDiiO8GtM7t3N2rHnTisEYEecwDv0BfROnV17UqzgxXoVZuUhuYep34wGtC13noheEljOXqkCI1plAxjjrnQlYrTVu140/fvvDEDqDwLUoCCI4Z6rkxhUs/D1UxFf5aYFrQESDxoqLWRmRQyB3fTXWRlU0XsNY3LghNMMIHLiJajNWUEnFcPVoVjAb3D5yqsKioIBoDQGCqpDh26EDjYoCCBoyBonAOWcQkUWaAea2bstff/4cAh3vpn3YAQgiocVcmsq66BqUhSVxImvE6pmXGyvTudE5rIYv5VIZb753sqoCTbCpqQySMwRjka7XdHqbjTF3T9sNXR27qITQwHoLjhrqpk1qMcaBQUUSgFJba2IMeecu15UQamlVwRnD1mWkKrAK51q5taZADF5oGKeqpeUVDNxkQlJLDH3ve+87MKayGB+M9W1dX7+ehm4XXd9KUeHgTAwuedsqg7ZS0rpyriUM0TrjxNaaUkmX60pECGgcGuti3/XDYNBw4W3bbjdlZKFIrlKE2GjtUO+nSShuJV63M7qgNu4enlCQ3Onr65uSIgl4JWeRlFvdcincwFpVgCbECtIUKxhRLzhRHPrCjUZz98Px8ekJEH/+6ed120quXNuKuQBuBMlBrcwwm52JXUdBLm1eBF/SCatH5otsqRWnBTaNfacDEroWBAzjYI939w/3jza6yzIv63I87PvQAeu2bV8+vfpMXs32fkmXRUr1wV+66Mf30+WkIOaRq19YqpF2f5iMh7f5ita0mk9fN6zKW7FLsz6yD2KIENEStrqlWdkEZ7rexs6Ghc5zacJjHHywxkBKKwgEY+O0367zVsQyQaulpcbsyaAlATDRg3Eby7Ykm9kYf03v3Un2d/TN/bHb7bAPqm5pxbhYmWpDZ8PHaX+/33feD12Holc3XOOOSYf7vSDO101O1zNjdWfIbefjcdr3x+noH+7q0/H0oM5c8jqYmLc3cjpNQ2JaWF9fT4WMWu+H/fHxfr+fuugul+s2X8lg4dzKsm4LW6adCy70u84HkpaD2wXvheW6Ltf3qwMyqp6o8369Xlxw63wOwQBh42wtWoNrSq211ur5PR8P42G/2+3GHjuDdE3nZf1UmdHbTTc2GWxTKsa6ODhmScxrKZJd8mbf2Y2aaQ3y9Xx5X+e5lboPngDmedugYReGbj+NlEi/nNaHcTcco308GA8YrAVhIsMNCo8AACAASURBVPDB9f04X7eUlpzmXK/ea67nWle0FYBi6GOcgs/LknJNLMkaD0ACANAAFICAKNf29evb6XTetsUYWeb1dDI//fTz3vPYm19AAkBEjojJ2M7aIsCIjLYJN2GVVGta1nq5fjqfa8OM5EvKRuGi7Xw9zcs1pfVyPV3my7rNqjmlqdbE0kRZtLVWaitN8rJd1nQFktJSa/V8eQMSY0zsPZICiXVGoQJJN8bK2RgKnem6zgaY19PhOI79UatX0GHoDvtDa1VVr9ercR7AAUDsDiFMBs00HJglR52mO0IidJtLtUjJp93k+2Gcpv00Hb6+fb2elhin3f5Ysjgb97vxt7/+j13Xp5Vfvpxj1+B0OZ1Sqya6zrmCkIiCcz5fC7MCCBLEGA+HQ8oZAG6Z79rK6XJptT4/Pd0/Pi7LsqR8d39X5a2wOtDMVYTBYKmpcaO0TtPOG9NKusyravPOxjgQwbpdY/DDMB4Ok5zO25rKnJ+eP1hnrwvwNVtnd/up6zrVXEoVVSLq+/4W5vxFTsDyd+ux/B2t+v/LihER/h7SFREEF93hcnpfUbcNVPztOVe2AM5a1QYAzrm7uyMihq4/Ho8s5Xz9SlYOx/75w76UtVb94cfQdV1r5Xx+/6//+iXE8Nv/8A+H4xS7aAymUlpjEUUy1npvY8n155+//PGPf17Tcjh+/Mf/8DyO09e3ZW31/L6IsLMeQACIm7y8vPb9hx9//B1gEaxKEGOHaEuDkvnLl/e3t9Pz8xMoxTCAtqpc8vbyaXn99DWAe5g+OnQGx/Nbnq+X2DcXd6208+maNi2JarY1AyB506s4qYYFQQKI49ZUmQwSgQrE2D+Po9l9xP6oYTI+eO+8s7XkWmtt3NDY0MVutASO1BNLycJQ2eUk3nW76RCi/dOf3cvrHwGlclbFoevIIBAISK55SxsRdV2HbgLrG0nBzGgdeo9RuDljp2EQZWPQWmKpRGhM56yrpfSx2+0OwQckrDW3KsK6bas0cc44Z7n+QlHqung4DNcvbzcVirPVojfWtZoNV1ARriAVlAD4FvoUAAHRVkCAhVnFOYtAAEgEFtEagwAgcDOz3KZl+aUaqgDyS/1WGhpyzvXOtco5rdF5RACVrgu1lpyrCDsH1juRJKhktNaScmmlWDKkigzR2kDOAJzO7+zQ7EPwkzAr1tgN3OR0Xv/05z+Rsf/5P//vv/7Nt4fDXc7VksgNYaVVtCpwiC7ztq3JAtRWWSWVhNb3fT8O/SXlUoQASkqpndB2aV1rLSmVxKksGxwOYwzRUFUmAOscA1QWZRWg2PXj/rBe09vp9Je/ftrtD88P98ZZZ+3K/H46N9Ng6M3YV2YiM0zTt0/7v611++undDpt1i3AuaR1nVNerMVhfH5+fqwtr+u6belwOJxPl2U5GxOcN9PUH/aH2urb69vvf//f3095GOLHbz/u+jE4Y6xniSGZUhbnCUlFq6gC3CSWigQi9Xy6ns+nWov+8kSWZUlp/bd/+7fHx8f9fn8LUa/rnFIapm4YphDcfr8zxjjnf/j+x2+++Xh3/zhfl/m6AmguqXGupeyP49Qf1rz0/Xjc3V2v13VdS837bv/4+DT0Q616vc5fv751XS8CzsVSOKX6+dPrupS7u0Pf9/M8b9u6rpshCNE571hZBQCxH/s+bbAlAXHR99NQapnXOdV0uNv74PthcNFtXFLKn14+HZ4fH91zy0yWDN1ays55t6V1XuZ1XWut69s8L5cff/MPDw/3Ka+Asm7bvCzee2ucd04ViND7EGP8/OXt6+unt/eX/W6Mj7uHu7vKaV5OrSVrjYK+vb1fTueaqyFrbUV0oAhgAIil1Zpba/OyavXQnLXe+54oXOcEgC7E/WHKeUtpI2Oc8YfdgQW8i87GtFWpYDFY9I4ikou2Q4G0ru8vr1JKTdkZR94M/dDF3kRQK2tdwTKiQ7AiRYH6cZp2h2l3sN5Z78kZQS2IW9NlXkXUudB3vUVXi7y9nr59/vjtx+//8Xf/7NDUXLgVFUEE551iY203oXlt9f38/vn1j6/bl2GMaDekhcqiTMiQ4XS96LauIppSul5JaUFkUGPg1kSpgA0VlY2yF7OpSUS/8NpuH6+bxYcQyZAxyKrCgr90FNAgIhIAKQCLNGEBSTmdzunT56Uf2Lj2WI8AUmviVloT0fr69jVGj0i1Nudca3Xb3rwPXeyHfoyx98GlPOe0VWFvnXGGkIxSq4YrrLWmfGkFTqe0Jfbev19fRBqrxhRrrU0lRF9lQddchMop59RYnUVrrPEWgEV0TcsNv1Arx+BjN7oIqV1bLale0Ki1IEWqrlkgjvsIJgswVwUmA87456enw+54k2c6Y3YwnN6/AvLx7i52sUo7nU6lVeOdC84Fj1tNKW2rjZVi6LY1pVbVYFlTWre6CZIYQmNwP00Pd4939/d40G239UMPokRmt9vVWq9wJgABYAAgvHt89N03W13IinH2Oq/eeSQKMTKCN3E3HZTJUi5ZLvO6LDMYaBsrKhDEaSKCZb0C6f4wxb7PXG30425CAuZKBqapv+j1D3/4o3d+nOJuN87LdrnOl8v84Zvnx+encRgVYL5ertu1XwMyrKmUKoAEhkKMADin9OXlFYzZ391/8/HjNIwvr1/fT+/G0T/9r/9clrScr5fr+V//mD73Pz8f7vN1bfMGlY+Ho2np5d//pyjHLgg0a8ha8t78+re/ZYL/+be//vzyOeU67Q7vn1/XZSXVu8d7M4zX66VzlpS3+XxZL4Xtrx6/tUMM0/ihC+eay7z4qe/60ZBbc1quKykcdnsgBMJUC6KJPrRuFWGuCs5ZF9G6lnKp0JLUTgWwipzXWQx2wlZ6Xuk8z+u8rGtpiaXx3XT47vHZW9PH2FoF4eP90U99dxiXlj+9fn05v//ty5e8brzm758+lLvWSnt+fLbeheDAO9v52HUYfgAPQvSnv31Zv76f1nT/8bswTmtp/TTdPT4cD7v31y95u2je5nUpy3J5ff+HH3/93TffHY8P67zN8/r2+rbvokUE0aIiCIqQUp5zltYANHD4959+upbUDZ2AuhDiMIgx4zQIt9eXl8u83GRLwbmSy//44/+szE1BCWyMDfTu8fF8vbYm07S7Xq+3U6vdcuzkIfY1l3nd8rJxrlWgMLwsl1LznHJ/Nz08Hr7/x98KyMvLl9//9CfBX+2PE0eaNddbuntZ0/vp8v5+rU1YZNnmVC4+mt3R5zZrq97351Mu+fTp8xtgILLWEaAoqCqKCCD6EFmAm0A0MQ4iUsoCNyOfYClSPSE5VqOCqIRoidC7wJVZFcGAIpLzLnonXefJ3b2XtWF/uLu/vJ9IdbcfBYScjdO4vzsYb5+/+cBtOx7v+m6sre53++fHD4/3Tw8Pj0/PT69vX1kYEZ8/PJWc523p+84Yir3zIYQQrLXh7K1KP4QtGWZOJRlvWJkMxs7vD2Pn92nbyCCg+uBC11VuIXbOOQDFVAApxG6cjiKcU4mxR4AQKhGt6wzIKc9ruuR2FWg+usPxcPdwiNFdri+v758v86uP5uHhKfjeOAidsd6I6nVekQxZ6zu/5fV0PiloiN00jWRQUciSFVMbadVlXVTYeo+GGOFyuQJi7Pq7+/sqaMKSCttUWZCsByLrfOhi10UEqDXMVyKCvu924yAi62IOd5N3vjYep9gP0Ri3P/SAiKYBFCSKAWJUESPiYuz6fhj6McbuJnpiVma5OdZvqt9fqpIK+ve25N/RLiCshMb7UfhSspQi3kdrDAuLFgBR0W0r25Zb41IrGXN/f/8v//LPuaTf//G/A+bdPk7T9PXrQiRDb3yALTWFdV5OAhFhRXSAIoCA5YYwJDJIzNqUWPSa81suc+VBcWGFyoWbQQwAWqtYohj7w2Gf0zyNxy7ujBUlRgOx641xLKhKiMG7/rtvv7m723fBq3IgEzv8l39y6zeLU/t8/zFYcz99w1wvl8v5ev32w2/H3T2YmFMe++7+2JfrZ9m+wvpqYLqFEZU7hOB8a7UCEDNWFj91u8eP/YdfY3dX0TcBInKGODZQBTRFSckgWQQxyA6asyHnxqmNfU8miDIgipRcVsZCVp0zigVM5zvrrPPWA0FthVt1VlurYpSMMLBIa1KYKzOrthC8sqSaAQVAEcEMA4IaBGtIRXJOqCisLIoNCI33TpUR1VnrnO26MO3G9O6sNc5Za5Ru2NNb0bfVtM7ejrHrAEhVQBhVnLFknQDdHPOGpLaSUubaCMH+YplTlZswnBCx1HS7klACMgSEtVZAzYkAUJiFpVlbWy0pxRBqzeu61FqasqAyiO+Cj2Fel+v1uswzIUFjrezJejIeDSrYcYzbvTTbxWpsVFlAqbZ0f3/0AQHr7//wp5RXQP3u40MVWbZ5TUvhRFCJFA0gkXOOnAUUssjYmpRpN+y58ZKuWYjAeUsI3Kow3x0PrXBLhaWVilq15VS25fL+vm0JBBCJicQYMKYBgCHrLYM0ZVbNLEW4AqgLYl1FAktMRgHIOxsDOjunFadhmgZfgEx1UQ/7cZz6XNZ1XdZ1YdbD4YigrbEI1rq9vX+xDogMWY69JSveU6lLZd8P8XCYcs6ssD90b+/+utDxbjLG1lpDYZHy9vZyOBxj50uJ6zorgnXm5lYNIajAtiUROZ9PCpLz8uXlU+z9vMwfP34opZZc3t/OzkZVU6uoEIKrraoYULcsbRiNt0Mpui2Zy0vOhQj3+/1hf9jt9s759HZNKedcxvEQfOd9l1LNqdSarQ3zXGrFy3netq3UShSdj+RNVXn9+vr59W2r1XfeBBdCUJLcUg9OkNGBt/7+/n6/2y9pK1rIYtMmyGgRGCrXlFLK2Xedqp4u5/f39+t89dHlJufL+fe//x+K2vd9qbcxA51z0UdnPYAxxhqyRDSNw8cPj7spGFJCna+XVOZ1uSqyIWrcrue5FUa03OB6Wa+XZK0jBCBFNMJUi+acQRRYIJcBBudcjB2LgBIItippKyUXa20Mfjfuum4Mtgd10Wm28v76Pp+SNZ2ylDW/fprX13eokue1pgLAX7+8/df/+1+7Q/CT6cYJrChySlwbWtcdpoO3QZVAsTEz1+t2Xa9bnkttnFKppaHg2O+60EvFoT/eHb9xZpTCtYjyLROBypYIEIVAFSTl+eXn9cvb+dwu1ijZDShDFYNqoLHW1qC19ovUtzE3RmIAIFK4ldVRRVV/qSqAqAoLEahBQwaJSJVFGERYWPGWrkYAFhFpBoXAAgjmqoqt8pq2baspg3WMpKXm0/nFOmpcnAffQFVyWRArGWqNAT0C5bI1zsylthRyFNHT6W2pmVG9JUOGwFg0TRu54nsxZFGIvOXmvPfjnalVGjcfmFisivNtF003dSJBBESgNUZUQrIGuXGpraXaVEWFPIRRwyQY0lpS2jam0nWui1bVrFsiamJTnAy4sVYeuiG6kRuhk6qFQVFUwSBIN0ayx2k/uuBqa6frmUFCF3zwLtQQq3VunPZdDMu65lxZ2AaHRZzg4zT248iinz59HR7H4+EAAFtOS1oV1RgkQlUhVG9MZ63zgQE/v71dykwBq2zWoXFoLY7DFIxHY8liSuXfT38htSDEDDd6e+OKFsdp/PDxw/03OzfQllLTCgbUSK2lbPnt3abSqcq8nrZ1y7k8PB+UlZvUst0/7p++uV+WtTGnOtsG4zSOJg77GEePAvvHoaw1OL+/P+RcUi4M2k9jHIbD3X3l9vX97Xy5dFPYPd9/9+N3P//5L+fTa9P0lluSmqBOLj59fPjh43f3hyMAfP7yZZ6vpSRRCV0XglPl9/N5KfmyrplFiNSabrdDxeU8z9uKoIralFVq0hb207Qbwt1+M3C5nj6/fPm6XjO3djnR5UxgHJmyZhJIW4LGJeXlcq2heR/uj91WWhJpiE2Qi6QqpYkDsiH2+30fB0CqCNQq59xAW8nB0NPdjlgf7g+m8fp62kA378iQASwpbVIXzm/b/HJ5n2uea8otA/Lny3su5T2cXs+nLnZANO73SrQus73z1gUTgun73aO576fHj99RiC9v790woDGCMh13y3x8+5zQIHkXp7Gfpm4cQ4wlM8C2Lduf/vLnz8F76x0a2/uW2zVvad2AxXvbKubLZRMOXUBLubXEXEQFSYmUSBHVOOc7AU2NL9uWSm0igjAYIwDXbTsvqbDMtV6vhRvHgJdts+t1Svu8bmVLrdbgLNnOOpuZt1wWlYyZ8wXeP5Gla77O1P789gk8dtPwfnn9vmUrQKXKtvG6NhGDZIGwSQGq/WSVmJsQxW2FtJXXr9tu3yHeCDwCQLdxDpF8DNZa63w/jIBgLa0bgaTYDTEMhgWBkJwqMSMyqhhAVDXM3ASUQNUYcsYE77S3Qzfc7zbfaLi7f+DKpLo7HBTRxVAa7493NoTHp+eal93urutGzKkL42F3v9/d7XbHaT/5GHx01rppN26bNc6wsjCrKrQCBE04t6KglWuTVmtZNhDg1poiVGmCLXRSuTLzlltpK0tGEpZqBI21ACqqAkqWgH+BqhGhcaooPkI/Wt8puqw0dxPey4S4O9xHltbgJLhc1/rnv2rlfHf3MPSj67gbadxHhlql+GjvHkayJdeTD93+sNvtRucNGXTOGmuMsz56IGIRG7xVh2TmbRv6oev7u4cHdGFcUyqtCQIaMk6RgBBJmZu1JsZjyXfGUNcFZ62K1NaOh/ta6tfXt33srQ3OeTIERN3gpl1ExBC8scSsXQw5F+esMda7YG+//Bfl+m3So9u8p6B/9xbg/zcE3tA9BGh9UMTKnHNxriNz2wDeHOktl7qsab4upVQkMwzTNx++XdP686dPgLkL3lIH4Axp10UiLYTWUowhxuC9uZnJmIVA0eJN2oFEhGit3++nD88Pu3F8fnqYpj7GGGfj3OjcsEnbchq6uN/f/fY3v/3w+HB3P90dv3EeyCoadN4jkig6Fw/7p2+evpvG0VmSW5DVeDDhbvgeKjgxHo0jsCSq/NNPP/35L395vPv+43e/vnv4ptSK2lDSBc3a2tYWgoFQDLBwELZqFPFmBjSN1aEbh8Ph8KjdcWtUK4soKgMAGWNdMIKCBpBK3lqrIk1RWmMQiH1UoFIymSpQY28fno/rgNoKp9I0o1UXjCG64QUJwRqsjUWbaAUstbVWFVFFmblZA41bzslaRARjTHNWhFstNRdEA9yIrIhyU7JqLBprhYUArCVrrfc+huCc895zDFYFAIQFjUqr6zpvX7+ESv1eEUhFb/+mMda6IEhNapNMiCnnZZ7TllTkFuwUFgB11t2wEymtzIIIAoCEZJBFfgkN1yrMiOKtq7XUnKy1Oaf5elm3JbcqqN3Y7477YRrfL6fz+Xy9zgYRmmhtRhFZLND98W7Q52ajMyfZQYh6Pl0BiIx9/ubJvOKnz3/76ecX0Xa82z0/P+Ra3y/vc7pk3iIBcxVUsoaMUVTWShaaCEu9Qf+QAFGtJecM6E2O0Ya+2zSt13nbUJq1ouv18umnv376299yTqG2WkXINcWt1jVnIXBdKNJyK1W4IdwmSIpBrKtAjCRIiGAMMWqRtpS8s8P+0G+bWius4fn5oetC45zLWlshNN4bHPvaOKdaSq1tm5ezMaa2stsPrbnbmTVXx9qRGWOHoqFU2/V2nOLT850xdl23tBVAyGVDPHSdb9x9+SqgQOSJcLfbEZG1XkVTSpfLuXGtdXt7++o7LyK73Y6ZL5drKcXZPsbX02k9vS8qjpsYis6GNa3bKlunpN22Lpd6NsZ4H7ouAuC2pW0tl8t1WbZ6u30FY03writZW21ccV1KSVKKMpOKsdYZ59VgbvXL29vfPv08Hve+82St916NLHn2HotmtUzRxTGEMbxcvhat6FzDVrVkTmvZiiinVLjmmtdteT+9X+ZrLtk4qq0uy3K+nsfdOIz97ZVRgNv2zbsgN240KBHF4I6H6e44pLSkvF2v51LWXDYEvdlT05qJjLOBGbdtK6V1sQ/B+2CdvS1zaqtAJABca7HVkKXQR26CCK3pjSe6rJuzxoCJd90QekshbWwQHWFeFubVms7ZrqR1m+eZkbNwannLRHKtZV2u0+N4//H4NN4TQeG0LBuyRB9jHFtp1+tivRHS3MrL+1tZqlQwxqZUtjVzkbzBYWeO093x8LzfPdVCNbWaEMQZQiRqSnRr5Vpq3MqW3r+ky2XLNkPrFVmlIQA5sIQG0NAvFV1LZI01xgApgjGWVBH/X6beq0mS7cjWc/ctQ6WqqlZH4wAzwMwVNCNfyQf+fyNpcy95zTADDI7qri6RKtSW7nzIxpDvmRZmYZk7YrmvtT65reWEGUHR7Rs3FjDLjUN008hSKsstufB3HnAtlZkJmZBBiIsIQ62Sas6ckXC7R61JaV7Wk60aCZuWEFWtTFQAEYBEcim3KGAqJTOnXJYQNYuscS5SRKEAVqGb61UZ9AS20dZYjXo4aEQy2npnY5JcxBgsTCyAJIAKUf8dkgw5l1sTnjDnXCEWpoo3/LWmrkPbVXAh51xUcBtsezV0VhvtRqzMqi0etGlUKdy3vVHtuuQkgYOgqEJakyICNGDRKKuUVUU41aSs8srYxts1+1yVtv2wsVaN10WBVYqxCGX0oA/DZn//kKtcXiaN6nYsXMbLMi9aUFtLBOP1WlM2iAZJG8OiLvNyCSOrkuuqjCKFgPmw3W/7jVMORMWcX1/PSrRRztkGEJAwp7Lb7N69e/fjjz8Ob3zG8Nunj5pUBY4lFI4MPE6nXAOQrHG6TBdhOdwd4hrneckctNtsd/3d293zy8s4zeNabIe2MXdvt62zUvj+/S5MQaFuNv3y8hpKAq03h/2w21nvT8fzOI5cym4Ydoet7w05QFN1S2uqoS7zKf3w7kP7ZvPhx2+2/cZo8/bb94+Pjy9Pn8+nk/EOCa/X62kaz2Geckq1otZLLtpa3XW8xGVdpSTrLAsCcNVoNr3dD8XpEep5vv7bp99izgJ4vZYckga16zeaUVXIIWKVGtO6TAU0KetsE3NgzhmBY8ksIaZaxSqlrde+Ie9qLkuOkYuuyXpnlBoa79/eGVKHYWsL1iWIcFkCKgRNU40BK1/1yzqe4zznGICrRiI9lhiv+QrT8XLufDv0fUgJlZrXBXWrdesQlXd3m927r75tt/sl5dfLlYFTyTGT79p2O7y8fAYhdLZVCo2OJV/n+TbeTrmMryfmYlC/uXtw2oZ5uYyXEpOzjoFiSTWtx3VGIlFgrUWlWXicF+aypkzG+ba1TT/P05TKlHIuXGrNwKrUAnJZlqWUXCWG9RoqglCjWPKYwymMKYZSMgIXZk1EnrLobEzVJihe4zi9fHSN41xyoz5erpHFeh+u1/+ak64VjGl9s/N+F+LqPB20NdYwsIC0bZcT50iKBqUtwIjQAucYKmkyioz2AAbQWG832+EQ97u7g73qprV3sDs902Hb7A93GJQ3hVADUK0gmQkARIKkEGJkEWWMcwCqFiTyjlr0Q9erqrq23XZdQKm+6QsDg0rT5JuOQXnfA4vWnpQr5VbaqwAcM60xnC7n5+PRWrvZ7+Z5/vT4eOMhFmZA0Foba4/Ho1JqCSGGlUVCTtd5QkQkej6+lhpyfUkx18IsMF7nEFItAEht0+32B6Bcax7n9TLqmtPx8jhslXOaYQxlUi58+GbYbPoPX3X9IX5ndjG0zOCaPC9XO0zf/DgsS4phiXJKQp0pBsruLf3OvzVkjRbn+O7+oeTtm0dfC3g0vW+s86SU9WysM9YZa2KMx9NpXCarlfEejTGN142vhJvD3S3N1PaDMrZUqSKn0/G3jz8/v1y6bvunP/2+a1ulqNQSY7JaD8Ngjf38+XlZ56ZpjXVINI5j69v37z84Z7TRStE0jSWjiJum6Xq9Lku4IRP+A8eH+CUwh6S+GDe/BCcFkW/VnTe9B8SkmQyXHOZw1o4sehAgTaS/8PzmaXl8fBZG5xqjm5woB5RitLEEVrL15sEY6tuulCTePxz8P/0RvLdvH7523gBg5mK0UlorZQBQa2udM9p/9xX85z9VYWmbfrvde++77vr8+sv5tJ5fx3kKnWs+vP/mf/tf//eht0YDQFEajCWyGG7QwFyd88ZaRUqq1FpLKUpRBSrVtLZ1ZI1oLMwlcg6lJGGfs1HQSjEGOzICNRWGGHgZc5gLsCHwKJmLCoGDBGNussUiAzPmyDnUKjlUpbQFLmENyzwqbdoWC9w6WdRyCXEdJYUcpqbxm8Odt75UjhxCCN6bH//w3e/+cPf8+de//ftfPv30cc1z5EGzEiDFxXvX9631TZ3XUmotAVTKsaZ56fvOaKWQwjqnuKYUjNVN431jaokxpWWZl2W1xpquZym1SCmiCEQQBL23kGmNYv5OmTPGeO+h8bCspRQANBZSjpfX5/PjGfxnP9wpIKuMNbrkfCOwVKBQ1lBmY0ypNYYwjVMMoZQSY6y1AsCmH7z3xph5nnNOpdQ1hFIzAN4uaqwJa0h5ZU63EjlrNVSepvF4ep2XOZWsrfn9n/7BeGEI18vrsi4sxSirnUJNnMsSppryV1/f90OrjF+WtWnatuueXz/lVLt+8+b9+5fT8y+/fmz7jTL+fBlr5XmdH18fL8uZJDTWhXUFyaQoM4cYlqg2uCGtgOR8PR2Px+tSbL8joxk4hjWnIFxSWC+X8+enz41zfds6pU4vz//H//V//vf/9t/+8R//YYszXhfQPjKE8/nlPIYcQdMSljkskTP4RvvGtB15UxUF4FwZADRpJriE5fn8WpTeWeh6xxJJeaXV/f2BFISweu+1VgBUSkairvNENGx6rc08T9M8CvP9wy7EMI7nGHPM87xofg7v37//8PXD8+tv2sjDw/bDh7ek1OVyeXk5G+26bksKidAYDQBI6L333vX94Jw7nU5ESmm4XsfL9RjjqjX5xiNQzhzWcL0sAPLxphfVzAAAIABJREFU49Pnx3NKN1IhlEp93zaNq/V4Pq7TNX399Ve1rCHEruuUMsLw00+/hpCkIpHKRRDU+XQpRQCoa3dc9SILM43XFREPh0PbYi01pwJkEvAc1jEsoeadd8470rrtO65ljlOp6xwuBZKQmdNYxjSGURRZozLEKUyv59eX07FVxqMCBUuYw9N6PJ8zF9LqfL0sYY4pKU2l5JxT2zWkyMQgVW46L+dYciXSjW9LDiFMD/d3StXK67oGEDZK55xDjDEmEFLktXK1YljXdYkEXisEYwAMAhNWIjIWFQkDF15TQec9groNe4zxbYsh5Bxr1AUKcObIYbrMUpGAW0+1okLRKpc1cghKKFzTOiap0rbGaM1cETQwzVPUDWWu1/NqiJDtMqfL+Xy+nElDhRpyejktjW4636JF7/u+2WsyJbEi//bNV+/efTMMh/PzWQoTa/y7PbXkioRaa6N9rakGE2eEAt6BVwqVYiQy7L1x2lto+4a9t4Tove2H1g8skEGUJsfCLAgolYUrCROgEZRSaimVGXLNwszMuZScuRTgCtqANgAAUkAEtGaiAoIl19t5CBqNx43Bw71FRBEuJTIUo/Swcb4ptVYiJKUEpEotpYigcZBTzTULYhUiIt+C14QanXN4846SVqQIFYiyxmoyAkKkFClmTkmXAkopFiy1lHoDN9288FAFdIaSOKdcSjGWybNpAQmMIu89ihBmdOgbarZ2K9po461tWjfcWeZqjAoRakZNxjkPTGvheb5KIa8bhdpq0zTNkpawLL61w37T2qYZmgrIlbz3bk0VcOi3xhpgbv3grREop9dXzWRJ71x3aAdRNL9/GNflt19+2e53l8ul5LLbbJu2hVx++dtPfdNoBMkZNII2qESoFK5LqnktgNA00DRZh7hKsWBFyDjPSTKzpHSrfQ8hvHnz5ve///3d/R34JJh3h22uaQ7L8fRKTlvrBSVx4CqM1XrNtYYwp5IZMhp5OX1Kdf3+xx/v9Y6O8unz53Jcd7vtu+8fwrikpb75+s10nnIoTEDeOhYgvdnvm34Yl+nx+DxeL9u+FxoSp8eXj5EXvzWm3/AYT6fw9HJ68/YhUPl0fj6O5zd3d3/64z8xQcwx1RxzuR7PP/3074HLymUqWXmvjJvTpdEOi4gxtcaUUsyra6z11g4NOzVxnqdL23cj8KmkNcYqrEnXVBplW4Subw1jHmeo9Rbk4Sx5qSksp2Weaq7GFKLCXHIhYG0NGR1yvgoYrusy15K10T/88MNuu220pg1aZVrruhV8Ra1Uyuk6j4+fHyNx0hA0jBwnzAlFDKFyBAAJSirjGnItuRYGeXp5QcJhGFZaajDGd7vDw5uHt199+HBdwunl5W9//cvDuwfAg7FCmoy3YCgVVgRN117DuoRHqLjptszAhBlgCct4uV6XSYFax6mE0nj/ZmgjwW0kt8Z1DWFN4e5w2O33Xddenq45Jyn84e3b7W6vnR9fz8frcl2ydV6MCXExmQvwUhm88UZr5xJdc07VoLaaLYxlFiximABeXp9QZLffFgvVO2pVyXGGfJ3Onp3VWg3N9Zivj+d5/pfBmjUljYSkXDfsP3z9w+VynJcx5TBsD9aaUoGUtU41zXbYPDBLWKVtAch4v2FgYQkrc1UiVGrM9daHNK1xyWkFqMs6rR4yF8kxArMwECJRFSYEZq61sADcUGl8axP90nVfS7xeTxGDH7bX+Qy1IOVpHudlWULYpN11vv72+EtYxsrrt9PbabrO07jO8zxe13UukBgLKNYWtAVdwDYkIoSKlGJm69yw2bS9Mcbc3d3dOme1VrVWbXTbtusarC39NjELCAKQbVTOltCJoCJjbVWGiBrvfT+4nKBCe/++6VobE8WoS2kRWBu129l2l8Fiflkff3tseqMN3L2zu2KXOV8vcbez/QbdUOq6xOvx+fi0HQ7v92++/fbN/tArhd/8sK+F6iJlzJfLqDQ93N8Pm511HhDPl+t1WaYlpBhc07X9tt9ulVJNPyBSZShVnG8rwxpCSGUcL3/5tz8T4cP9bjP0/dA7Z5FwGkdhMdYYa7uhf3j7sN3sTufzn//8r+fz6bvvvv8v/+U/aUW55HWdEIrRjlRTK+dcRACRAJAZARDwC9jnPyiJQITM/3/q/X/wMHJeS7lUCZl5Xs9t7w0SKaUMAHApWSm6vz8Y88/fffdjraDInF6uIYahu3v34W3bmspJ675rm3dv35WSc0kpp4e7P2ijDnf7pvWAkGvWSgGi4C32aIxxN34aggIBEUKkvh22/WvXjilJzmKNR9LG2LbtGu9ASkyrCICQYqyZiG1rlVKaRGEFLoJMBk1JRYCU0iUyQBFAiwSsuGJOzFlqksdPTyFArbppu66xhtT1dFmmxWvDSgMA14qIxhogBBBAVRiRNKFF1FKxJkmpWifCxBnH02KMdbr3bctC8yVcTxOUZAmPn0/9pt9u76XIPE2fnz5t9tY4vH+zU9ppG9Z0Or4+YxXUQgaFJZeUSoxhrWy5FMkhpanwkhKXqFCSiJSSUGGtueScgoB0ziIApHWN64wgIBDCGNbAVYhMLc1YagiRiAQhc355enz+GH7GVMZHm84tJyPCUnMRzpGpEMm6jMsU8XxFgc43XeNjWGPKJTOQWsoy50kphQhceV1XZr5hNkupItJ4VKVUphDnXCowIBathBCsAYWl5jKPpzXMtQZjzW679XZLSrSqVgt7smJ81zzcDW2jYlnm5ZJS0tp4T8Jca1IanCfWCqgAsNV2f9hvtoM2ZK06nY8vl6PvW982X33zjbH6cOjv7oePT4+ffv3Lz7/9fBpfnRQlnjkYQjI6rQlTMQmqVCEUrDe7LKGQMAqjMGBd5vHTp99eXl5y5phSDHOOq7f2+fjcbYc//ad/EuE1Vq/dYf8mAD5fl18/PX0+TZnRdR1oVM6QN6ZrTT+EHEChd41W6hTi809/S4+ff378GCQxQCo5xjWXGFOQyE9P2LSOCEsptQqCLMtKpEBIKWLmGEMIawihlFwliTBzcd44pwDK+fKitKxhM45nZbBp23kd+2HYH/ZKmetlvl4vzrlaeV3CjW6vyFjTCFOtAKKUMkpxznka47qm7dYpMkb7muV6XY+vZ2PcGq4xJGubdQnrujrv01qVWZZ1riUrray5ljqlvJasuvZut9uN1zSNT9fL2HcbrS2Aen4+cQUk5V1DpIiMMOZUmDnGhIAppXUNjhlzTimRVYe397v7vW8bVJhymqYxzPPQt0xVNZSpzHkpqjZbL0hktG3NnKZPL59CDGIbIVOlxjUKoLKaoJaUl3UWgq7vlFakoXKd1/nGE/Le1lJPp9P5fNbKDv0QwlpK5BKW5VJKRmFNBGi4qhwzMikwSORM611TCnhbuZDVniutc16WJFxF0OrGWjFWuq4RIRGFQI1rtLLLHJCIdbPqiJp713nTe+1rZknXdYmc5WG/1dqWLE+Pz0Zqu9m0rh31coGxxCognJhF+qY/HO7BSkzrEkNKFRSukj4un6+XcZxmJMgsmblwBRWkVO+UtQ60B2VTygSsDVaOIU4CmRQqImAmhZqQCFgqQy1FLpfT0/PHaTzaVtpt3zYejQAmZcVYbZW1aJ2tmhQwIpDWWmvNwrVK4XILGqDKAlIFa5HCqfDt5w21SqkgX/wtaKx1TiERIgMKIoIIAhqjEIiZs/ry6CRS6la/LKKUQqLK7lYZoDU6b0QMM5NSiOgbVavcwBUpF2GwztyS84DAWFCJ0U5ur1WACAiAtVTAWCHftFyukHOqtTKwQgUIVUqpmYAQEAAKy81uSY6NZi0CSCgK5BbAR6NJkyIiBNCalCIR4VqqLJGjkAjyUljQorWkdeI1J4klotHaqMo5xrWK290N3cYrDb53qLHWensms0jmvKTldB2P5+t35sPDm4O3jdGKpDbKps2euTptOCbQ6n5/WD59PF3OMcd+s9lst1BZhIlwGHqvtGLetF0Wy6SdMaEsOcTEIATGUTM0oHUBcEoPw74zXdnzptsRqOPL6fPz5zVH5x0Dz8tcn8uCl0ArEaHGxGXNSSsRQ85ZYw1zTXnVVq9r+fzpmZRYQ9a7EMppPMZ/S8ZapfXb9w/jel7yJeMw5ymG4HUDBjnLy/UVgNr9Zn94sK6Zl/Xn336d15mMUlZnyUuapAbRtdl4QqC2803eOK8tPL9+Pj89b9r+dH4IJa/LOqZ1TiGu6/F6ejofVeMTwnGadcnKJgTV6OTIGuOMqjmleZlte3Ct952/TNflcmQF9VZs1vdN14aQxvOoRLDW4/VsBHeubdtWVEmVCQgrskCSkrPEKiHnyICKusbvNt3GeUXqdL1ccnGIjTWNs41zhsggKGsb65xxWqn3+83OdMbo0+mkT6ZI3by9N9tuVfLnjz/95fOvp9OLslppTYjDbudAxfNUQ1q5YFwVonfOd61YEm1a390Pu167+Xj+9bePn5+fW6V3bdtas87z5fI6jpduO2irakq5yDJf4xzjkoZmY5WtuTJW5XS3HZggpTiXVLlwoTEnY2yufE2JjHFGa2jXWut0YYXWGm8t11pJhcKUGV1DzVBwXJYYSok1FRvJKNZOO6OdIatVClCV79taUlaousZqxbWmddWDSzGdw2R83x52bw/7l8vpsswhxyWEcVqxYKxFgywxN8YCokbCwrVUJq0EsQqUKoUJC65rTllAJJcqgpUlhLCGpI0mcjcnYy2VWYlAlZRrCGmmiEVShZzTGvISs4o51LQ6kCoeFZD+4uYTkcpVaXPzwjNX5gKQAGoVletynV5XscO6neNJalZrCHkNZVlyCHUbecw8VVirLCFdcp4BonOkVQUMhWfXwba4rmt8j6DVu692t5PUOcfCxtimaTY7471/8+ahVhYQJCg5W2e32+3L84vIdbMN9aYSibTXzNaZXhiXJZ0vx1zydrv95rs7IkwJfbu/f9u0rQXQOatak0iJcfVNUb7oKomX5/PjvR0O/bDZ9sucgSCVut13223jWlVAUp2fnj8i0Vfm4c37O20KkTRdr6ktC8xPS4hRKdV2bdO2ythSmYwB0kVgWsMSM5BGZYx3tmkJqVROuSIpSeXmCMw5TeN0OOwa57111tibY9M3teTCgjEX0vpw/7AdttO8XK7XaZqZuetaRbAuPNeiCABJKeN9g6S6fnC+AaTbEu//k3qIN7l804B0cyXi7cF3+xznnJZ1YqksdY1zLlHAK0WEt9qXZIw+HA53dw/CeL3Oz0/Hp8/PMSbv3W44tL0PYSbQ+93dhze/q7XkkmKKm25Umvqhb7sGEEpJSMgshesXHCNpkZvNR4NQKTXn4mhjVdW6yZFrEWO8Uvo2DRVGqcgFcy2FRBtVhUih1hYZpXKpLEwERKglgwCAcKlFRABucMkKAlxLTimG9Tova8gx1W+//c7rndJlup5LXLa9TosUybUmwKKUBeNqqQJQK4KQCElFYQJGqVCT5JSXMZTIGhGrctrHzHktea0KQDuNTBq0Uw6qpBDDug47pZUIimDSDjb79u7djqO4xiqtOEOt5Xw+Az8STTHnVJdQxjVeakEEp5VKOacU+qFDhJyTCNfSayxK0bos1+uVkACBWUKICGiUBaR5Xi7nS2VWxipjx8tpHU9lOTaw3HuxHRqQG8eRuRCBdarUuCxrlRkBavSSm7DMMZVSGJVe6zrn8fbSBAC3IJY2hgiRai0110ViYuawBgDU2jinjDJaa0SspYYQwnJNaUGsQrVmW5IhEKNkv+1iNhXEtX7oGyFeluvlcmTmru8FbAjreL40xmpS1qnrdBK1JfN2t930276UvDtsxvm6nC5rWJUxd28elKL7N7vdvvnLX/7l15/+/HR8WtPMWHRMDgm0EZZYEmTIVVeoICgovvFd3xaMuWbBBKQRdclhGs8pMwCKYI4pd13ftqmmZmi1VT//9JMOwRijm14xi4ox58xVyDBJJanIlaAoKopyAkKy1mnfXK/jv/3yyynD4zSiJe0tEKSUbv/fWvl8PqfUOGenaSEi57wI5FRzvlX/gginlGstOeeYFq2V99Z7Z61BkpTWl5eny+Uc4to0vus2KYd1VY0fhqEPoczzNcaYEl+uI1dJuVzKhGjWNRuja2UB1qbknGsFEaWUIdQl8/k0vr6cX18u1jYhppxy29I0LdM4d50sUwICrQiQaoHjy1zqXDjkpO4PoKk1ugM2OSMzIRgAiiHUykSsydYqwpKl3BCvy7yISMo553SquYZVG2sbP3Ttdr9t+hYVHk/HCiVLNo0GB2mtKSUFyirTDh0DCJJp9JqWeK3OeyGpwkVqqhlJ7fcHmsd5nWNJ2mhtfds2LCXmdZljrQUB7XabUrpcz09PT0O/9c7P88g1EXFYp1pLLZlLviHUuYICTdoIaKsbjU5QnG7YkFG+lhpSLLUQkXXaNa134FtofSuia4GcuG833rVeB6W0VJZMCmHTd3e7N533XBgLjTRyhbf3b73vYkgSCmJtW9/Y9ghnlaA4XkKIJSDD0Pb3h/tV5nBZwhJqqYKmFpmneR6XsCYWSQUqgG3htojCxmgFSoFAUhp843xbl/D8/JKxoiGjQXEpikijuqWBBSGzejl9fH79OZaXzsNu23lvSVdUlkwlIoWkiZRiRbcEsciX44hrLaUAc2FJyhYRqAz5dsBIJcRbsa/ArfYb1a1G2hilSZhF6m1xRwhGGxEopQoLAGqllDJOkwJJKSmFymgAHRPmnIngy0lV6y2JAGBuF1Gkb71oxpovYo+FUSGyIl1qrbVyFRZhYeFav0xcsTLXUlPKX9C0TEgoyAWLIlQ3hieKIKjbIO0L/1gRkUJ1ayJFYWO0IiilkgKlRUSg5FLKWlkrhYQMFRGBkBFz4Vhqltq4wSqKa04SUASN+M4qDabRsYQUSgFGhQjIWCvUkMP1sg77rt90m64TLrWwId1vdgCyrnNZI1q96fu2cZcJlmXZHQ5N21xP57lWA9R670hBqdW4XKgiKm1qRUZSzlpHbWd3uwEqi6AQ9ZvNvt+HMb05vNVkSuWX8ysD37bur+cXu5pVL+xqP3RcZU0plGwrKjGgFBAiIGmdS1lCfDlencOut6hVBU45XZ/ntuu22+3hcFiZGHOWwKqwrqGGbhiUNcfrFUE7o/rdZpyXl/Pr49OTdabvGu1UljStKQBbpZzR1rlBWY9+Z3SHepnH06eXXb8dr9eX08l5x5Wn+RrX9RLmpSZdVUIMpehKqtBtkMIayWhjtUcdIwqXUjODm9b1NF4KSQLR3m0PBwJRQJUWgwiCSwgjTraCc93Q96CdyjJWYOaYE4AW4VjyksBYdbdt7vf3G+vqPJ+XY16Xwfntpt9uN04rLjnOi9UambmWxAVbZVuvlFLOtl331qj333/b3u2C4ktcfnt9ikuApGzjuq5tN5veNcH5eJ0gFkBS2rimsa0PNUFiy9SCbgR5Tfk6mVy/e/Nm1/fCfD4dj6fnVGPbeSFeoa5xXeKyriHOaVmzN751nnQhha5tailcQBQWgpXLJay2siCKc6CVsbr39vPT53VdlLMHvzPacsrjGnKFWKSSVe2AvpvOpzUWMDpUVFqJbVirqrSQQueRC2szLrEQvLFONy2XPMdoh43YdZ5mZXSz2b795htoGzm91sv5Oi5hClTQInmnNZHRjlBpQLhMp18+/vvPP/80z1MIIefyt7/90jTt6byczmPO+a8//eXwsDfGhjwuiyZlY6rWWqWN0gYAWCrqwhALhAq6HVzJcjmNyhFqiXmpeUmEhbMm0AarBgIQAkJ0jWdEiDnXWnkVvJUnVQGf6jGBqfAAZkJVwHDXkFi+hLPQbtjTP/7Te2DunFUm+KYcHrzr3213h82OUn15eOcOD4emaZyHTny7+V0phRCsNdbaXMr5fDYOu968+9Cut+h3KZWLc6odap9FWHxb1pRBkLRrOlFKt84BqPmXy7/+9b9N4/z73//+f/5f/jmlwOz3d857MkZIkYgNIU3jfJ2fYnHD8FUIOcTKjP2wOzzcDUNzPP1yPI3jWL/+th12e+eoViL1Mi25nUOIDGg+PX4cp2st/HD4ulWDQtjv96WWaZou41IqZJbCnCtv9wdBAmVezhdG3Gw3fdvekvYikGIspSCBd+bh7u4Pf/jDMAyHwwOAYsZ1TSFGYwySrbWO1wUAh80BhKxrP3z4Bj7Ihw9f1cpWW+9913WlFBbLYDpr77zv+3633yMRi/wH7N7eEl1cbwqPvvg94e9YBAFgBAGGWoDQIuScuOYKLIpIboiukr13pFAY1jWGdT6dXj99/DWEOAz93d2mli0ie2NaPzT2ULmArLFeoWRS2tCgwDELVC1VuLJUBoAskBlI/Z2kBkDoNDbAnovmAsIAQESolP57fTYBGUsyLRMjK9BaewKRAkggDFzAGkNghJUjGzmmvDS2s2SIscRoFTXelkIsOabZeztN45+fj+/fPgA383gJYdSQvG8Ch5wX4lA5lKoyaIVfak6ZJecSQtowKNSOMCc+v55fnz8/HO42w2DQIBOJGFStb7EkBfzdV9/sDvvD7jCvwWl3fzhst25O09PLx3H5lMoEVH7/xx9qhLJIXqUAiMDPv/z8EU+16OPxWCFrX6/TKxE1fkuAMcWc47v375TCsK7a0Dr3ab20bbPMy/PLc1hDiJFrbfveGCsMx+P5er0uy1JKRXLadY3VNS11PWsv4DSAui2DlSLtDDWOrBfIwhnQKaUEQgiJa/JGq8ZVAAvWSXsDzpVSbvdJGQGQzLlwHOdSSokhCIu1vus6a3rfeG/duqzzfD1fLvP1TEq6zm+Gnmt+/PgrVD7cHd68eVhjDCmyghzjOsWXp89Pj5+QKJcstTw/Pf3286+HYfvm/v6w2/31r3/xbfg29X/80++tUUrDN99+2Ow2p+uUEk6nc6q5Mc41Xnn7L//Pf399+qvRUXnFOa15cU0vADmWkAMZfetKZaiCcP9wT7al4+Xn3564sCN9U7V970Msx+P5dDwBCMvBerp7e/jpb3/7H//j/356errzi99xeD3qru32uw/ff9ilzEQgEnK4zNfGqGVdztPYKmVJZaXJmCnXT6fzTy8rN6q7G7r9vmlaAGx823U913q5nkPI65peX05937dvt5thfz5fXl9f1mX1vum6DgCIlDEmpkJExlhnb+bP6ht/uV7nee37YbfbD8N2Xdfj8RTD89dffTsMG0Qzjsv5PM7Too3NWa6X6fPjiwg653bbnW8VqRhDbrztOjcMAzM8Px1z/jyN8zjNla/DsN1sDiUzgtHKr0thTsaod+/eE0EpOQWelxJyzim8Ps+axus5cjXODACuZCSi/e4+hBhCyLnGkEIILNUaa52el/G2TPbehXmN8/z23Ts/dJvt1neN71plVZaccvC9/f5330/X8+OnTyGMrW26XWuMqUAVkFFSDbrC/e5hMC3GysBA0HTNN9998/z6cp1GAQgpUlT7w6ZUDHldluV6vdRaFWEtHEJYlqX1HTOfz+e+021jYww5hRDCNC2ESinDBbRySltCI6xykJwrFNJgSXTJNQcutVpD2hlvmt67tjWta73rlbYh5Nb3jevKno3SInK3vdeKhrbd73dD2xql0/dpui418/3h3rsuh/Lh7vsQTyVOYU7lGoNfTecv43iZJVPumma/HXTm8xVKilKLcdRYD4bFVWJOOSFDFbAA1kDb07t3vvEOgJYl9k3/cDcc7uV8/cvnx9DYprXeKp1CEmYC0EZbb601iPh8+uU0fVQ+twO0basIlSIyBnQUFq6FgUEYgIGgcokxUAyVY0qllMJcgLJVX5pkmas2yhlPpESAWWoBYQQkZayimzxjIoWgRWqtAnDTXjXllGrSpAEQiUkJIRPfNvmVSDkHSmv8gnwhERJhkRvswZBSAGLYiIhgBSksnHImBCRkKKXWkkuttQqwSGX+4rAhLIVLkVxFKVAAIlUBoAICICWkAAAcIhAppfDvzdp02xUiMEvJOacMXIpgzgkz3O6kUgoN1Ji09s4apV2KkFKOtTAAaCAL2gMR8xqAClNe0yRYyWDhPJ3mZQmZq/HGggZWw66LOaecPn7+uKTpDz/8EMZpHa9Q4ndff70Z+pyCIFhqvFYPhwMoPI0Tl3K9XM7nM8fskA79pu16UniNOYNKVHOooWTUtN8dhk3TD03XNdNlTPOauZLRQHS8nNY1aTLzOk9hmsIUUng5v4qR/WHfHYburm275unleQkh1WoAAIgFljWAiPPty+vp5XjKRZSWZQ3TmhrvrHem0UC0hFhej7qjtmtBye5+l/t8ejq/++adVX4J+enx9Xg+dsPw2+Pnx8eXJaR2aH3ryVCueV3XNE+GqGv9/eFAS1FBd8ptXJvK+rwsY+EU48vxVTtLSiFgrSVwNn275BhqNY1xfYtKhyXd2GxzWLYbtd/2m759Pr8+fpr6dRtyBCIGGbYb23pACutaah12g2fURTDkdV6Oc4Am/vDHf34Yti/D08dx/TzNebqaLxiuysIA5I0bfDtYH2IBAELqhuHtu3eHoU/LfD2exir73e7K51JrFQ7b+bHpuQowt97fvXnjvScAA+RJt8oNxr9OC4D5+qt9Pwybrt9tN3mJHBLkWlICpExw+vyaU5GHvNXdwQ9vP7wzFWItu7vD0/X1t6ePz7/9GiGTpZvHMJU0x6Ui2NY3TR/nVBlAUWaGmggQkUCTaXxijpVP86xU7Ibh/v378/kUQPp+qC/PoZQ5BRdDzGUZ5xKr0XY7bJvdQYx32z2EQEoPu60ypiBLyXOOwtmDYuUTx+tpenkOfafevANlqWQ4Tuluf9e128SvxvfWd973w6bMMZ7OF64ADF6pjXW9sh2Z1hhC0knW8/h4Hn9L9dhurG3seK2vpxe/9Eqb8/WU86Jd+PzyZyRK9VhAW9UrTYBFbmQoiJWXmCfXUr9xrtFUGhttAAAgAElEQVRNY4hM21HfoVd1Xi+9AeeVYBUsgBXp1mIqRpG1yKgS1yoFMFXJQpxyOk+524BGCvm1wjTP50+fzx8+vGu69s1XnfaRlHr7YXBGaRAoUWmpWKZl+uW3l+3a/2H39W5vlPJKqVIjIW02Xcqx1iIojacQeVxCZ3G71ZuDarItGUvVImyMaVtlbEdoGr+NMVUGjZaZkKzTbak4zen+/k3Xrvf3b4bNNkWLCL6xWjORAJRcVq2UNXa73VrTDt3Dtte7Tfzmw3++e7PtBoPEKexaN4VVfvzhj/v9RiTuNnVofvjw8D953z3cH7abNwC27xcRGZr73voO+OX1+PxyfD0eDw/vrNVhmkPMu8P9H/7hT5Vr17YPD/fOametNZYQBBABSq3MXFkQ8OH+4fvvf7wll5qudd4DSMq5aTtSlEtZ11AKIypF6nD/9vvf/QMwd60/7Hfe21rSdrslIqSGsau1GqMb75TSICwMCEC39d3fRZ3Ibb56W/vdJqZfwnsIrLVu/ZbLkuM0r/P5PGpljDIshWu5kfM0KSB8PB+fP388vz6iRKOrcDi9PtYyta3fbAaFwlxrqTmlFCIhOmMb5wgVSCUgREFCBOQbi60USzfviiAiESoi5ppTzikbY62xKBG55LhO05XaTiFJqd44rclaa50WrKVGIgREDaRQ1Sw5ZkWGEFAqSuEitQhxrSxLLpfLsZaw3XZCZpqm0+kzc6w1LMtFq+oIlGKtKxtGqYSZiJXWUv+OfLtBI5VGRBHJqT49H5dxsqiHphvaTluvka7T9Pr0AsJQUs5LXqecioA6ns8v59frevogOzHXVMJ5PIqEpnUG7XSZP398nU6LlqZzh2vOCiZh+/G331yj7t9uFHBYlvkybYbBedc4N1+P67rM82SMatv2euxq5ZhiiMFZd7PsztdcSo0hplK00nf7fhzHwkIEWkHhvK7LVOpI1IMCVRqL2igkVBqNRWMIiUsNgGREAyntxGo0BosI5wIlt01DRJVrTIZFAKHWCkoD1ZxjiMsaYte0qDjn9TqmUkKw9nq6TtdxXVfnDKDEEI4511pKyoTAtcYQcint0G/v9+saxnVZlsAs6tbXprQx1jeNtlZbS9qUWkNc1zABMikUQaesNrrWer5eSdH7r987Z0IJn/7136/zVTm93exqEIlK5URac5ZcU6irw46sTVy1Nq7xMoWUc0rptiVIKeQ1XU6v59NLKnWaryGOm+1GMC1h3N8Nd2/3765v1zKH6fLp9dxshm3TOGebvsVShDClZLxWThfkNcXLuiwCaHSjbUCkxu/f3Jc+sjd605i2zYmnaTFGt21rrW+aPoS4LmtYszU1JxnHsMwpxRpCEUkAlEr0je+HruHWe+u9nedZRPqu2W4PAGpZIleJsViTYygiBECvr2elDKJq2zalui7xeDzViohUco2pxFi08mssAgsR3d/f3z/cg8g8z+M45iSlgLBCgRzLdF1KBSLV95taOYYQU/z8+dk7573vut5oHaKLYX15mkp8+X95eq8e17Jkzy8ilt1706U7rupUdXVfBwwkzQgYYF4Eff8nQSPI9L132lR11TGZSbfdchGhB56+yBc+MMGdJJOLEX/zyzlxMd4M0fbMzKUV5bSkdV1ugSVLVGoJwe73O0IQFeaWcyqztCqsoIBNNdVWp8k4cj58+Pidc7jfDo1z7Dvj8LA/9LtB9FtH8bLMPvaxC6ztb7/97fjb8zTPb96+fXh6eHh6yC332/7h6VGkkaFcSpMGgDHGabzOy/Ly8jL0m2Hod7uttVRvzqJaRJpzvh8G7+PNuG5dMOiNcc7GTb8b+p1zMaeqCoZMFztmbrWKiHUUvO36LvbRhwCKMfTOhZwzKBKQqKCqCN/v9ghsiSxRWXNqqzJy1pLk03LkeqqZx3FVWVVmKYosFjBY03lb2DkDhC2n67yemBdDspQ8tUvGpa2tpiJVonP7uxj76Dvy3Rr6stmY7baLsSu1GeM2vQkxzdPxOp1biDE+hs0WbbqcT+N4ba3u99vNboMIU/nU6Bh2LgyDsw7hhpW+NW1+O7CYm3A1RpG+pQ5AFAENIREBkTWiqqygFtEgESDoLflvHAEYRINkRFRaa63W2lptIiqqhOociihXbizBN0OATSooWLWObs5nEbhRgwDpP2IRCEYBRVRRVOV2kgLeTgUlhBCImwp/C9Nba4whURVVVuFbCg0BCMmCUzKWiECEbyBRq3ALzQLAtypSldvTA0igCiCIaAjUIBsgA9Ya5yKCoiIZ/KZDElpHsY8xxut1TjXdDB3WOWMAoYqKjeh8NOjWMk/XiYvcHe6tdZvt0HVIapkhrRz7eP90t9tt55RzKf/2p5/XMTvUj++328N2GLqXszZpeW7ndYq7zdPjY4idKKZSUIFry6IrrTOQBWwsxtvgvaL6YW8ckJMqeVrYeWO8tezzlJpyVV5bZlECm9a1SLXR3t/fN66vlyN42IdDHIZxGteUFTEOg4vB+uB8DNQhKAA01pybAJB11hkFWBLPOYXgfAzOd91m12iszEUakq3Ca0lNeb/pf/z9j4e7+3XJIrysa+V6/7izDkvLRA5ByBrfRVQRgLWWt2bz7v7p+zdvexfn09Wt/OnL1+vpxMYMh53vYhPOObdaxVMTaKBqiElUGyuzsPV42Owe74Oh+vX1tYvBqANQFTVkd32nZNKcrtMcgreEWni73fdok4ydiU/b/T9//Onj23cbH3rjH0x4uI7/57/98fXlc23VOuMaaK2n55Ob6z6ECNiR3zxsfvfDx10/QOM6rx5NiK4P4Xg5XZelqQLYqWZv3P1+j72/5mX8vBpvbRfe7O//63/6Xz5+/Hhc5qUVRuHWpnkipLwuFs3D010rpQvhzdMTAORxeTjc3Q+bADi/Hk2pAUSWqVwuy/k0H49x3wPzy5fLOI85F1DYbba9HwL545fX09fLXz99Jtu2W/f+3f3D4yMAfP3yDIZYqO+3SyoNaaltbZxLmks6L5MhsH0sILWVClpBx3H+26czbr6CA9bSsFFv2YlarioF2st1JmvfbzdPbx7nef7Xf/3X0Pth2xXGJWnJMs4MsAx9f//4/e7N4Lz79bfP12V8fj5++u04X8rguvfvHh/77Za8b7DzYYi9Zc1NR7Dz5g66zisb3/naMjMQ0ZKuCmn/YJlOSLi9U99VQ0XUigoIAgFSUUqFZxeh3zgfrI/GO7PdhaEDqHOT7HofOgckog2k3jQng2CNQRJAIKtGQFEUmKXlkseSDndP4jcNobEej9c///zH7cEdHvvHw8MtmmwP3RAcNF6n2bvQdT6l9TyeVN1+390aGgAgl2yIur5nbsytCXvvc3aI1Xu/3W7v7obb7MHCAGDIWGv3+44Qoje1VGZAMESeKFjjU2qqsVVXcn3z9u1+98itkKG+8zfSOmArZeW+IEgI1mCPsLcUAS0oukiIrbTVwvs3D5Urvv/wXd+F1hIBvX+if/4DqiCCkmkh7FUbInnTB5QoUy71eL6mXLuuJx/WyoXx8endf/4v/8V8k6IIbljfbzkBVNXGrdVWa0PE7fbw/fcbIlLQxhxiBIQm3HU9EDVupbRaaq1sjXXeBe9VGqoggHMk0rqud86QiWCGWgsCGKJaqwirKNFtggIA/juMQfQbk0hURW5QPlVAuP2us95SUZaS1vFy7qI/7DaiTbkpt5RaLaSgp9evry9fxssrEQWHqOV8fOa64MPhbr+1BK1l5satcCve2+i/HS8KYlEBAVAFxAAICIIQCAGq3gAAACqogNpA1RIZBOYG2qTlnGb2FoBabjFEa51F45AUFQhFGtfWKjetrVKr6CyoaYqtrAswSmWpVWtuLS3Llbn0Q2wMynWZr9N0GjuYr8e0jgBTWjNANUbIgrVgLIrB2kQB6ZZ7U62lnI+nBOl4rX/96y8g+njYS61pXmVeGa9fvr7+7ddPD/cH5bycX84vX4fN63Vax2k+TccpX1yf3TatbblcT0AF3Y6cm9f589fPyzkN/s7thjxV5Qzi12Xu4nbb966WNI+nl6OB5u3B+f5yuVwvl3meYgwtL8t4mqZJVKxzh8PBWsvcal7TmlNa0diw3W36UPNShMiiIbj1TFaoOWFyxjl2ZK1aVCZoZHW772eWPK+NM4MnF0C+ARKs96SstTjXISlXJie3ogJFtQBW8DpNa1kEIAzOErVa07ogMGG/rOM0n9c1PTw8gEKqdV1XuBXMqpRcLudL5fb2/fvd3eHWzi+sRBbRCEtr7Hw83N0H65FMraxIolzr0jgLNCRojVNO4zRO87jZH+4e9iz1z3/58x//9b8bj5vtrut1lQkgem9JAFTQoQlkOm9DaAAICGSbSKm11maMIePJuXVcLpfXr19/VcTzdZymyfdkmpqqc7qA5c1dv73fXBJex0SbIbWmtfguoDoFJQPGEgPnllMrRQSMacZWY2prdujefv+hl1YMNm/V0PU0L2NiZmOsMc6QB2k3hkpa2/Wyns/zuqZ1zSLgXIjd0BaJsT/c7XPJ1hKiltqIUAGt9V03DP0WkVIq3EYW9S4Gby7nCTDF2O+2h81G5mlJKTkXh2GTUs15TmtZwkq2IpXddrsZ9ofd/bIuaa2ItlYQIWu8CLQira5kXIwuuCBWhaWUusyrNCE0241xNnJpcy7TuWidv+kn1ipbrlwKW4GSW8mVEPVb8JwJtevcdjsgQMrr589zba1UnddM41xEfc5kyXqKMdw/7Hf7jWpTBBf9Ztdtt9vQxXXNrdRc65oXsLZyPp5enj99ffn1KyDu7++UYM1LaZUMxRhbK03asq63MJi1JoRQQ1BRY0yMXc1VBVTFOdtaaiX7EL3zziI3RTDOxuAHBONMfHp4sxl2hvw8rYbIOR9DuPWQAAASECoREgZsrjWpVdnUnFurhVsDFG61taraRBq3xqWuayprRTVctGZZl5ZXbkVBzdAvQ1eC7UjVABpVb00fXLPMdb5evo7pWMqIUFFqbQ3UBYpdt3Eb1/fh8LDdHwYbjO0u5EdDbtgMXddX5lKbNcZ7VcilTYRZsLexJ6OncZnS87RMtnuMKArCNIJf3NC5uLHOqZa/B9yA6GZEQRFurRlSa9AQEZISWYNgnYJBAmvrbW5CRaAbZlZACcHcfJ2qwlVa4xtnueRSKjMDEViLhoyKgqpBtISGAJFVRVSdsaqgqKpABGTg752cKiL697JrYWHQ28rvZkQBEAAluj086resgvm2WlVlUDYiyqxq4fb3kjEGUGupAHrbfSJ9m/fkJlcyE6IxxpBVUNTbY6EhRBBjjHOGyKgwCCChyK1KF28/ACDAAhVQEA0Z44BaKcDkY3TkQSjNy+V6qZlDiPd3DzH0ea3KBouiYbLY9WHz+Ljk/PJ6+vnPv8xj2Q5d3Ha2cxSM6zwwplqnebJd6LvusN2N87rWVWsjBQSopSxoHCCLEpEN3nljAjHWNY9rXlMW64whQlTrrYAwsA1OBXItc1kbNNf7x3ePl/HcpGFAFxwavExjU7E+AFjjDBpDZLx3CrrMSymNWY0h54L3rrG0ZU21lMaBkWy3QwdoG9frOA0doqJ1bklrn9e7h0M/DKfj5eeff13TKir94GqtpXIIVhqDiA3BIUbnQjc80t1P23f/8P1PDmgKI62cl3QZxyUlO0SItkqdysLMoYvCyCBikEgIyDgySCG6w34zdFRrrSX1MW5iZKJ6Ba3NkFnWsuYilUPvHNFSVi0KpA5wP2zePb75/v13gYywxBg390+wGf705Vd41cqVnHMGtHGd1uucXd/t7x/ePb17++b+h48foNayzBA6G8CQQdDW2prWpZQEOCnvh8FDz3VJ11kbB+93d4ft3eHDw5vtfldJT+v0y+dPY17WupK1VdkEFw4bW2vwPtxtH988Spe2250zZrlep+WzIpI3Kfn5cszjVVLSzjDLeD6Ny6yqfex7H+82m8EPUchVk8/PourJbfrhbn9AgnVNxgVVG/ttfj7OS8qnc86JpUJjsMZ13vaBWVuruZVc+Tql1+drm8AOuNla571xmmDpQo8AzGWpCdlUqKH3DKKEd/vNfjuU1paU0rrOa2k8IdrD4aHfbIXq89evp+vl+fn0/HWyQPd9d3+4fxh2O/K+6uCCd8E6qoe78OHjQWFIa1Xxb96+L6uZx1ZbArD9hvrdXb+h0Adv+/OxXM91zU0EScESkNsbJzd/HJKEaMAIEBpndvseG2GeY+dcNGCAtQlXFr5t1AxAbZkBFdA6ArQAkFNJi5RGH3540z+8q2heXj6/vj5fx1kUhs3+w3ffs9yw1MaTQVY51PvD3bqW7fbx7fsfD/ebf/mn36sq0jcZ5PYR6b231iBAldYai4j3nojkdj3/YTRUVVURJrCOgrAwgyjGOATfeR/H6/r0UP/lD/9ra2qMjV10zhAhgnKrSOIcgVRAMAYRVSSobA06JGuMQWTRJsKHAUQJxNyYYMaQNBEBEAsCteY1TX28s9ZYa6x1dT7Ozy/ehc1mu9ls+35LPvRFuwHfvH1///gmp3QzUgIKKCuoc1GYl3nKOU/TdLlcELHvD4c752NnnSVyxkYiRFUWFAYRFCYFh2hEICepJcFtj2kwl0QIzoVaG7ZqXLpxFUopRIYIv3k5Ef7D84+IKgogIrdAAd8uEhGMJSRSqTUtNc+tLK0syTDX3lphFuHaahqP53Vdc86vr6/LeEnL3MWIxorwuK7a2tD1feijD1wTgCIwIQx9jNHdXgi6PdMq0krNxTlrEY0jAtVbY5qKVGiifrOJgboYhGvNCTUjOEvqCAyI1pZTitYBYK1FipIHtJKmy/U6jtcZ2Hg3dN2eoYprzaRxLlwFGI5fv67zFTTvD1vrCFRSyjmlWvIvf/lLnc/Ayy9//auTiyxDj8VKI4AQnXWmiDSuxjjvHTcqtbw8f3796/NpgdNUf/3186bvyw8/Ijducjqf51wv47rmYv7pH5XTl7/9/OXXn411h09f42ZAC2BgHEeo49SOz6/PaJqi+IehiaRaYtdt+m3sujSmZVq4pvu7ux8+vv/43ZvXC7w8fzkdn7nmvC777VaUUdgTHbYbVZmmaRlHa03nHNSaSyklIxoQdUSVa1omZU7rouSBfK0VhJ0h76xzZCwKtMrN1NLSyiUF1Hcf3mrs8ufP1/PUQCi4ZV7KWkDh7fsPBACZWfM8rcfTWUGt8yEENSigVdKX188AcH942B42KjCPs5Tqgjnc7Ust03xNp3VZJmscIsYQCUBFlnlJJZXaLuOFVfvNZvd4T2BDiDHEXOs0zcwSQ7h/eNTGKdd5XAkNWayyjPNpl7c+hHGeXo/H19NRkdBAk/zp89/+r//n//jjv/73//bf/uc+wHT+chmnQNL1nZQcurAZehfN0A2+69G4wrKm0hSAiJwNIfS7u2F/gE9fUl5+/e2v3dB/eXn9+vV5XE7ff/zexXd//B//9206NQHitmPpQ99NaX1N493jY7RYakVUlnq+nDjGJNX13bvHp6HvM+h1XSjG93e7oeaplUVqBS2JS+Scc1pTqwKAKdWcuTUYxzWlz6fTWYSd9/cPD+8/fPfx48ffPv+t7+NmM7y8PI/TNaUVEURgWdL5PDnrH5/elVLP5/H19WUYhg8fHg+H+3X9H8uSUkrbjThn+iFut/12ezjsH1QhpTZN4zzPXW+2u+5wuBeBz59f1nVVFQC7zEkVnIu1cOMGIF30BFhLuYkefYzWOWGupYzXa8llWVZm8M6quNoKCxNKq9C4iNSN7a1x1rpSam251NyarmtKabm/31prWPOa1mWtecXPX46v54uLbrPd7O52Pvrz+c9v3j6+f/+Eyus6A0IcYuwiGUo1n8+XaVnJunG8nK/XJSXDJm46Iko1/eXnv3768plbW3I6nU/zOjWuIfi+76w1KaXNZvN4f2+ts9aqQtttS6oASITWWmGnAq0JKBI6UANgER0wKKDBcHw+H19Op9ezqhAQqLaaW21IACIqrdaWKzRGa20pJaVca1FhACULOedaawy3LhRAUGnKDUDgtk9DcQgO1Kngj993P37cDruNM84SirAl6CIlkGV55ZdLwTmVXGuLXi2Yje+/e/jh4fBmv9lHHza7vhs8WRR7UnO9BcSZeV6WxiuAiW7rzAXAKdhcJKUWYyQbgawAuK7bHg6Fa0zLygVuSBMXGguSuQETyJIhY4AEtEkFAGdtDCEEfwMrEEUF0VuCFQQFiFBA5ZZGvzGJAWurtXLOtbUbgQgI1RFYAuegi3bY9KoizKrsnbPWsAhBA2iibMg6F4iMiLKoqtzCEDnn1pqIOOdubg/vfeMKoF3XM3OtBQAdRAuuSbvpcnKrZ7mFE6xRsLcREgm880TIyreeGAQw34w5N/cmCiiAeuNDDDHEb1taBVVl5kzm230FuIqIGGNqrcyMgCqaljRexsIFgMlSa6nW5kxgVhTrQm8AWLi2vKZcVsk5OW9DDOfjhSsIk4jkkoTVuP3dZmcjTuvRRYkeqKNLGgvW3Zs7Ba21dcs6TlN6zrvDfV3TehnTuPQhhuCgCbMgoCIqqLXm4ek+leX1fPn0+TcXIUR3Oh+VuQvdd+++A0dC8PbDu3VOl8slaWrENrj942HzNFhL+/uD7/2S1lRT7Pto8Hw9i0htNZWsCLXWz58+L3MipL7zMURjbCmJiAgxJZ6XaV5F0T28c4j217/99u4NPh4e33/4cD5fxuv83buPrfK0jL/+9su0rI1hXZdWawi+67rz6zGv62YzbLbbh/uH9+/e/K48fLAPOxulNHXx99/9eDpfxpTmr59ZhUHQEaM0lC4abVAbN2Xvui5E6rFDO7gYohmX8zKfa039frO/v9vdP+LPv/z69ev5eLpO2cfuDz/90MWuLEt6Pf/2l89O8N0+dofH6ML5eHqeFmit83HrXFamQEC3N1IjUOfwzrot+fd39//8u9//4+9/9+7tU9e5NE11XfDNu+l6vZzOz8eX2oQVjucTAG+scG/Gr79BKuU6bUP3dHe/2W7PL6+Z21jSw3fvD91m2u6q8FwSGtrdHzab3g6RE4wlj7/97SnEQ+gQ6fn4fL1cTsczGYpDf3i8m/IsJUVHabxkbagSiQAwImGtkEu0w8ef/mB++MfX3x9frl8yryGGtCwKEGPcHR4V7JJaZT2er9dpGjbd4W735s0dEJMRIgTmUtrLeBovraxMEcIeujv78DBcx2UuC2Q8vPvRODdz8b3UVk/jZ/cqhOb+aXj7eOesHU8Xrjava8ojYZeyuVx9/+TQY5Z2PJ+ej+d5gQ9v4t1dtMZIYzHinBcBFrGKcne///F3P/SD+/XXz8vEzgww9Ajzl89fiXb7wzDsNk9vN/vDNobtv/5/v5X8ej5PqsZYa53NJc3LtKZ1TauCbHfb3X7X9dEgkFarLUjtsQReIY1I30wOAIJAxkLKpSmg84BG1Wpzj3dPd989wOGDu3sPcVvQ3O/fPxw+/PTjP3/33YenN0/7uztBMmS8sY7IKFLj6LvGcNj+lKv6zhwewk1Oui2xEFBUDJmb9FRqYZQbt5cIW21403cUGtfb9AWIqAbEGWNUoDb2LlprQc3QDc5wztmQNdYaY4N31lpjCIRvhhAANYTOWVVhNtwCc0UC52ypRRqBsDWGjCGkeV5A0duOQRDJOSet5SSqwTnjnHXOAghWU318fHzbbXa5KpK5Xsfnry/3j0/OB2OcseKJovdpXVTZWzvEWEpe5lkFSirX8/VwOMTYD5s7eyP4GfLBK6jUoqrWGBv7WlkVCElYWViVhZlQLSGgM4TWokgDQDTfAAyBHDduTUTEWntLdapyTmta167rEaTkrAoizLfaSessGSJsUko91jbl8jrPX1S6ccTjq2HRtKbxOr2+vOSUEck6v+kG7tkYwyy51JI5U8tT40Qkxho7TaPU1ncx+uiNt0SNGyoYQBC0aMnjrSuoNUZLxhgyRgUUwVhjCQmVoIEUhEqoraR5Oh9fPpXxUlOdr3O6f0SkkhOSADXWMi9jybk14YYWo7NDq1AgJ1ha4ZpaTa2kNTiz24bn55euD13Xz+NMiI/3T/M0vwAbSK9fXzu7lL3fDjaE6IQBSRHJonUEIE0qgmutXNbj//vvX15GruLnObW1/w1hOr602q7zDNYbF7t+AKjTeHr++olbVoDr9Xoer922u3+3v7u77+/2q7ovxz+N83Ec52AuKWXvwuB2m37bx0F2Xsp6Teu6rl++fG4y9htyRBaMAWy5zjDf3LDRdSSUSy1r0QZkrUWPQg4JLa3LysyA6Kw3YFqpNRUhsWi7oS/AKS2HEI0xhFBrtYAuWAS2IFXrcRzBuY8/fX86RoIWg7EdTuO0LCnp6vr4ZvMuhACn42W6rikxCjrsup6MdcH/+NMP0zSVUpc0ExpFts4Yb3z0333/frvpvx72ry+vLK3r+htbSxVCcLWWnFcVqbXO69zzFp1zzlrncmu5ljWn/W5/f4jLsnBjQ2it64YQBzOtp89fUJTWzNM8e++e3r5typ++/PyXn/8dqPzw47vL9ThjA15DPzitlUVbM46CtTYYBpnXbIMYZ9G6NeWX4+nz16MP/cZQjHF/2C4pff36CR1Ny5zyfLywH4gCGGPWmsZpvI4j5Dl6S8EbZauw2Q0KynMrY1Ix0ZrGFi25Pto+NoKc1yyNgAwqWuOMs6zLPAGI9661ao2NMQAgs4TgN5thXdbrdZymst0Nb94+vv/wftj0S5pLSTkv1+t5nqfaigjXWnJaVme6brhlOohM13UIxjn//Pz86dOn1nhNa85lms4x9mTsdtftd0M3uFpn1RQ7HLZh6GPXBW7w26+v43W2TmMXrXW1iPPeucgtESkieu9VNee0rnkYhsfHx67rlmWe5wURW+OUiogwX9c1h+BqrSzc9511ZIypVVSR0KxpSblUVudAlUvJrzoUEAkAACAASURBVK/HECwLx+g3GzSgAMqsWvh6nYCwqzGt5XIZrTWWFFG8M7EbjHMqinTbAVr4duKA8s2rJyVXmkZRtdaKaKnlOl7nZWpcN5uhlKwgrZUuBEskIrVWZrlezyoYfIeIZAyQAyIBZJY1VWlVudRyuT88PBy2p+P5z//+y89/+gWhWUJQqKXejjBCUBEVAZWmyIJERlhrbaUUUTGG+qFjLlzLWvlW02XoNvogkQFAESi1gBpQC0qAN1XF3NaphohIDQhCsRb6DvtoOvVAcRv3VmPQ4a5787h/d9g+RB98+Psp1z2awABAzorq5Xpdc7bOvf/uu/3w+/dPrwgaY4jRW4OlbFQPu3W6f3jo+gPW7KK1qRMVMoOLkRgqp5wL2oaoBCu1a22ViJBuhWLfKqdBAW5duYREBlUUREUIAZGQUBQaC7NyE26CqsFZaxwREt1GNrUWnCVvCACE9CaUGYPeGEQCdDd6ba3tRu9TubW/NFVlFm6iqmCRyKhKLYUMGWNVGBQISVVvN6KLCiqoCAIGFYFVFAEJrXNIBHjz4CgKRB/1NrSK/j3dQMoqIBasQWOESKC2JsxEpN8AO3xzqDLzN6493EQj9D6EEBBRavPWKVoQzNJE1VoUc3P5VAUgtLvNcApTmudxGqdxBKFSigqBGgC1FpVQtWVuYPnt+4fNLtRSnq/PRdcDHu7v7py1WK1ppdSS1mKNj9Ydtru6JgJslbVy9NH6IEgNtdWU10WhRW/vDtswWOtNa2WZSqlFEda0cOVo+6XMS54LF3CgVq7rxXXW+CCuJV6L1MZF1Bk0xmCttXFV0Ov1Ml6nL59eS0nWmu1245wDIOdiLg2xGQJjDRFcryMYEwfabR76bmeMb5VraVXbkuaS6vU6Ho+ZEPqehEsXQt/3BGDIAtA8pd7361pfX6/xUlin6TyRgIpyk8pinXcxGGfJWrDgugAtN21KQh4JIA4+eLuOS5VWCJfiDInt3YCbzOX1/Lq0ap3dbren6wgiFsAoBjTWhX03yLUBN1RopVynsS1rXbIB3A86fvntzGVcLmutpQEUAYE+dj+8ffvx8Pjx/un7xzdPu70TnY9n5YZNSGGIXevr6/kUYnStVoDEJZWFZytzate1XJZ/+vF3b0IQwNeX1+s8MSojarCX+RyjN9HPZU01y6piIKcszN776sPE9Xq6jNdxmeZck1WjDLHFwom1EcH1eF1aiUPYxF5ZptPVZUTq9vf9gNY5G+/vn562a1sv03Wcp5uzYJ2XJbfrXF5eT+frlGsVAte5qjuuKY3r9bp6qyCNScSKG+x22NVhcjuwg31zeFKAUit6Uaq7u65KXddkTK3taq0dBsj1KGz7jdn2bp7qy0tjWSqrKH15bWJpTkuBaiIcHkzosWp5vbxCGND3aAMUKa1YAHp8fPu78vvtrothO0/N0s7g5niYpMHvfnr75v12c8CnN7vdfuNd//y5fvKLyIiAgETGtso511obAjrrQgjb7a7vO1BGrRF1a5HqBLO2ZTJokdw3c4ICi6wpN4UABq0BtVzc9un99sMfdh//ZYaYyVeyetc+fvcP//l/+q/WOesMGYtkjTXOWAtoAQ0LKAHYxzuP5JVYcP1W+alCSLdydlVFVAAgqYJsjAk2ICJDu3UZq2qtWUGNMURGlaSRDx4Uci7WutsXFG9JWl5qddEHF4OP1lprjLHGIgEAC4OCIbLG3NLSbLCIAvLN6qhMwt8GUSJFEERjjUMVMuS9Ecuq1BoZMs7ZEC231FAQ6P7+wcXheBpfzuPry/Hl+fXh8W0MnbVBGKw1MXbcmgp755zzKmLJWrIgkFOuuaiAdcE5ay2RMcYYBXWqzELGOOsJ5FvboaDcyrBaQVBnEREBBbTdkKw3He/mgWEQBLEE1oAqSOVc8nW8Xi+X+/sHZ6mWSoi3nLoxhkBBrbLWuqR0rGVt9VLrOeF6PjFBQjQ51et1Oh8vtTRj3MPDU3RBh01trXAlJaOmJb6epnVMLUs3YC2ltRaCN0QIyE1qKaryzfqiCgJ5TfMyL+saY991XYxRbhEHAAOQljmnCaQS3tJ3PF6Pn3/7OZCra81LbjkRYkoLkLSWUp4aFyJy3oO463qex1KKVuBmW6uyjOtyXfque3q6H/pwOr72XXx4pOk6g8Dd/o6rjJcJZVnn1XeMSgSWvqnNBABIYhwoq2pDtK3ly3X961/+9PVc0G2JXEsr5/WZiFvLjbvNbnO4c8Fezi/Hl8/H49fOEoquRad12aZt3FqRuxC74O+cDTnVdUl1BWxuv7s7dPe921v1IZiug7RwLvnzl8vpoj/94T0oeBui75xxwqqi3rngQ8tSc9OG0fWd74PtLTpEBGCUIk0UwRoDQgrqjGciQia8ZVwyUTQ37IT+PfSpwioqdVonGrbbw77oClq8Q8e2aJ7akiH70G83O0SMJXZDt5TEwErqo/chIGLo/evr68vza5XijLPeeO9CF8ihM0F1W7mtebVktttdq41LFZFg98NuiOew5tV3XeFaWzUWASH2kZxZS/769SsZCsGvaSUF60PsQzd4F2RJlzXN01zJ9DZ09w93H96//fTy6fX102V63mzd23cffvnlTyVNwcJ+2Fptmpe6LlUagxGSwk1zjY07b9DQvObX4/XL19PdE/XrGtclRD8u4+vxhbxREDS65vEyurhxh8NdlfW6nI6XYwSOnWsgVZmVWVlVRZqCGOOsM00YCW3nC4jUuua05IRcjNYCwgaBbt96xRhw3iKASCMyzpm+j39vL5THp/7+8fD+w9ObN0+IOo6nUtY1LczNGGOd8eRFWbjW1iKIqChzrY2INttBFV5eXo7H02G/L2WZpnFN5oB3u+2+642PYEyzXoaNib3b73rvApFNqR5fL6+vl+3O1yreeWFQAeGbIHPblxkRLgVqTcZsttvBe19LRlBEtdZ4728ry5zzdjswM3Oz1hgTgCinDCg3jxwzcANrQQRKrme+DH3ngvXedZG0KYsC3QQgnce11qqgIChNCzRrERyBUm3MrZExsesBzFqKAhICAXwLFzPnksmQdb7kMi/L+Xxd06LAAGAtwe3ikQjxxh2ptV0v1+Cjs6G1Zr0hdI21lpxTTXORBlxhGdPd5tG7+PL15a9/+uXP//7zYee9IVCttaIqAVi6pcUUQOVWqA2kgo21lQaA5Mmo+3vTshAIkAAKECCgsQYEG0prTVgUGIHQqLEO8Jtb0hoCaoiNsPZ9eHyI7tCpYevc/fatJs+zpeKsAhZRFZZWmjgHpB5bD4RGvCE0zXltxK7MG6NmCP2tjTItgqi1HBDR2V3O3fHkU9HLtRunobXmI5ObfYTKrUpDESQhLVgTCyDh300pTURURBlUBUhABVBR4Nt0hQYNGTIMesNOGQQgdM4674MP9G24UgAxBszfD00lusXrCZSIBFBBAfH231T5Fo/4dmrp32FGiAYADZGqqTUba5z1AHLznYowMZHSDbGgCIoKCAJAyoBwe0choaqKsoqAkqXby4xqFPQWwkBQISVRQQZRrlJqq9z4m2VUFAHxZvqsjayxZAjJWESkGILzHhTYtuCMsQRAo845sSVSC6KIIMyNFL3rQnDWYm0l5+xtbq2CEqgIq7VESGRUUIzH/eOm37lpns/Hl2tBysbXYNlyadMyreu6Llmbudvvt11fhm3OlVlscM5H9A5VQYBrXsaL69zQhdg/2WiVeF6mVqslY6xh5WWdF1lzKmtNTasaaSjn+RQwsO9MQU+VtYmW1gwYF4JhKbUytzJP1+v5Mk+zMRC6br/bimipt4Wg9RoUAIwR0HmeK8OdbH74+H0MsRaZzteSi7Ou5DzP8zxN0iQOFIMRli766L00tsZ6F2quJfM4rstc+GLmdn5+PQ2xi84TmoYYtpudFvGEBl0XolTNLMBo0QA1ERuNcdiuWdAx2qqpamFsEmiZU04LTFM/7FRvpr1GKnXNGLpo7BBiDjOrEFEu5TJeJwGt4owD4/Jxvkha8ohGjTWlsSfaD/3H9+/+4e133+3uty5Y5uU0vbx83Q5DDF4BvPP90G+220ywgJoQCulc1zJJvc48ZsqaUAvhmNPL5Xw+X4BgzEmiXbTu3j4Y54FoycuUl7Wshsg7pwTVam3l83Qcr9dasiFjtEpVSnateSlLKuuS1iJt2HSdDzWVdZwGDFqaES3TBOi89V23CeJqzolSkdq4XsfldF3PU56mpQkY5yvznNZxmYzlJa/Px1MMEAOF4DsM3vYPd29S8BCajd2wHUShXsalZGMo9GHTvAsKimSZSHyAmkckO2w3wwYIqe+VoBmzKtB5ToWMqqrhbmt3BxuNZW6v1yPFrD4167FqacUixLdvfkSyPtC7pz9Y0wW/b5nywv/7/5b7jbOeGWZjFVRqBYABICJ4QAtgpRFCJIgAdNjfL6nkxOfzNM9JpFng3iJ749pqSzVCRi2AIxNAWJVLlrSWJqDgQ+dBqRWnEhEGS1sLUU10PlhL1qgz4rxHhCqCZBAJESwAsQIygUUwChbJK4hABFQlUP0GvWnKAEIExloxIsKAaskCgBixlsiQquqtU/jGAbzdwzpQISiGSFWq1sqtlrouCwLEEIYYRYSb1NKiC9ZaAnsjq+YitQgL3+Rs0JYki+A3t6OoSlVk58AQWTJkSbUxZ2PUOTEkKlUFLVnF0lpalrU1CS4eDnf/9qdfPv/2JS1rF7v99tB3g0FSUWm3SAFzaWIcAfWxBwZnHQE+f30WCNu7D9vtlsgyNxby3vUxllobc04LEYmAsHrviYwz1AStoRA8opaclpRuC0siMMbUWnLOIuKs7YJnERVWrseX5+fXl/FyAa593xtjiKiUuq6Lcw5UnaPW2jyel/FcawXNwQPz8vo6H18+990AYnJmQySIaV2XcexiF6Mv1wQgfQzR+WVOn3/7dPrp+PT2/XA4qEjJqdXcdxFUlmVpraowAvjgm/CyLMfj69cvX19ejofD4f7+/u7uzlhbSl7WdbPZfvr0cjp+AaiGhHMCZ5bx/Lef/wK1IaMz1hoN3os0QFnWaZxOXR+6rouO+n772/L1T3/6IwiFzaa/2y/T+vp8PL0cP37/ERQay+l4vhrDrJfLhGj76BGAy5Km2VHsIwYXW61Ly4arHG7xx6LASMYYZACZ6ni9Ho+vz68L2Nn7brF+ctYiqAIQlVqXtL4cXz8Fu86X8fzCnW9sxxWWnM7TeW1TMdOHvNs9Qkn1ep5eX1+jP3339sd/+OGf3+zethXOX+daqvf+8fHx8+dPp8tYz9fNwXJhZ+NmOHQxqmjOyVrnbJiu11zEUXd3dxdjZ4wx1qScS5qd6YRNLjlxsw5cCG8en9TBymvNqbZkLVl7W4FLiMFbQMQmgtIsSOjjAvXL6cs0XobBbfptSrVSq9Sq4QottZxSaiDbu/1lnRQ19PHWM4GIQLA9bJHwRh92xnnrN10PJL99+e18Opdcvvvxw3azCd6XVGouoPp49xhiYJbPXz69nM5zSpVzTa2AHO723aZvzKfz6+l8zGntQ/TWVMFh24fONFlSHuc5f/163R/e//jTH3763Y9D33/6WlMeD4e42cbYmdejS2td1vr2/n4THKf4sixVWuJSakKICFBFA6Aizms6j/k8Njsk/vrlMo9vP7xf83K6vj69exO6qKRrTlVSqpPSUGVd0jWVJQSH3pyXMeW1clUDxhoA3f7/RL3JkiVXkm2nqqc1s9t6EwFEIoGsynqvSE44oAj//zvIyuYhgWjd/TbWnU5VObBAUcRnMfAQv1fMzlHde63dcDqe9n1/fXkjQOfsZb6JaC3t05fP6owfuizshy7uhxhjS40l972/36fX128x9l3XD7uIqM6Z9+8ef/rl5xC8glpL8zKv6Q5QFYpAezw/d31njKm1SWu5pHle0Fhvzbe31y52x+NJGsc+nvSAIArVWD0/7I7H6B0sa618J2k/fDifzrtSmiFXMqS15lwUuOttjJGbjmkhopzquiZV6bouxkAIzjtD2GqKwYC2y+V+vVyXZT0ej4fj7nA4fPr8eV0XEW1ct76NMQQArbWcVzJgDMXYiwKkJAy1Qq3ALENvnYkqswgDUN/HLfFmnJ3mcRzHh6fT+fjw4/t343StNTXW+zgpiKoOw3A69aUrv3/+wq2poDJLAwITo3fOkTHW+fs4vb5dvn59E6nGEnN7fDwPQ1/Sujmgp2kupbTGwrKd/lNKOx+dDdfr7fXlukxrdAOBRbUxdPv9qYvD5e2/5nEBAUsGQEClj15y5cbOkPOWEEtOArrN9XJrXAQakLUOImrQSlLRuO3N03JakcQYhAbbJXGb7oqwcBVg2bLaTZilCQNVwGqdnh/in39+3L0L6ATRRHMYv7XrPV2+zZdyM9I5Cs57F5xzpimxGiC03oExay6FpTI3EGbeVrGKgAiGKNecylpqAYOKUmqZ13nNKwD8r99ezs/LL395HA7NBQAEArAIzlk0rAC1Qd10VY1VBQRURbgplNoSqgKQN468RWcMGW5ijPoGf1QWjPPeWgcI3CpLQwACIAS7bXOVvvcvRFU4tVpFiawxBOQsQlOW1r4zNllUYftWAAAibSyWbc5srQFUEW6NCQ1UbLVa55y15M2mZbBEaA0RsYrUpqpkSIFEmEvbyAXehq3tX0pxakiglqqoqpo3/Z5oqtk6670PIbIIc2uAROScCyFsUhwwREQi4oztuq4beu8CtK9SRgTw1gFaFFMy18qM4Aj2u2iMd84hgDALM3OttXnfxRhjdGYwTDwvk+uiH5yLWGtdavrty8cta7HcF2TkrJfPM/6oT+eHh+PDMq+icHo451pSTmK2s11b5nHvd313OD09MXKqKxmxhpxx+/2gDabb/PHjx+A7IlKUBrW2WlKeeZzZNyp77Y0hwJqrgInH4xFJU1oBxHvqB3duXll3fXw6n6ZlaXWqNcXoYh9ZILeaSi4lpQRd3L97+jCO99dvXz799vGwPzycIgikZW11fXwgRHTG+K4nsipSUzVo+rjDCNL0ep1bY2xdrvm315cfn94/nU7eRXvoH3bevTt9evmctRz3fdPaoDQpDqkAtdQYWInBgfMuRE8WX26XcbmrGjCmCc7j3F4viLbrh83qMY/3U995HwxRCFZArbOJKycBVgPWAdY0A2iioiSnh1CsfP467wf3/LD78fnxtBsMQLrfl1rv1+tvv/36b//2l/79szVE1sShf/7wYW4lWTzczpd6n2qa8yprDWSeng+Z9Nt0nZbpvk5TWpa0yu0NO2f3XSLxu97uuzWlJc23kf784cN+vzNI4DE1mSFfythqPez247pAnW5triJrSffppgTD0A+7PQJyrdKaNQZU316+aW6B3OlwKjepyk3bEHsW/f3L1+t9utzX65iMC6duQGPH5ZZrebu8vfvxuDvGfgFCIE++84ew3/fn4+Gp+HPBIszzkt4u11//9WW/94djfzIBwMXo9ruhtdJKriU7Tw6BOdViDLX37x2KEKrqAoRCUrmZAGGIx/2emqT7cr1MJqdq74txwfjKxSp44ZCTS2tTqSANdG0VVBDRlopECkbIoDHWGK+tR+kQPKARwVKUqzEYd/3p55/7XGpu7LwnIgUOhPtgHqKzvPL4tq5JpILaTWokDMytFGiiaJWsImiTbeQZ94e9xa6YqNYTAWgDzioCWyVvi4swg4I0llqtQURSFQTenoYbvV5VEVBVNrYUAhm0SEJI8AcyEgBBUESFG5EhRBUlIlFsDMxNlFut4MyGiW8shOyMDr1zRuf5Yq3/XrrGrc1fCQwAIaA1DpRaqwoCwkhsqTPGNFGEZhG9IxBUoVZ5e5SLFGMBLXUxtAoExLV++/L59vKlzgtXBkJp0nIJ3h9Pjz/9+Kfz6UQKIKAszLyOcy3JIBiAWvK3r1+ssSXl6T5dr1e0vWgDFGOByAAqQBVmBDGkBCLSCNBaQ9AIBAmVVJVzbkTIUgBZAbmxcHXWIqG3BECE2Gq5XC5rSrXWjx8/fv786Xp5I9DD4aAqKee0ppqzc855H4IvueQ8tnJFwlpSXmrKyZDpu4HrNp2kaV7mcVnXZIkMQQgRoKrmwioMlXOr+bd//b9g+G16u12vIhJieHn51GpL67osk3PusN+nnLc+jzGmlYXb8s9/fv31VxqGYbfbqWrO2Xv/6TJ+/fIprRMiO0cIItxU+Onh1LlgkIa+s5aYaV7uCLWLLgarUu+3S1ry7fpa8kjgPDsQdga7GPLQl7J+/fp5HN+ut6sxWGq+XicRiq5/fHyElsbbreZcM6UldTtjjN0MONQqeBBhUlEy1lKIbrfr3797Ql+Uemv9Not2CMxcKqc8j2nOLLs+oFSRuuSCFG3oqMG2UKu5XF4vl3Fc52rQR9dFN5DYdUrf0guxF0EiMt6jc9bZ8+N5f3h6endsSY3uVXTNbBBVTUptXao1br8brLHfvr4i3Ye+t3ablkYAKEVrKf3Q74Zd1/dpzTWn5pK19Pz+6ec/PZ08Urot06vviMgaazZfpDEm9iQACEoZG9S5TE2aHdzJn/v9vib+/O1zrW23G45PhyxpSalp/Xb5to0YmNu6rKWUp8dn67w0aTnfl7aSQQdVy8vtW+g9a3WOLJnDcX/aH53zKiqFjw97JsYRYu+Gw9713bguSxpzLYfTYB0ACzllKWupTbIDRFTB7DpzOA5ktXFOeRYsimW3cy+X+fXtDUlYc4hOK645kbAR8LGr63ifZrM1YErdMafWWgMw1neu37m+73f7fb8f0OJw6H8yH55/fK5S5mXanc/WulKXv//j/8mlFS4uEDps2gCxaVvSqq8vIYQYY9/1qppLRSJuXNZlWVYRQUPHd49rybdlvo5jXPqhlFKrIex6C6gKubYlovMB+z6EaLixseb00DO3aZqXNQPqsHM+gu+xtWYdAjIixs6llXltGyGLpSFqCH7YdTnlVECgpnWOvX96/8N+1+0P+74bnp4POVdV+vkvP+W1vr5c/v73Xw0Np9P55eUVkRBwnjPhlldwiMDSWi2goiLWUq01l3Q47ro+irZak2oD0JeXa+xm761qPh2H2HWllC2YXmtCFGNMa40YwQIZY9BastY7byOKq7W+vcwXmF8vE1c1aA3Zru998LW1od91MAxdt8759eXy+HRuLc/r/evXF0Bw1i7zooC11OvlsvWncs7cAAArN9eaZ1bAcZxeXm73ew1eY8AuRBBZl6WWtP0RlyVtwdrgoyHLzOt6Nw5625facqml8m4IDj2qCzYa69Y1ff3ykvLkAyCKCm/uNkCljbwtoghEtN00nLWEiNBElIRUqVVlhu9bMWBRMNYhCoCUWhFJQXMVZlAFa3BrcwDSdwHrdtFBFlHrqBuwH0BJVZrBaowag4ZAgECNMLZN8Fm4sBZWUUBDQNQUUmu3afr1998biyKpqsAmGkcB2Uwtsi19QRq3yizCw3FqqD//4kLwvofGy6YPsWCRvlfy/rDFIqIhJItRpG4KRoAGgMZYREIFVEBAg4AbjkURgIw1xnxHrxASghJtcgUAkI22/IckAQidtUZUS+VWc61ci7amIoIof1gZrDGWGyOhQWOtBVBUNGS3ZASqgiKgIgESICGocmu1FUWwbNWaLYGpqiAEQLQNlBVQUdrmQlZUAkESDDYyN5aGiASEFr2xiGjJRhdYmInQe91AL0iGCJGss0TUGhdNJVfmhShLU28DCAkDiBokZ0lKvVwv4z2tC4NUi6/7IW8MgI1IhCgKzQUDRqvUyvlwOAy73Q8f3i3LMo/zPM6rrsDgD2Ed17Rmi1DWvIa03++7DmrjZV2P59PTD+9Z2+uXl9dvr6+XUUn7nRWJZNFb03cdKjjrdrt+nTNzXZYppdVaiwaC8QRYtcQhnh6PP/7pvTXaam4NbvfrfYTGG9XYHw9H4Yd5nr99+brMCRSn8TIvqebsDCBt13wJnpBcrRYEHZo01/vr+PZyn+4JGIFVKs/jlNZcknhHZCn4QGiUsYnklFsTBEIw3vn96UTVzEtda6I2c3Un7zLnpeaprAVFCRl4f9r1h5BLWvKCy5SgNiirSMVSyVesWcHuo/M8jrPzzvXxuNvfbvM6lzTN3BqJwniP3h2GYWNoV21zXpQGdQYMcmPIK5YcyTQq9/XeEPeHMOz3P79/9+H0gAT38bYmlvs83+/z/TZP0/T0uNv1xhoKTq0xwc3reJ3HOa2u96fYOzJlTlhYyV7rWq4VC7dcgMVEr4RF5X6/R5SAYqBO61JKdpa41rKuNWd6OGcu9zxnYiYey3yfRwA9B8MqSVtFIGuYaE5ryTUvicmaGMG5qVVtdZGytKq4CVvEdiGnMi1LZVYAVrDGoXUb8FdEUklrtl1PT+97RK1VpjnlpkW0qEIfivI8zeN0v97G+11CtK26aZK0ijXUBaPiN27Sbjhs0bMvn+8gbA2djufovQgXza2klIpzZui702mwAjPq8npp3BqgC4FQgcAiONRgtAdU1sq8gUw2RiUBIIBx5ImscyHGPvrfiDoVA4AKyAqqxpo4dKfn550AjsuyQXkBNBAMno7eYJlW0fXbi0oBsaoOBFSEWVSsiDBjrYoorJWMem+6PgBGQ4HJImz0r628TIaQwCiobvpQrq1k8kQGRRVle5nI9rDeHn4ISts4DmA7GSMoEgqzwvcFoAi3Urx3gAiqtOlWWRhAuNaaERx5YwmzVNTmHQ7RkZFpnHa7vXHBoCUUFeXa0PitEmgRFQkYRUSRDQl5VCUUAQV05J3lok2UmaPfmPKEwihKgAYQFbXJdJ+WefGAtVSy6J2PMXYh+i0xAljSKq3WUmpKl5fXWpJ3FkXSur5+/RZCGG/3ZZ43JhgAI7Ix4CyxNNXGTTaCjqJyq4honEcQVEQgA9ykNW64fRhcEVG4SSsgzRhjjGHmXNu6rr//9tt9vJdSX15e3l5fb2beJQAAIABJREFU7vf7fhiWZebWlmWZp2mZFwCw1oYQuLEhiQGdt4RqwHNZXbT73Ymb5FSmMd+u4zhNOefgPYL0fRSpqqXWXHKrlRH18+d/LmX+8va1lGKN7fpuXdeccsnpcrnEEB6fHjcWvPP2fDohIUj+9uW3ZZmd98fj0TmrCt7761JrXUUKKCNuwRXw1j49Puy6TpkJUUVU2jJfS83OWVSptc3zojKty9J1FoAUyjRdhQGheW/WNK3rDZHJqnOmcrrfVxXTQtsNHZd1Gu+gsmVyVBHge28et/Ps1iXhZhw4a/o+vnv3ZCJX8aqgrCBiUHLKLElQWms5Z0PNEoMUqC1EGzunBGCNqqY1la9p5W+ZqwHfhf0uHKza5bZW4s4OwQwsnJepJGFtT89P//bX96GD+ZZbmj5//lJyccYMwwCIrbXN39hYXl6uiNjOEELouhiMFxVA52wMYQhx512YpnXVJLiSj+fHxz+9ewycx8/tevui6nBjx5ExxnjvBuOsMau2udwbr3NeAEEteh/8EGpLqRVRVqsuuv1pL3e9jfeUkrM2xggAZMBHM+yjtb7kwpzTmpLo+fzYHSLecK2rbUjO+xDDzvXHMI9zSrm1Fvq4k1ixxJ3bnbq4G66/X67jJeV0OPfd4PK6kqI0IdCmaa1MmDIvwR/6fbzfp8v1WxzC4bRDqsPgPn9dvr58nJZ71wUSUJZxvGuIvfdknaIpTYIjFWhcUq2Qc2vou7g/DHNeYx93x/3+dChc+l13fNg//vC4pMmNeHw45Zxf395+//SJyPbDzgVrLIlRQ4aqRaKcMzOL6H7YpZS4NkQUhMxtXKZSqw3+xw8fyijLW1pzbgqVdV7Ww6F7eNi1JojsPHaD84Gs1a6Lm+5FNDcurEmhOOect5iqcU7VgkIpKav0/dD4e8tle4zELhhHrdXaCpH6YEqFfhcenvbWgPcQOtwfDsuccuF37445VZZi/yWogEglt1ZFFVttxhhEEtEQfDB+Zq61LUsyBlvLou3x8T0iLMu0zDNzM4RFuLVibYvBPDweDvvDy8u3aSqt1dYYQcE5bo0BAdCTdSZiMERE4EEcKZW15VKXURAheBUBa10MXauTd9E6a5DmKbHI8/M7RC5FxnERYWMJQRFJRKZxAkUkI41FSQBzqdY674uIzNO0LOtWAdiy06BQcs45bQd3EfU+7vd772LOeZ6WZUnkSUhLbcybdlSdpeDj+fhojB3H8e3tmnM2FhS2zKayNENgnBFQYJatjC4oSkS40Yu3m40iN04sIsgMIswCbCwAAouyMoIKQBNgRQJEY4CMAsrWG9vsAhvsS4GMWidEhaGJqogTge/EbEUEA2BVDDMqoArDtjJkVSQwtrU6TdO/fv2tsqBz/J0GrSIKBokMEMnGhTakCKzaWq3aHt55a6L3xnuVYhDAkLVoEZuCEoExtHU1YBvQm6BqmgBLZQZVRDTwXSyEqgCwSQloO2t8FxuoEAGiARVE/aNYoP8/rloEANSSgm2tltJyrq201lAViYjIWIvWgHPeGidNCYnQWGNYBFUNGBFRQRTaWCsbrUBVuGnblqqqKmLEEhFsHBgB2gzuZJhVRZpsFzdrrTcMG4OglFJr2faBxpIxRlQQwW2LXTLWORZuW7hfgAwaNISkKCpS16rIiERgorc1KyGSscHFhigFReZa27K0vKilyaAJoWsb2dLajdku0loua1tKWvF4GIZ+t9tN4+SN0ypQ0YP3nYd8acTGk6VtSRq8j6mWy/32HMO798+hC5LL29dvy7ykxdXSMTfvrUEQbq2175sAUEAl0pQWJOqGSI6i9Z0Pp6fD47vz+fFc0r3VWbSmNKecAWoIkXYHg9r10VtqOVmknEoriUtSadYYBWEVRHXOkbG1OaPOk72/3t++XcfrpAyt8DonqVxzbVUIrYoqCwhYa9Wg1FZyXZcMQN5H77tht0cwJa6J0xuUlqfizLIua1pSy1Wb9YZBfHB+o8NSKxh2WNApk1Ag8CgOhCD0g7Cdofk4xLiPfsfuNfFlfJuDNWhwzulyuwLI0/kEFqtya43Yq3NEJmttrABUSxVTspRGxnq73/dP7867MCz3VNdGY+LbXJZZa+v7nhBLLdJU2aiz4P1tnW7zlFtFil2IfRdriG0tZc2z1lRKnZKUZskMfQ8GM/N9mQ69N9A7t2Ea1RCWtK6gWls77qu2pSQhBUcFOENThaTMIgVVnVNrGuJca0qJWfx+T7HLBue0YGNkhbxYJhAVkNC6teY1p1y1MBcWaQ0Um4qCxr57eOp3RzvsyPqgKvNcmyyl5LzwnEvkU1O43q7jOKZUnfcxDtbGUiRnLtAIV2e3FYxzdofCOU33ywoqp2O0ZhfiINxs+YZalYuPMTiwJNE5GsJyCLpKtO5wGkjJWmMJsI/7989/Op9PAKwqhGrt97emgiEK3nZAzljvrPnnPz7F8I9aq7GEaHBbALjYx/2H9z/FYZdbAyRAIFDgZqQ6qeX2rZgrgFO1KkbEgLAIqZJ1EUQBTK2K1AgIYJucNdUqQixCIMCVQLZHp9RMDgEQtAGIamFJABaAYIvD43c28dYlRrP9PwFUCQU2dzMokgFgArDG0Da3lAawFauVSLcNIW4ygVrBIggQYauJW7EGnEMRqXUlGBzBhiTb1F/OICHIVrCuSoq1iACjhaZNWFJpAM0Y78itkqQKqlgwzpjKvtYlpZKWguq8d8ZSdB0Mh4HMuq4+wrt3737600/3+/y3v/3Xn//8Sx+7ej4H59Z5/vr508u3r6h6Phym66WUnNfl5euX2/2mwv/jP/76w0+/EAgCE4gl2soCwJWsBQRRlrKqKFQXuh6RhAVASWTbc9aaCxezgU6IVCTXKsy3222apnEcf/3119fXt7QuwgKqjszXz19ev70QoKheL5ePHz+O0xh8eHp68t4fDvunhxMhhiEejydusN8PH3748Pp6e/32+9/+9uumpxXWt9e3eR67zpwfzsagQpmWmwrFMFzvr2/3K33+feh774K1VlW51ZzSy8srALy+fvbeO2ettTUvPjgEKGlM69zYMae+73a7vusixn32YZ6ueR1LqcYRkY2xi13nvCtrKzWVnMbp/tvv/6u1djweun5blaScirH+p59/yLm+vF1//+2TCKAaVGqt5rw2zs/vTsH0hBIi9XF/Pj6DwrxO6zI+HuP53O/2vcqaymql+ehiFzOxMLeyLY+rsCHA3W6fpEyrLHMO1h8Pu1JSaxUJ+qHvyeykIUlex5QSeSQLsbe786E0XvL68vrW8J7krd8jqLOg0fYEtqba74YYogO3TG9/+69//fbb55//8uf/+M+f//o//6Pw+Hv5uqSXLy/fxnGyxv5v//M/j+ejsq7T/O3l7Xa9ran2fU/kNthGKi3XYq17eD4SYa1SymJcMGCzZCtgAp0eTgM0k27pNcB3HwJsAaEYo98fa/Az57fptcxz5kYEtbUqCsG6Lrz78F6VAWBaZ0FVFNHqAp2Ph6enp/+m7oIiKlgbrNWrlmVO+1MXhw+hDzmn03H/7t2jt5YQr+vbx4+/t9pi1z3373xvO4i+txXyOuX7crmOr6nkv/z8i7O7nLp1mg2G6INSu05jlfb07j0ZJ2A+fvzny9u30tb/CH81JMEDQPv6+eM/f/3bjz/+4IyFprtuoOMpWMsCxoVIoK0IgwrPaa2KgHZ/Oj08p6U2MOCi7/fD7cutG8L5+Xx6PBxxeKyn0Hdfv3758u1zymvseu8dAFpvTLCEtqPeONdq3TBI0cdaWvCh66J11mHIUu/LiCvtH87jui4p7Q+nxjKNy7yu1krXKTc1Fs4P++fnh1brst6fhifOuq5zeVlC8P0Q+n6nKktKyzpuenQyNN/H2+12Pj1uD1gFqVyB6Hg+LtP666+/qvLxuH///vlw6NBoqes4Ldc7dPfw/PSsjCJyu72UwiLpTz89fftcPv726dOnFxXxwTrnRTTnWkvrYjzsd/M0TtN6vc7XGw6DP58Ph8P+8vb2+eOneS7eu92uf/fu2QVCYmE4nc4hhJeXL7ms61qYdVtD1dq2FF7wtu8HAL3f7yWrs6bvD6oSa/EulVJENIRojQOFWhoQqGhJbBwZY9/erikt92kkE9Z8X++zdfZ0OMQY7/d7rRWhbZwVEbzdblsPquWS1mQJjgcIwVrr/wAoQq3NGOq6LoQwDPsY4zKn2+0+jpOq8lubltGaAADC8vb6th9O/dP+/fv3rfDb5TovKVfxdvN9EApwa94Fb+y6rrzdYQRYSdS01BqzgJAD9Ax2rTBuIl0GaACq4LbCH6iJoCLawDhwRAQWwChAY2m0Efv/qIn9NxUbai5NkEVA2KyrTnO73qoTE6mzBGS2kKDzXh22xtxEGACd4yzWEZASoY8O0G568VIZAJEIyWzbNDAkCMQiQkTNEDnXEQLoCopIZIwzaLebqPMQowsxOt9UGwgZ6xCtBWRppVBrIoCbZ0h08/f9cY/9Pm6GrXloiIAQthSvCIBs9VVV+EOiBym3wrL1zzeYZIjGWff9pWXtBvEmQLVKZAgNodn+4AAkLNLg+ymI0HkvzJVbrRX+e6jdGBVcCAobNBuAkIxBMArC0qSKdS660HUdNTWKsQsl52VZc16NoY101VqT74QYuxWYSy1SchXeaqXbTrg1aVWaEBE5F4IPiCZrNd4HF2McpntRdu+eg9Rv0/02jvz4YEPs+m73ur7O8zwMg7VWtN7GS+Y1tcTMaZpS3wfrpLZtouDRgfOBfPKJPYPBh9Pj8XQKseuGPtcypYWFyeCHDz++ffnSdW4YgIhFGAGct5zr169fl2WJIQ5db9F750+n0+vrJaWUEhDT4bz75d//fH4+xcHlVsbxfn17W5ZZpRLIOo/LNM/3+3y77veH4KMj7ILzZJxzztC8rrk2kY1bZpDUEex3wUi0YF++vLy9vKU1DV2/HwZDOE8TNzZAz0+n8XbPazGw2p331oMzKmNKRUQFKDTOtXaPgzsE4DzPZV3v1zTP01RLIos+ul3ogWBZ5lozS6najKOHx4dGqoCxC53x0YbedxxRNRwsDf2h7w5d2GeAuZT7Mnd9Z5Vub/cxLaFztnuHnoSARRep3ArZkEGEKMZukbtCCUNfc1lTqny1YKYwhIaDkK8NWnl+fn4+nc+nIxBkqWtJS54LAnj/No1rKza4MSUBdta44BFoWlOIlpQq822d21y6PPsYBGGpaedw/3D65a9/+fvf9XaBwft1niGXp/ND9L5KE2EgcMF578ViaSVB21IIGL0iKRCQwQ67wR13B/DxUtPtenHGWDSE4FagIgLstRblKjKv6TaV+1J1KQzEIIdj//7DD//X//2/d7uGZi313qStqR4e8+dPl9fX5fX+dgyCzlQdwdTdyZ3Pp8fT2Rga79MKvKzr/X4/DLs+dsG7kkGqzJOkpKiwOrrdpFYmIjLYWyCPnSNs5frty2l3jGR+fPfQpry38cd3z4TUddEi4G7oEdRZEhUAoq3QCkIGuUmryk2MCV7BmsjSWApLsRSMBSJUZFEGoVZVGhD6yk1luyEoblyWptJUFFFIdftBUQQg5zwpCGBlUVYiU1orrdbSGjKjCCIAkKIFa41h0MoNlRCRwBAQoBiyRGSIVHEjYaGCKn8nZeL3CMn3aAYgAIowFxHmLaO5RRE2gMp3HzeLsGpj66wAgPA2l+Gm6zyndbEW87ogIOrGNCnCilYQjUEgVNTWam11c7yDs5s+TbkmZkCBxpmrgHQGkZC5pZpnEFRpIGoULQJzTWtep5zmxQDt93tB/Prt67/+9fFfv32cx/tpv++CA2nrdG/WauM+Bq0VQL3F230uOanIMk/S6nG///mnPz/+8B68tYjSylqXWjOBWIt1Wdd1GcexlkqA1nnrwoau8SGUWsdp2iaSrHK5XFJOCOCMZeGc8n2855Rzzp+/fL5db2ldD4dD9AGJlnFe1zWnFEJg5uB8QiuVp9tIRDWt3ObT6eDCiSjsD70xdLm+1cLGuL7rP3362irH2JXb6tZcq7cudl2wNj6cowhy1fstCUgMCErCksq6ruuyLPM4resaQvDWt1xjF01vfv/1NxG23q3zGpw/HI+NG6jWUvOaMimLGGestVzIkEcwKdXff/8UDCmXlKaSU6mp1gyApVVZVxEppeRcnRPrTejc8bwryiW3798BCD5oLhw72w/OWZdL9t4cjsP19bIs93G8WqVDzKcd771aFEBJaaFoJFgEJEOqdkM5rWtal2Ua02WsOZV3j88PD4/CZRj6YVrUebBGCUtNixED9elxH7sBvR92h5yb3LjkhYmt90PsYjCEQGKMGgcuWG+QVARQ0QAQXMfb33/9h9vJ4eTVmB9//hAP3eX1Mo6TGFnbapAKttRS5vz0w9Nu2MUYh92+cVvnaVmXru/BwPV+W9Oqqv/+7/9+PIaFnCMzHHfoSJooKBJ9J1IYi96r6DiOlbUFn5CZ2/fjIUJlntZ1TOsQ96fhvNv3Oefr9ZrSOo23lJaHx4fzw/H8sJ/nRZlVYRon7/xuv8NdHIaYUwZqiq0bnHEiVG/zm3feWmuADo8Hrk1Y3u6vrApErhtSWd/Gu7F4ejw0ZjDC0MgAWnDOxs6XNbFWBR2X25LKMjWGUlm/fvvXmi/WAUOO3npngPl8PCDAeLnfbm+7LsT4xChJOOVcs9RcUesOj9YZ40KVbJy13rsYWOV6v47zSAEZeVonY0FA8nhd82Kdfff+XdcNu92x5LKs432+BBctGlRiAURrjFnXogzSYT8MQFhaW0u+LwuLntfJRv/07n1tUsaFGzycnocdEjEYiOSQLHMREQBdlkVUrTPOEZKWsrIk7721aB3V2nJJqlRqFcVcq3feuk1OY2PojqcH76bWZFkm6/zpdHp+97As9+v9bU2LSmOJu2EIrnPOMbctbO+9K2Uax3vXO2ZW+e6jA9VWW0rZGrLWeW8RyzDEH94//fD+eb8brpe3nOu6ind2tzv86cOflNq83Mb7dLtdVeHtMi5zZVG7IahdILSAREi1NsQtIazGkgjd77OKqG7xM1Kt4zTlUqwxpRTZllMGYxess29vt9JSLtk4TKnmwqfT6Xx+8MHfx5HbVEsFAK3SGpTM1oJYzjmLsDHgvY0xOOdaq8yKBMfjaYsLruvaGq9LyLmO47IsmQgq15xNCDWlWmt1hrouns8P+8Ph0++fvnz7uqaGhMZh1VYrgiihVmVmWKoQwsbUMs47css6FxUBDR3YwC5AiGo8GAfWARlAs13JrLPd0B9eX8bXr1PNFMLeYrzfV6TvjnAB2FCWSKIIaMEYJCKytL210VLh/HYd/+sfk653Ty/eDmScdSb2IQTyHrcervHekDZWAfRdl0trDICiaACNtW7rEerGntmAlaCgaEwkzFuTQli5IcB35prBrUm8JVvIWEPWSBNWqKz4fb1pkAwRqRqB7x//HxoiUiRV/D58BlDCBvJ9BK2sKvCdorJlXLcIEkbnrVr2bdvZkkFDZA0RGQD9fjcWFRBjiBBUmL8TvVBZubI0MdYwqgI0BVFgBdgQsETbVZMQLXlSUQIiR2QIDCuiCll1hmKMXdf3fZ/Hta25ZTLUx2BLFmscAry9XkUYSclSjMGHkDM3FlVyNpIhQwYQt98cYg9ZQa2znTRkVmnYuHJFwiisAIRoVcl78+OH4Ycfnve7/f0+llKYeV7X4/HQDZ21ts0lgD+c9n0coMjydk9r5rkEcZ2zSlCXet6dT/FcCscQAWial1SKGt3thpTWt7eXHz+8s84Ou2G364/Hw/6wd9622pZ1zjlNY+ZmDRkC5NaWadnvdufTibXN64Sqh/3eEKZlHZfx8vI23e9kzK4/tNau13tJzIGOg6mpcmZtqiKkoK1tzkkUzqk1Ud8Zbajb58oEaI0x+92+C523touRmblqWqqw1tS4ikXnTAguOutLSduXbRNfrml+u0DnlWLQzs7TWNPsGQ0SdQ4J1KIYAAtIRGBaBSLjLEF0WktuTYQJ0KDxyrd5mVqqpaEL6AtKXbk2UNfHRlpLqwoGtAI3YHRkO0eqS65jYrQJyTrfheCt7TaSd+8i1Zpy+/r2etVrp/ZowlPY/enD+4fj6fFwOh8PVVvmarlSSQvXpGyis8HhSmWp85KWpfS7niwVlFtNpKhGoA9kDSNQH2IXdvaM3t3n6evLy7TMChpjrCI5p08ffy/I6M1hv5uWGYn6/U6M4Xm6z5MCsWhJ2RhnjLMGVYmbtHEytAhL4VqWaQsvP3AfxTCwWSVLm0q+pTKWVgE2ln0T3SEM+/6Xf/vJhZT5cr2t05LR1rij/+P//E8R9/o6D0ciL7XUlMrGqVbBtGabFzAZqBknvkMwfJumJc0kqERgiJtMa90VNR4RUVk9kvPRWw8KORWmhKHbx0HEYeGXby/W2FKKBeUuOmGL0EDblh7jVgHAGNvadsBq1jREMQ5FskhVbYAOURFZtNZWa2nrmowNJkRpwiKgakBJ1Wy7GVFhpT/iad+1oQrWWEKsItpa3d43TbYLoxICEiiBKiihGlILqE0UhQCRxBACgig5gxaB/ljIoSr+QRdDVdwcONs/IRIiqaIICwsCiGxPJzDGbKsBYakCKgzCBGRQCAV065hLXuZakrORa9lwJsqtirbaMKizntCAVGZpJXOT1lrj4gI5S0i4lFVFrTGtJWnCtXeEaiDVzHUisIhKqs4QBZehLPN8v1/n8e4tli4I4OXy9ve//e3zl6+ieHp46rwzIDUt9btnoBoQUGklT7drazWEkNPaWuu7zllDCK3VdZ4WbTWvzMUSBGeWZb5dL29vbwgQfOj7HZnNi4shxCWnt8uFjCFDivjrr7/e7jcRdsaqaCmFhUWEG7+9vE7j1ErpfLRoAKDVus7L5XIJIXSxG7qh5VpyKWsmItCquABmY5uxrMq1Qc4rQhRV64KhwNhU7TjOZLi2ztgoQrELMQwquLai6llUGtbCFXizn9fU1qVwUzZQi6CqMwrB3K9zyqt1FhG8j84EVAIAqZCWvBrNm5MPSYUAjIhpVW+30QKrlGm85LKINBV1zrNIy2ULESERIFSusY8nv/PBLXNa15xSBVWTGI3pOtd1znlv7+A99Z1/qTmlJZd1WXRZNGc3WIcEBrFxbbWhs/qdmWoFUAVabSWXtKR1LgBExnjvQQ0QApmlMgXvu7is2NoizQ+7gZzNnIGaC9T1Po8TN7GWpELcDefTUatyalrFkbNkkBBJQvTH08F4O63j758/Jh123Wk4HQ+PP73/8el+H9OacsoprUUzBdydhw+//Lgb9ghIRPMyy8KlJadWsI3pPk0TIlYt1pL1xlkHRlNdpaTKDYm2uYwxFhBZpOQy81izaw6tMdY5bm1LZzVul7f76Od6bIKnWtual8pFSaynGJ2Pxhi1Vr/nx1tShyESoQlxqDXc73dFib0FqpXLbV19C9GH6ELcBYSu5vLl27eUi3VueDgIcOVivd8PewBY08qlahOyaD2hUQZ23sbgS8vCNVcBi5Xb5brc7hSi9dGWsiJC8M5b01qtNU336XzcszZRrZXnueRUWs3OEjlywSIRA5M3u+NuOBwq832655YFRVDH8W4cGke5JJE27HcudITbQsBa7xrYylwbA2tLEl3sQqilrFwIHZCprU7rUphTrWupb7fb8XiOXdemBECG/K4/OptbuyPgNrBWVWMNEq3rYqzxMVhnNlR7bUVBEDHnJIrWGBYlsj50xgbnvLOWWTZ2P4IJodvtDqUUEWCWU39grhsAGgiNsaJqjHMu5sRb2m1d8zQtKaXT6WiMFQZm3UrdJdVlWlU4dn5vdwD8+HR89/x0PB7/P6bebEey7FjTM7M17sGnyMihKlk85CF7INQNCS0J0CO0Hl5qQBJaUPchWSSLOcXg7ntas5kudrKlvIqLBGJHwD18ma3v//5aS9lNFaS03gUgrjQupYUQS6k512kKJTMRGE0AKAxKmZ3o27UZrTGiQlCtSggRQHbqj1lKK8Kw16CBwE4kIyoAJULztDaoDJxrSaUi0Tge+mFQmpyzMVApAiKtllphv9NRtLezonPGWTeOY+e7nGOpCRicdSKcctwfvppWa2utAZBSBMBcayNstYowEVqrjdGllmmervcrA1unbEetFQRSWhEIKyJtLsOJiEBaKQVAi6DTTI0F2HXFddiPdH5jjGvKNuPYGiANiKi1693heHj/1z8r5rzO4KwlcfMa9p46BtnDbo0F6m71hO99vEo3rsCgrQWqW2qfvsxxYiVXrTtSWmnle9s55a3W1rmus12vnEu13pcAygnR7kbbM/xEGhD3dtXvF4oCu9JKEyrQyAKNoAkwEWiFe8oOYfdh8j9uUpEYgQGYd5m2gEJGJSgCiqW1/b7y+/EDhFkAhXemExhkvxBD/F7S9/2YAqQIENXOyCIZjQZRoWp7ouT70yD8f6hRa8KslQKBXd+576qhCTCgoMa9KxxYCBRqUmBQIymi/cH270S79Zn0/koGQCQhRERjjNOqI/RcS9rixsl1jsgKOxFTcn76tiA165R1bs8i1tr2QKVGJUyMJAwAezrBKgRmagVLrq2xVoZby6WubRPRCMRNSmFE9fbteD4fjHHr9jWlVGqJNZ8ux72sUketid4+PEqTvOZ1m3Is2LAzfe97bnhd7tpY5S0gCUsuOcS1btV6fXm8hLjGbZvut5wTKnLeWe+0MYi4bes8L8yNSBntnHVSoZY23de3b98cD4faKiL3vhu7bsvrvNyXMIUlltiMIVJGg4JK0kCjO42XlFKJGZsoUgBSS4YmClAhcWmlVqWJG+7vhc70zhhnjLeWWbhURCqtcoWaJaUaltJZ4zprdafAcIOUErfv3lwkAOLa0ppWrVgbatQS51alc353jSKi6L1LC4G4CClNYoi1AqZWuZSCChQoV/Ja1ikO/X68AAAgAElEQVRtpXABVVGR6cAo03sdc82lSUGDDFJBGjTURE5D4xJLagURSKi1pkpxJFaRIm2cYdIxr9OytVgN6+A682B+GjtwphJk4YZQCYoIdEYJYcloFShswDnWLSVeY8jJDo6MDTnWylhRkWirqog4ozrvvFvCEl6fQ00pbZYg1wIgtbW0bvjy3B2Hw2HMNVcRZQzqzKQqoLEWAQsUJM2icmZnvQisKdXSAMQYfUux5GS9HahXRKlkSTVxWUoJrWUA0chMDNC4xdKWLc7rXdcAajOdSlPYUiCyb96fuu4ynlftF9IJsWuNc2k5lhjLMkGpcr2zEFsH2nGr+b4uBNRZfzocK3NY0xLzkgvmAiDWiDNaGaOVAUDrjFPWoOm0B6e3uH59etGkY0xauCgCo4G5MTQA1GQYFAASGAQ0BrRRgEw6A0Witst4W20F97d6zjmGLWzzarQdnTd7EIqFoCkWrHWnYpgbAxPut4Kwu46VtkD7Do55/x8NAEgpY7RH8pWV1AostbQ9CkCgoaIASkMgQSAFBoSYoTFIY0RQKAAoQAzftSy4wwvfo9JEpHdNy/4c/I/Pgx2mZ2aRhtIQGoIiYq0AuDTm2mopEYCdMZpIKVLeg3BOOaW4MxZaYS2hllpzRsJa1tv96c2bBzI9KQWQSLH3XqQAcImb954QW6tEAcEQKhHWhnTnjeK4lXV5XeZbK3l+fR7HY4lp6LsUQ6nteDzsvpdWSgpxnu7327X3nlCevnz6/OmTUur9u3d7US4R/vlPf7zMc39+TDGkFGoOIJWASdo03+fbbZ4np83lfNEfftDGhlRut6lWXmKY5sV6S0ozyufPX+7TPaWYcwYBo/Xbd++M1jHEdV5jCCS4zkvYAohczpe+6+7X27ZsJOp8OGffS4OUknXOaG6cnp+/rNv1dj+QAu+7oT8hlHlO2xY/fvynWuV2u//9719TXtctKuVLRbOkzrMiw6yUPtSc5tu24LZ/2L97+673J6OHFEKtLW61sw7YQKPOHxANMzO3sDWAufPeOoNAMXCgFIVCiDGWWiAC14akus4jcAw7abstpaSuGwwiAJXKAGiM7zoPyK0VUuC9PxyHedrWNYUt3e935gLQjCHnjVLKeWOsJsJSUqtVkzJGjNFGfw+wGSLnvDa2gWIu+xUfkjaKnPGEmlBbQ4fD0Vt/u90JpXKNOU/L5ri3Q4dEgFiA7/NcJS8pLSEM49n6jjZqocW4zfdnA/Tbj78d+3F6vT99+goanDHWOOHmO/Pjr344nA+Hh244mQbhtl21hPP5/PZXb//V+Z+n+/yXP//lj//ypyzp+KZ/+/ju3dv34zAS0adPnyU24wkMCxWhyljIilL4109/klviLr65XKRl4tK1wiWSIhLazyMlF+qhc26tLMwE+nw8Lxvc51hLQ0TvfXx6ernevn75chiHcRgO43g+n/ByqCWj8LbdUXLf9aAwpWoMGA0AJcZtD4UIFtcZpUysa221wW5iA+ZWah2HsT8f6H6bXl+3sA2XU38YH989Tuu25wvLUubpVmP+8OE9KQoxAsD54XJ8uGxbPB7Hrht+/vNfp9vCDB/eviUFyzx9+fLLNs991708PcW0TdOct3y/XZ+fv0qBbdrm+xq3RCofjs73niyFEEMKrnM/Hg8Pj+++fP36fH8mq13njFHPrzMq6XqPhMN4OBz1y8v9+npfl9D3w/uP7y/vfv/pl89f//71+nKrof347uPl4c23L085V6ULMyxbeLlehQi0Tmv8/O1pjXnsDlyVVk71fc0QYyg8OWedJ2PQOe9cBwKfP38GhN1m2XWd8yamMM/z9Xr7298+XR4ef/jxba1idO0qD8PBGo0C2xZut2ldpmXOwzB61xvT3W7rugYRqS0C0MPlrXPGOWeM67rRaLct92naXp5v374+vTyHUqDruvfv3o/j8eXluq1hmdaXcA+cKpfDcTidzofj8Ph4Fm7TNN/v93latKaHi/fepFR++eVTKtu6zSHEVlutrRZhBhGoRQKknFgpZa3z3h0Ox5RSjLHrOmbOORGhtXanx7ewxBjPp3OtLaVcKx/84Xg8IkI/dsaZabmRASCa5w2VjIfed11tNYS0HylArNSGCErT6dQTKeEdSiGjtbPu8eHN+Xye52lZp21bl3lJOaac98HeWItY+171PXjvmVOtEVG1wo3YGF1Kfn19iTF9e/qaSvQjeGe9NVuAcei7zueQUfB4Ov+H//4/sMB0X+Z5eXp6ntflww8P2ghDSuXeD3h523386Uw6NllQJaX2+UQpck6Px3Fct3S7LimHnGPJNaStcOHvnCMCkEgTBqkMDKVxqexAARAget93gzI+pkZzbNwKQmUAIFQ30IIkgIiktbYOrAJtQBlGYjEMAIC7jsSYvckAmAEV4a6OFEYEQmWIDLIGo4A1KAQFLPs6GZiBhRlyrbEU3XYE8zuiuZf6sAADAlBh2PWd/J3n3OUwIiKk9jvAlmIstSAi4n8b9hCRFCpC9X1KxJ2orbVWbhWACYUQtCbnbOeddS7H2piJFDcQFoAGighw738iJKNN/Q7LkvPWGaOIWq6tVhAgBQhQC+8FD6UAAiABKUOgEJAbxg1SSKvi7R7CfVu3dRyHrvcsJkZY1vztWzCWjyfvvAextWADFiAWjjEJAiky1iIitxZTUeK44uv91poYYy+n0WmVY3t9nQ7jRWvbaoiBcwZrXWWpIebSYikpxsIVAJRRtVZoYkiPflhuy/IyPX9+ksKjH88fzo/9gyIjK7zeJoH2/ocfS6s1rEJLTAkNnM/HobjG7eXb16dvX+/THQhiisu62sFeb9fbdCPS794dL+cH77sSCzPcbtnq1RrjvXv/+O70cOydf3n99vr8XFuy5NGZZVniNiOgIedH9ebh4Vc//PTt69OU7tYQEdVacy4goFF1rgu61H9QKsCQS/vwcLwcH3c2uzXZ1rQu27ZEbkCkEWSZqj4o6AyBibHElF6vt5QTgCgFfW9Pl8MwDpuCKtWg6axB7wQyS9liijkcTwfUo/JGIQsxVFLessLUCiMAYuVmSDNzjBk0AdG8rlustcHp9Obx/aO1ft1CrQU0+INqsbadHdYIBKVU7ZXqnNLdtpVlC/clep+HXh3Go/YOSJN2QiVwvW+RGbqwfLnf4rK+KjM4o51NUp6Wa/dwtoeOCZOUWGMpsZXGBcDAusWEcnrjt5CXJcaVO4udUp6UKaWFMG3rvN5zTfRNX86HwZlPYT35rjP2eDmHGCvK+x8+rDFsOYeU57DFVrrxMB6O1nlhVXNb5/D6/Ho5HZ2192ma8tSkOeMZCYwZL5eeLjrJ/ba11hLXKAwWNSEzadZQpSZ+vYf/8//+Y5RP/dg+/nT89//D7+7zdL3N43H88vzJ6CUErvwJcFFKd8OotQXCy8MwjI40fP4aG2TtoUiICecAhrgb1OX9A1mTZZqn5LY5QxaRHy/Q6Z5IE+i+7y+Xs1SWIliasnaT/PIcQCBsWRNqFCAEbTWH2howKAILTMxIokCqcBUSAkbUSoExRpFDMCCKEBH1zkHuazGuBRQJS61ZkSBXkob0vXxGpAk0QUZiQGZkTUIKCYA0UIPGDMiIDNCYS2XFoklk92MpAkAQwX+ksRsDKBRtiGgHJoCZ96bZvcQLkHEvU/+HbIuFWSpLE2DSsOMSsnPnhDnHVtuubFHIWgtSVsjWQkoh5ZRyzGklIuHKnLUy1ugcY9jWaV5Kjt533rhSW8mlpGKMFilaZ5ZUCkqWbb3GtLGUaVpbBaM77/zeCX8+nsbh2PkRgUgrEq51C9ttuj2HNQo3UPD89Hy935+eX3OOIjjd7//pf//fxnE0SrdSWimtlt67rvPOmqevn3POKawv1+sWYhP5/Onzm/c/vPv4m7Ct3IpWqJUgVy6x5NhKNgAGSQlIqesW5jVO05JyuS/L6+3e9b2yFpFKqiiEgNN9qrX2XX8YD9R1COCsJQAElCa1FkBY55WZh37s+/50PJ9PJ2CouZZUwhpKFUtojAE0AkprR2RzlhCW+ZbmJcc4aWW16cbDiSKhEgYJMdyn3Pf5MJ6G4WwYKtdacDycrDYCUnLrvP/1T795fXldlqXm3PejsDw9vRLRcTw55xgYEZQi44wxWiklAo0b5SpIpIzzShO1htuWUFBaTCEez2dS8u1p061aEKe0QWqNS2XKea9gXLcVUIZ+3Ne6Wqt9j0CkBIBZtFHv3n3w5lAbO+dPp3Nv8eDb8eC97YRjlVYVNgYiY1xXc5PG0kQAiZS1dl/ntNYAcF235X7fX/YVZCs1tLbW3FoCqcfj8e3DaUvT9vI1pCXVBmLm5Q5UjFXLWp6+vf7lz397//iupcKNa8qrzIvMyzy9vr6GzJd3f7i8uZzedJmXaZqn6zW+LLEsW35QqEAX12M39Kfj+eE8TutLyHfv+yrBDmiHEW0lpcix8nw+DA8PF6X13G73lqrULW33GQRBtQaErXBrTRprowBQmnjryKisoLYEAEZpQhRCB/CrH2Welxxj1/nT8XA6HY1SzBVB9bZz3nTWOadbLdzwfDkAQIzLtm1Iyjrfj741LjUai9qPqO22rAwACpXR2hrn3OVyyaXQpENKaA1qvcUgAMYaJBKBVIq13hmdIYGW2tp9XhQRkIjkUlelyjD0XWcEMBc02vSuV4iHY7eskOLqlB9H7ztH3ozD+c2DvDxdU7pqkxlqSNu0xBA3Y/vxOPjOdWN3OB8aNGNNTPE+363TylKMCZFA6Habv3y+3a7bu3d8eXdCTahwOIxWd1r0abgY7YXRGHc4nK3repJTeXi6PllvDtD7oVPaCKp+POTYtjXFLcS8VNnOZ82cShYRPc8xbFuMcTyMO5yPSMJ4PF5ag9ttJtTLEr59ezmOZxFVi9xvq9baKCqlatUdD4N1XdjKNN2+fP7aOI8H/+bhAaDEWLUhra1S7nB4OB/PVrm44etL2LZ6fS1KmXfvh65z+9IkpaiUOl9OYYsCPB77jz/+2I9eKQhbDGFdliWEUGs1xh4PZxHIuTjNObawlVoh55ZTbVUAgZAQqFVoUJWCVmOrbI0XAWvNhw8ftm27Xl9TyrVmpcgY47wBPVynzSgyRislShEzt9Z4ZgwYS5TUSIl1TmlQSsdc9iue/WJFK2WIcoVSQSkTQoohaW1E4B9lNvl+v0/TLYQtpphSEWhEoK2uta7rYo0bhp5IzfMsEo2ScRh726fcpKlS0vX+knJuXLvex7jlVlsS17nTw7kfhm9fvpXK5Nzjjz+uW7guITbOgLobPv7md4djl8r6xz/+5zfvHn73b356934M6bqsT7ksSjERgEArsiYlrRl9enxU8/TtZVmXaSPURFoAvt+RCuhdH4kEACnmednMwTeNghRTq0KkjfGIZocflSAKSoMGQqpRlQatQUktgHHe9tr1Vnb1cG1KKWPM3gzOwPuveKfnBHYjZuXaapJtCkpX3a2gA2BTiF4vKcbGDRBKydu2oY4CjVkpMgKNpQjExlUaIlFtrUFDgcaNmwjAf5v3lFakFEhLpZbS9nUzfp8aEaERtn/Me1gr1wpt1+vwPt6KVmAN/uMOee+4IWdtK61VBgCjjCYNgM5aRBKBAtiECElpp4xRiMKZmVBAoUIAwap2k0HbBY/GUIfKiGDOLeW9AKJIktp0rToEEWBjTYzbNEcAssZ7fxiGi9Ik0EAaoLRW5nkttWqjDkcFiDmnaVqgbAqs915r4iZfPj0dxqP3/TAcDocjgGaZdhJWBJdlyaWGGHLOtTUgWMP6er0y1+nlbkQ9jJcWqyp40D0I9KofwOpKtbYwhfvzPbNo19nOMUrhxrs4lMgaXSvXnOL+ARAjGOpbK63W1nZV285Lc23rstVSfvzhQROUmBTC4dBZrdO6tZRJxCidC7UEJJ5bEwClqJW2TPHrp9eXp+u2rEPnCcFa8+7N+y2EeZ3naT4M4+PbN270QlhaXWOUWp++fdlC0Np41x8OF0XaKKvJbJSgxeLC0A+dPxCZEMKyLikmhkYKjEYgTjnE61aIAClVeNMf3n14n9cthBhSBOVY2rqtL7dXaxQKZ2meEBW1xqiVw46ENBNXXsIcfStcWuFWy7qsLy/PD5d32mhSaLxBRcRNO3c+jofT2LiWXNZ1c37UtmfRW2gppRBL4yaoGFZZNwasglWwESUEdpqtiSjXsM6lamEyKkl52u5HDkM7aWdf79fb/baucRjs4fHUHcdb2oLULGyHviMV8pSbIAMZeH6dlVLeI2p0XQeEqFAICVXIGUD84Xg6XIx3ZLRyDoW3VioIak3a2q4/Hi/H4fy3n3+BFh9Pj7/96bdKqRb//LK9rmGTyiholJEmylulCKMDqFKFG+YqqUnIsr8BhVBIGrQtbn/497///b9+Nx7t+x8v47kbDqfrNX17/tv1FpzOtZR5btqsfefOZ/+7370f+252aNQryJoSgCAqfTrTtuU5pK8vz7VyAc4IUwgZstEqBGNEgBgoC6vDqLgIZ5bMUFqItTbpuk4ZoxXqfdVkNBWlhBHEEHgBLSwgSUCYC2ARYWYNwAiEaBEsgVYKEQ0AATSlAFFqLVpZQGGpJLIPeN8VKntdrbTdswIogIwKUIECUBqpSWtM1JAYsLaWqqBAIyRCUYoRv4e8uUljFmksoBQovUcDAHaSfkcbWFh2A41GIhQQYAGoDXKJpeRWm7XGWa3AMlQAIaSUllIKKQIBRYKyB7sJSWKcl3UJMWzbpLUOwYrkqg0pCts2z/P9Pq2LtcZYY3PKtTYU6fveGCLVluUGrGpt8/I6LS/zcl3WXBOAOGOMc7rvzPbwcBjPvTsRGWeNc/h6+/rl8y9fv3ziqo1W6PDz50/fnp+nZRMGpXTc1n/5r/+FSHXWKkJvzND3nGxOm1Z0v19rrX3vt2Vetphrmadp3uK8tZqT0jh0zmokqdKyQtGEVmlLikudrrd1C1tIMZXSOIUYt8gMQEkElNHWWN6xK6S974EAichbp5BqrbVVAFRIORUi7Hz3+PD2fDp33t+vd6Os0TmE0BoCOK2dIiPglO6ZMWw5hLqsaZljLsEaP46jdR6IUVXrNCngXFPZdNLK2NKYpQqAs847L8zTNBllvPPe+ZIKCXjnY4zrsg5Dr0lZY3iPSWhFGpXSxhoE0DkzF0SllEHeBXoYY9GkhEsudRj7fhj6bUBUudS2bs4OTSDnysBaIakW07ZTUrWWXRVSawVAa+3en6u0OR/etEzTfUGirhu8gsEW74zWDkpmRiZiRgCllCaktnu7GRRp75W1DpFqbTnXIlJi2DGfCiLW1pSWHPrenk/j48P4eDlMq1nb0pppjbiKMQYIFZVW5Pp6/1n+Urdilam5cC45RhHQmpSiUrbaSq4pVbKd9YMLaVmX+/z1+u3572/ePJZaXE/Hw+lyOvWd//Lt77XWvh+11m4wWmvdXWKMIQbt4HQe3n98ZOa2xXkhNPR9VwQ7nYKy2/VYCIAbt1JBaWDiymtYt7iknKwzZIxCOp/O1piYgtG6H3rvTck5pVBr6a0y2hpDSgmIaE2mM6WUdU2lJmuttaStjTHGkp1X2g1ouphiy7UwD0YDUi6l1GKsPRyPtbWYshLJpbDslcrOdX0tbUfb98eOW6ghDn1XS2qtbuHujRtHqw3U2lC47zpFJFKHg+s7o5UYpc6Ho1KEQp0f7aHnaq73VNuWSyQFleu6LaaJ7XsGHg7j+x8+xBwa59f79T7fbTZCUkrZ93zMAkDMVEpd1vU+m1wLad31vte9QZdzbQzOua4fEMk6fzydbuvddU457btBkUNUqJQAl9LClkNOApUPUFFqzcJziGnbNudcN0Br0ConEGbp+mEPGh6Pp5RbDHnsiVAjYAgRqWmlhEUr65xXyi4p3l6Xb99uWoMxZl0SUqsNDofRWYegpaFC5/3Yd8nqG4Hz7th55awTriFs3CSE4GzXd/354WiMPh7Hy+XSpK7LtCz3/SWxC/eNQWNcq62VWvJez6mEseQSIwuD1qRIMWNrDABoaT+Br+sGIEqj/u7Zb6WkWisgGGO7wVlnX15XsLrrrLNOKdOYa62lVSHONTFWZXC0ndIESMuygjRrtYjsgTHnHCoA3HUXpZSslVFEINhau90mZlyWCaAiCZECQMS2LzoBQHnlnAPAmBJB0l4pAmU1Am1bWdfMLcQuc9v12JBLVZqP3eiGznZedw4b6M43RZmlApphOIiyzv/29384ng/TdP0vf/zr4/t/9e/+3f98PLt5ebnfv+a8IDZA5lpSzCUzivcP3qlye1XT62fE7eHycDycjDEo9J2pBEJUQJoFQ0zTvLoTiIUmtM3324SxFNRCBlpDESUEgswMDRBRtb0/gLHUKsTUxAEBiiA1KQo1KdqXw0Q73sMi303puPs9SytB5tvCkHQ3KR8FmYCKWUJIpVQWybls2yYqsDCLtpoEmCU3Sa1VEdSKhJoQAEtt3GrbrxMFRAQUCAkDcBURRCAEQgEAlu8Fv//ImOzCc/n+b78C3RkCVAqU2nP0qLRWiEabXQC6F6/v225nnVIqxgSiBBUDlioiTe3jJeq9MgoYEGi/pdwDZAK6ESlQe1a7NYmxhpgcaIVeKSayiJZQ1xpqxb4b+qHvupHIA4oIsSARAWJtWIoIolJOAARabVBj01CdJSJdanl9vdci55Pqu9FaL6Ks9cZowLiFQKmUUtcQU8oAMPSeCMvOSqXcCk6vkwPtwPjhzIktWcsaYqup1VCQiVBiTGC0KNLOdhp9Z1ur3FIrGYAFhAG2mPrSNWFA1MYobVqrsAfptK65IshPH9/P97mUhCwKEEViiCTYO0+GNkGojGJSSyxsSNcUlnv8S/m83CduTV2U0aqz5s35LcLrPK3bEh/H8XI+286TUblVNU9PX+7365xS0sadjnK5vBUG8WiU7VxdzSb1RWu7N6CELYYtMjMq0EbZznaDF5Tb/cqiiIkqv/fDcfBVwBIZo2IzDbhBuy/3rvNWE6MwCgPnUvcfuOsHTK3kuG0hcSuwe1Yh5/L165OwJlQCQkRkwKC6jIe3l/N4HBu3uEV+egGAWiWEEkMppbbGuQrGWjm0ygKIxlSBhiiGqlYJYWlFpEGJ8XZHjVXJhpXXKRrpeFjCGmKotXaH7vj29PbHH1+35WmZvk73bhiVs8u6tsCVhUHCFhWSNnYYeuNMaYVFcqtAWErVmkznLo9vXOdzq9o5znGNoSKKUpm5CrCgCKWQc8iDHbQoYqUaaVFQZLkvqFBZXVPhAdEY5V1jZCgVJDaJDRriLogmFG/l8uA//uryu9//9u17f71/1kYeHg/vPnwM6e/bl5evz88durjh1y8RIJ6O+adfq19/HKw+pO0mTdeCIcjhQNZq12EqUBrf5pUZUmlkiZxGoxryshZIVVsFhAh5niOyYANiSltct9IEQRkk0nuT6q4qcdZrIq4dt07AKlSp3ViS0nshaCklllJKYa6kyBJaTQSiWuGS4z7CtVYsOSKqFTUhAQLLXh2DBAIsXIALQQNgJNlVBw3gu65ZFTKsNBMxcGEGAQ1KIwBAhX/g9Nz2TDOjBq12OHOXc+6Mvewf1Y2bCCMZJI1Ewq1yq7WGMC/zMs/z6Xg4HMe+H4T3fhua19eUklIkIgTNYiVCbaz1bppfbrd7CFsIQWstUr1zrXEIm4ikFLdt/R5VFEkhEtEwDI+Pj33nQOo8fQthP0tPt/u3r0+/oFjETtMAAN7rw2jvt1dCx9Vo1fXe9YN6fv37t29fnr49jd3D8XCAg1m2OYSNa931LwCSUyy5zMx959X57O3pcBju0+1Pf/wXInq4XB4eHmJKQGS9zznHXH7+08/e2b6zUr1Cdpq81cYaTQjcoMl0vU3zL6U0JKWs19Z3vjsdJDdeQ1i38OHDB2N0SeHx4cEYOw7D9XrNOQ/DYJSppYUtaqWtNd663QW9G/b3CuN9jPa+Q1TKma4brVEAUiI0q1LKry937w+10DyHaQoINAyz82S9cl5fHg7Om5S7Zd227Xa7v5CyCo0Gt4W51kSApaZpLjkFbt87uACECIxRpeTbPV1vL7W1vu9OlxMSGGsAHSLGlNZ1I9KIOubQa8uMLEBkAAwATNPc9+af//mfX6/3r1+fvz19+uH9R+N8aSxoABGx3edpC6FksbZjxpxKrZWIus6BACLtmfjXdf7y+SsJQmVp0NouGwcErfYAFhkAKKVxk53SAQCtTNfpzndamVY5hOi0cc4rgphDSnkYBgThVn781cdf/fju7cMROOsO2VQQSzQo1aWUrtdvX7/9DQS2JXwOn1uog++sNlZD1/m+H37zm386Pbz99OV52eb/579e1S/y+3/96zdvL+eHX//l55///Kefv3z+8tvf/PNxODpvHt6eL8czCBaO92na4vrTTz95Z1jkPB6+PcXXL99c5/vRu06v65JLKK1Y786X8+NwdDky57zs5xcCgVJKy7nGeAuxWFMNPb8+3aeXXMO7H95ZhCqwbYGBfedaqSFurcaS87pM27bWh0utJzgeARwhGoUEYjT1vWdu1tmudyw7zgTWe9CmMCBRyiWEdD5cQkrTbfrjv/zJ+e7t+3eFuTausWhlBJHIdF1nnR+Hw7ptnEsrtZVSAUXrFMPz85enb18+/vjDxx9+dF6VEmMoKabOd2/evOl63zheLuOPH99ao7Y5ztclBu5tPQxI2jLLvEzrtlwu/el0+Jc//SU8Xe/LZofxzePjm7dvPn/79Ndffv7l8y/zekeSab4/Pj6O43Hsj8L05iHP0zZN622a5r/cNJqy1bK1joJiBQWZ94EBQghoiJTuuq5Cq9y6rkcwJcv1dqtRdsSREEkrIuNsxwJfvz63xs5ZrSyBLrkty6y16nsvArlk77uPH3+VC5eC3g1ExmgEmEsprbVauZbSCgDUVsEYL0x7k0GIBbE573//+9a++f0AACAASURBVH8L0l5eXj99+toK/fDeaeW9H8/Hh7dvPi7L+vz8+vXrt/t9dq7PuYAgIfV9fziMx+PIIp8/ffr7L39jKd7bcRz6vjfahZC2LVhtnXHzvACRd30IiVsqGbSGPdeUUiqFichaR0QicLvdmJvSCMCNa4ohl1Braw3mOY219Aft/Z4mgIeHh1LaFuJuvxSAUgpqQaBpnkfoem1fr685+WHoSqshhFqKJlUqxFhbk9aaMWboewBMKW9buN/jslQRORzUw5v+3bu3IWzTdIsx9n1/OBy860Qgxsh7pRDIfbq1QinxttYUuTXUeuLGOfO6sDHge+07X5lDiofz2Vo/9Ieff/lbThWM+f2vfwNovRv+8Ic/WGt/+eVvpXQf3v/hf/of/6PvdAxTSrPSwpxbTTlvLbeS6rKEVvH1ebk94TaZzm7/9Ot/vgzaU6uBlVLfq3BRC6gmsIV0u4k5MRPH1Jb7y/Sqvz1zLI0BGXA/1QEysJTGTdre6Y1KQW5NONWiciKlkEBbAuBa494jTIgAwlx2NR8RKQSQtqtTb7cp8Wa7tTswIwC0qud1LTHGUiSXFmOsuOXKrZE1BQkYuHFiFkS0BkyntFXfmyhAdvJT/gF/7l8YpxXR99kMQJhBcB/oFGmiPSpqWsNacmss0ojAajKGjCbrjHfaWiv7q+3/7zWV1v4BmyJSrTWzZAEQmPPWSlUAh74fup6UkdZaFRAqubbKhIYZa+Gwbqgqaau0FSauEEIxznrjBrTjoXed41ZLbU2w6zvfO2P0NAfnjTZYKjhtnNN9X11XnbcPb96LSIgB0VZfS6jrEvbSJmF4fb2lWD9+9DFmrfzD5c3z4Xa/z1+/PR0PJyK9hRgje2/P58vj28eu7+7TDQ9AETg30NobN3RdWZIUgMQsBap45X/9qwfsbGilkpDCx3fvlWIFLcawzleueRz7vu+Op9N1mnYizHtP6lxb/etf/2qN1dqcz5fldS2+vn9495lhmWHoe0XElbli53zXG9uZfOi2ha/X263dcs5Gd4VkXufnL59q4d67hwP5rh+6U+d6gqkVCaHmWMMWl7D5oW/Ct+v9epu3NRr9vbqjlrIugRu+e3znzLBOa428LlsMt8H7EEKrrLUWbN77t+/fjuchpHidrmUtWMAjbNebLc0g9d77vg+cQFOROi2TBQalSJsqnGJZtw0UOetP/YGrAABXjqFEYAToOl8bfv7yOt2DsxYEa4oacTgMH3/18cObNwaBW9vmlYjmeZmX5flZlBHrVN93TDGVWmreWWWpLYs0RNPZ2Mp1XQalD+cHg/D06ROTuGP3+OExEMeyFwGCsYY62fNdDw8Px/dv7fXl63+++76zAP56Ty1QEUVaK9aKuq4bxxEVxiluNQE0kjZYdzoehuPh/Y8/uN6/3G4qrGXmeVuM7wvA7T4BmXXNP69/W29LWdI937bb4oxtpb05nZ3Rf/37L4KgnVYAaSzKW7KOc8nCWy5rhAZqOHTWjiCY4jYO9K//7U//8X/9X4ydP3/++f/4v/6Tsu2nf/r1hx/frxtfb/Hnvzzf7rC8wuszIAI1U96e4tqXhL/8vCwTbIt5ecnygcYDAYCzHSIi4XSfW63j0fzqVx+sMdfr6/3LHLk9PHbGmpz5+eXmjR1c13fj7Xme11gY11BKYc0ChFqJwtSMiJJWcFOmNVG1CfCqMDkCAI1MpCwhAUFTDSCBMDU1gCFF1RAbIM0KC9UVBbvaFCIwQlUEhrRXvi9tZVJIBhoKEqGWuquTGwuj0uTHJjqnWOZnYE2iBLUoI0SC0OrOgtT79TVsG3Mbet/3nfRdTDmV78gbAhltEGQPOjdEZ03Xec655JhTen36drte52WWt4/q4UEfT9u6hRhSSuu65pybNK0MCLeaT6eT7zyRfP7y5XZ9XbfVOtv3XcirPowp5een5/0Es//1Ncb2fUfIOcc5TA4rj71StNynnCspLS0iJwNyOg2ENobYSjVsPRDmkPMSQxHG1dth7GLeiGQ4dJ1XXYc9mcfxLFt9DffSBBuDNIlNSgMUjepwGN59eHu/v77enubt/vbxnetsa9lbK5XzlnLMtTALzustGlVCfzgOSfhbDB/e/9D5vlWspQFqNT56RSGsL/erMqEbxocf3n57ulKVfuxQDTnFbS3jcOr73jvXvz8QotaKG6dcDv0JiQCFWfZ+WwERo+a0ra/L0+tT2U19XpMFoTBtURF1rtu1ZKfhAUVlZK91tapxE96A7dCd3n149K5TRGgGd4RoS9zSw+UNKRtznudb5a3rjLYthOV+j+NwUuRbo2VdYowhZoGMVJGKSCV7uqjRqK5GeLml8/GNYqsgQ2MSthq4bbWYVg4lsbSco7RaW1KcMc6qBtuS++Wvr8baYRgPPzwQU1iXNLutlvnlBclobY2ynb94b/rRE7F1FhqV3LiBIhXmraVAnHpD2mjnOyyNWhIRAmQUppqhAoMGIQACVlidFz+IGVqss0Bv/ciNyZieQGFFYtQlpacGtjsOiqh2EnzuO386D8fj5X67//Ff+Ntyg3UDrMr1jz+9dcpt07bk1EpTgCWuelD/9G/er2lpVMhJqrdlqX3vmwTB1CC93r+y5NPxvJa5x+5wPP7uv/tX67KllGJJTXgcD+NlVAeyZ1VbtdZuvHybvsSwXczh7fnxdD45Z4ZGKUyRK4pUkbSr5DQYB6rvJoKXHG51fd3WEkM/JB1qqoWcA5AcwzLPWmvvu5LytqZcGNBXtksQNNpZjQYZgIUJTX+0pdTrFElpEGPtUWnDzFBD51T/9myNG8ZehGItX2/3af4yfH6+vBlO5+M4Hrw3pdYSVynJWOeMuT2/xC1+t0RaYzRwYwRllGsVbtclrrWkGkIKW0y5nC7n9x/ejWMfY57mu9SGgob04+MZGm3hHmNSRp0vH0mNpaIgv/vw+Pnr1+fXT4+v5/Ggj/5MyNKYK/b2VFuBipZ6BbqW3GppLRlb3v9gq6gGfDqeS9/W+xa3HFMoqSnSlWxsEZvUXJdtvr3MTdhYIwmVUU6pxDWlEGPR2h7GU989jOOICGsI0z1pjd6ZdZv2asccExttlImq1irA5u3j2xDT/b4YBQJVK7mcbKmybfHl5ZpiRdHjeOn7g/cP0/RSatzCnMtyPPl+PDw//425zss8T2trcV6msNawNeMNIa1beHp6vb3Gw8F4p2MM3ErX0Q8//oq53e73dZtiWsZDZ92oNYHw7Xrl1oQlxIZMBAoAADUDcWOrzPlAw9A3ae3/pepNniTJkjs9VX2brb5F5FJZ2VVd6O4hFlKEwz9+DrzyAhEeQIDAzKAH6EZXV1VmxuKbLW9X5cGyR4QicfJDSIS7m9lT1Z9+X63j0NfKIkyavtpiAZmhpHp+uebMtbDSpLVRRCn65ZI4StOOSMhZTTePCCBirMkcUw6CW/ITtKG2Q9eAoIQ6x2m2hqFJqHnle0kmRQNAzvTWNbtxD4LRJK4T7cf9qBTSMHT7fT/0w76tb/YFCBrn2sYaqwCgck2/ito02jYggozCCEU4i7AYUo2xKcR/+af/bjR9/Pb9f/7f/3PX9UiotNkcS0SGRQCpbTopkbgeVLhfnvDpP35lxF6eXv7l/yWCEH2Ia+WSU4wphLimmEIMfg0+hPt9fvrTz+JvDkq8/3gPzSoYQ5z8parFtI6hZEDGdui+fbv/dlT9tM7+5fLydLtf8/2SKivXm35sRHSpsj1kFRsUBVKBALYJNIGQAM6IoIiZsgh8lR8A8Cb/g01v/rVOQgDTVt2XJFfFIoXqrLTVxthYomrC7jGKk35gjWhxMIoFgRC1JkUgopmZFHaNYwOiQRFVKqzrVz+CAAs0rtXaxZQRFZEhNEpZIlUrc2VhUIoIUREpwvuSUq5du1d/WZDRCjXRRnUqU4y1GNKKTMhZqmZWRFgRFammaa0aiBRC1mwbap1zQfzkp+vrxRvpW2kda1IbsQCAUBSjcq5zRt3vcylABXRnHo+PjyflvjzxssZpXdcFSoXCoCj6wpUOx/dr9M8v98vt9u23H968e9P1tnJNOVnd+LBkj2lxMcWUVG/fgjELhaen/zjsx+Pu8M3J3W/34ONyAUzV2m2HQCnTWMOqtYACFgxBN6r9acjFl/tqtO5Po95EV0iey1xu/Wlom1Gsm3P1IUVNh4e+342D1DWsIfpS0zj21tC6Tp3rgJ1SeByb5qHfv+tj8qh4XWZFYElrwRoyVf7m7ZvO2OcvT6+v5/GxffvxeHo8xRx9WKfkBdgZ0/R7Z12roTG6dWaap+B9rdE5/fjbj8Y6Z83Qt6fT4Xg8Dvs9LbdqFVhaUrKRH948amNyqaeRbi9lShEKKFAkzqBLy22ZPAT5+OG7fdM/DHvKnFK2pOO24yqYC0vkNcPB7U77N5ma+6fPcZo0AXVUXBWqWTMZ5ZxWmnLFQsi8ZjTjMGijVYFUdSoFOKZMpeSIsXZouDXKNk2bclm8xyRomBQjiGt06+xubHy4fXn1mlCRUoPaf9jfpxBMdphFoFL1GGtihdR2rXyVo+RchRQqo3Iocwo3HdYDHva74w/fX2/nIFl5zwYRda3K7a24wXs/R/yyrOk//gRaXab58jqXorTRyEqECnIEoNYS4RpTeb5oFMUFaj3t+t/95rv3D49vDofjfleNSjUOBiWu6+V2e7oNRzTO9bbNa/IpLNc1rwkyaFBVQFvXdub05nRfpi+Xm8+xIGUwPl8RZ+EcpjlOKy3wvmmbtu26tm07VCpltz913zwc5vP8+3/7H3/804+fvqRuAPbw62/c5ec2XfdNfVf0BF10exhaeP/efPurMcWn+WU9v/xZUzwcBAh0myoVBqwVELVVlkG6vv/Nd99/9/E7KcwTXk1IKd1DbAmrTiXymmHJZspTckEdtSG3zjVy1QKgSClASFVvjStJqBmQChaSRFA1AAoSGEKjlSaNoqVCQYHClUCUIjCqSiklAEqpwYC2YkA2zpUCNEpbZW0OevvAhRGACLQwMJTNQwNkUQ+VcV3my/MvRSgLVSAgbbRxrqm5xOjDMl+en4NfCYV3e9iN4rtpWRcfYypVBAQ1GiI0RhtjcgxW691u5FpSCH6dz09P8zzVkouGQlKlzK+X6+22LEvOOcbkY9iNe6VVztkysg+lhNuXz7frefHzfr+zklNNgVOMKdzOdUuJkyq16oZN24DCEss8XW/InHfd0MVw35zUKQROwZLa953WeqGaI1gljUbhWkuoYaoitepaXRXhytpQhVirVtKOTRfafsaZudRSYw7Zp5ijAD8cD0bryvnz06fn12cG7seuaWwMAUS4sJ+WGDIg2aYJnGtK0fNu1zHI4sPlvqwRWChnVlp1vXbWJAz3ECCFqlW3HysIadN0vYBJyadQcTAouiRurHXWGmNKKYQJgLRRhTmmmEWQUGvyOeaU5mViQu3MBudgyqGs8zwpNMIgGfbj6fH4mHyqgTtnFUouiYGJxFgzDDtE5ArAaJUlK4rzvn+LWmFYlnUWqUCsDNc1TMtZALSqIi6FmnMtoliES6qysnjXqSpJQ5OjLNd8aJzWRuONSwWuRoFwrcUv87UGDVJrTiXlErEWu0wlBYRqfQg5ooIalorI81xDUDH4mFZA1TZt3++6riW0INoYBSLL7AlcKVUpk1OpqTgliJtdd0MYfcVnE2EhqcAgQJUBKkuRCqRyO9Duob3doyBXEo1kSFMRkAxSiNLt9mmataiH8TDSrq2ja1v99q17fOybZ39ZVfcJ7iuDAtuY4ThwRn++lipKIAmQlMPQPL7dT16TEdupmFbmvPokUMZd954ftdbKIihZ4tKGuR27b77/JsV8u91++eUTK1Gd0p057A7dsV39EmP03i95VkSPw3FseyKMNTaIjMzCGkmQKohSZIwyTolhrmlO96ufpuSx1JKZC4cUnDIiJXm/8RNqZgRyrmuaYRhP2thUaiponHXOilQuhaWg1imU++SNcWrDlSutqDqDRI0xxrkWgHIRRklS735ZcyLHtjVt37Su0RqBC5ciBYV0yYVlG5dtrCkdQlBkjofHod/VIq/3SwjB++C9n+d1jau2ShsdYpnu8Xa5dE375vTQdf06L/fpNXoviM71QDYWZqm7/XBfbtNyC+G2hrttTAhrTgkqdl0vAkSgyUHFioU5ISbr6sPDKKxigq4bsi5G1ExLyXFZvUaTxVVIQLak7Fe/TCuR0miRyDqrtQ06EiFp2B+H3Th0zqYUU441g9bOWtSa1uBLSQCilALBFDOgLoUREUFrYk1USmKuAGKtYckIoZalVia0tXrEpuu6j796d79ffJhZMimrVL3cnphLSimmkHK6T1OO5Oxo3TBP6/V2u5zv61yd/Rof2DbCxrGfl3n16zTfjcFxN7atrTUv83S/zQBslEo+1wyE1LVtZUhFAEATNV17Op2WsCzr0vcdETLXwjWlyFIRUBvNdesc1lpEW61Ja9LCIfsKFS0RaSyFp/uiDSlLbeNqBuYiUhFBK6U1KBKtpB/c6n0MAVUFYtAQ2edcSwQksp1r29YYs53Ou1b6VhvTOO36btd1vUKttTJGO7dJ2lBrIAVESArI7FAPUMUosko7rRULViaBztowz/XsUeTj22//9uNvG9cwMxJW5rKhXBEYIIfAYZa0Xi7Pr6+v159/GTnffvzTP/1fUplzzjGlkGJKMaUUc4wpxpRyTiF5H0KMgZkRZbr4rAeDLpUU88wqiqEq2w6aPex/+P7b/2PY717O57p8Cs2zHqNT0aibNW3bDCAqp5pSAUGpwlsYt6YqRRupNebiQwpKg9YAVFhEBCoLIJIio0kpjUDMX9ndiDQe1OGxjCdqO6OtAmDXGGu1QD2+ZTfg24THvRkH27SOYPPmFaNJKxQpIJUI+65NyAmqIhJdQRhBCAAEapW26ZVyCycAg+RALIiGqiwqMkiolELhKlxQRLKUhGYYzcY+AtGb5ELoer5cz77kcDyMY9fUIgAaAISAFKFQieSxkgKERmOjsB/cUFcs6+wnTpjyjLGBru2s0VLZOWe0EZGu2Sllljmvq2euihp7aNtulGqm+ulyn+bbfVPCN323rjGWtD/qec4vr/M0hw/fNuP4ruuGy+Xi10kr64yrJV9eA3MlVK7vbLMj5HEMY7fb9YexHaicr/lWQs4EJABC47AXwMS5cok5uFYrhYddN4zN7XJOITwcT03TGbQ55VRyrHmJMXda2q52UCrmVqmuoYORFnJIpUbmKJjduO9al8mzp5xKqdm0ehi6bu+enr4syzzPkzUGBfbDbuz6se9Ph/3QtaTkcn85HI+Pbx7H/f7p5Xl5WUNIRMqR0a4TRtKixx6k1hKX6aYU7fbjb373G2ONILDI8Xjs+6EgFoVslGpsBWRQfb+vlVFqc+yWeykR7veJwFjlrG6kSJg9Rz52+6EdW2ODdliABDVpTRtPSuUC5+vSH9KxGR7ffTS5zFhjDKyhaGaCCkmBGmyPSpSSbjB+zYyZLGhLyjrEcVl8LZUIUANaUr0x3Bndt137/HROvhKDFjCIirBpTOuMIr7cXi/X2ji12x1Vo3dvx2JV1GtLJUaJWSpnRDTGtsNQQajk6pFzAQEuUnLxpd69vwZvnNHHvZacwxJyAUAEzpJ1a7A3WcISOczzOQQg9CGvc8zpZqzRipC0QI3MrbNEmErJqzcig6VWqbfd7m8+fP/tu7fH3a6x5lM4+7hyTsUvcZnDHLo+27brxuF+X5f7ej5PDemx7U/705vHN23T5pxd15laVOO2WHhi8GlCAWGI65KXrBI8HtrjYe9cY50GgsyyG7sG4Pnnp3/7bz//6afXnE0J+MnWf/q/P7083y7XQmXXdtn0eHgw+56+eXf6/vuH2/m63L8kf2k6owyCAjLAyLUwIwgLRyCCoW3fHN6Yqv3s652tsWIqGUq11ug1IyoJhdaytM5BR3XFagAQ9NZGAgDhupErgSsCKABDpI2WKlzSBjUxRFZro7UhYkDCLUEORGC0SsFPJRHXVtvOtp0bgRERtQIGUAT4NXP51bKK/z/d6teXCJG5TLfrusZUMVZMDKVK23bH4wmYp/vt8y8/cUpGqb5vnXVa65LLtPj7vE7zEnLKqXDhDRa33++v51cQ3o1j37W1lPl+D2E1Wr95fDf0nTEGAHLJpZRtCyKEMN2nw/643++VJmPslpYgIqWVMRoRN2XD9XqpVYwxDw97ROVDvN1uKeV19UQIAiXz+XwutbjGgkjJOYRwu91ijEopZjbanA6HnAuyKKVIYTVFEVljq7Bf1yX4VGqp7GM4drvuvd2eyqQJC6aYVh9yzsu6+LB++/GbdV3+8R//8Y9//HeW+vbt2+PxZLV5/vK6LGGZ1nlaci5NNxyG3TgOLAWgDsOojTa2fX5+zflibGttW2r99PnTMHZITES5puv1vCxrLWDt4JwNPueSAXFd17CuOcWay24c3717BwDTMr9eXsdxVMZUrss8aWv23f7z589ceb/f/erbX+WcXp+fubJPcVoXvwaNlcBmKvvx9Pbt27B4YblPU9M1zLVwziUx52W5O+dEIMUKTMDEDE9PT6CQicexB7ClrJsyCwBeXp4UTV13HPrDuO+QoHI3L+fLdZ7X1Vq7rGtC4aS1UaYBRQAeS6mlVoPQNK0IvLy8RO+tpr5xwMLMpPS0LKv3LPzm7SORyqn8+OOPXzc+FcYYVj+37bB9qULwl0tVGr759i2SeB9AFNevjhLn7Ni0WudaSwhe1aA4a/W1Z1EQEEjkqyskssQMpeSuaz92+/Y8T/cQgn/c7aXgHFeGUjClFNbrbbdvg/fHX//q2DZtkHX1W0mpld7v9x8/flym6DE1zk3Tfbqtnz9/eTy9JSIAPp1Op8fdft+7XnWjOzyMttGfPn/693/7Q9O473/9Xdt0tXBKNYaSc75cLwD03XedsdpYfXo8bTT5nBOSbZrWOhNCQMRhGFrVPB4eS8nn81TSEozW8wwAtmmM3v5GstZqa56fnn7y0+ewnM9nLnXXdk3rCKAI55xy9lLrx48fEdS6+q7ruq7vuq7v+xDC/X6rtRLRMAylJO/9hlj0fs05lvI1pfT4+OZ46Luu3aBMy7oCqHlaX17Op1O/P3RN0xCRcwYAjFHD0B0O+7jGeZ6naeq69ng8OdusayCFSPL09GSNef/NNx+++eZ2vv75xx+/LuEQdl3TNHZLdjVNM47j50+fUCDnfLtf79fby8tTznnD2Q27UQOnFIGk7/sPH75xTRNCOF/O5/N5XuZai7VmHHdt26x+rrW6ximtBSwR73d7rduU4Xy+pJiVpjdv3oDAPM0xhlo7pWj712IMRFS5llpGZ/q+NbYJIQrAHun773/o2zYF/6//+t9Xv6KC775/R8SlJN72OohOD6d1Dcu8MGApXGv96aefjLWAcL3dmKtShCApheBXIv34sOu63eV8v1zPXZd++OG7ed6fL89Nq0kxUUVQhKBItOacJeRgVN80jSZ9Pv98u91SrCIQwuo9nE57UppUXv0l5agNPD6e6C8cCL+m6ZZLBgIqVQEIoWilnGtSkVTyFols23a33zHwsi45R+ca6yzVUkqCr+kvZ7SNIXgdQ0gxZqVILAAAaQDg8/lsGt20uopWBTXrbnDOWZbG3z0zCEMIiQi0NsfTsXHtuszezzknFtEaSk0hZxBwDQDoNSRCTaC6XoNorfXYjUM3Nk0PQFrpLTZvjNKKtCaliRQqhVVcZQ0AVtuh7bqm0VuYPoQSs/fJNe0y3X/+5ee///u/F2Ef1hhjLqXUGnOG7YCREiZRFf7n83EN8XL9t3/+l3+vzEjAwjFFkcoisqUkARAFv8LV/udULbMNXUPOuRB9KlFYtkEYMzw8nP7mb/767TffXG7Xz5+frveFGUqBZYlN0znblQwpphhSrez987q+huSX5b4sU0yL92WNkDJtc2ZrUOjrLyeltDLWWG3sVvIRqm0xtR/XcZ+GsbNOK42ArDUCYpXMUhHAGbNlM62zCCybpw8BkWtNwJUIXWO1sOaKCMIVRQiEEEQkpwoApeRaMpFGBGZe1jln6bp+vzsO/agV+XVZlykEXzIQGhCKodacai2GSCtEgN///pcf//Rsjfz2N2K+Nc64rSSstbaNE5Gnp6dUsmvc23fviJQgGaWn23R+OW9Hqy323zad1qaydG3fdV1KaRhHUqa5T1+eXqdpZUEkezjy6XhU2YfpWmudpqmiPDq7ruttuleAy+22BD8Mw+n0+Pj4tmma6/UaQmhb9/j4JsfwX//rP59Oh+Nhn2NsHLw9nb59fBemZb5PL1+e4uKJubPWKd1o4zr3+PYh5fT0+uWPf/rjep/GrhuHdjcODZlzKGH2uUm5hgrFh7CuIebMAJ98OF+up8c3p4eH/W7oCleRp6cvf/jDHwih79rjYb896Rrjnj59Op9fCUl3rWlbp83i/bz6UlgTNtZ+/NXHd+/effz40Ta2Su367tuPH4/HYzcOpZScck55y44ZYwho9j4txVqbc0k5x5x3+/2Hbz/89re/XZZl8WspdbvTnq+X6XZHgK5tG9d0bUuIIUUAOJ0e+7/ZHY8P//AP/9A0pmls44w1RikigC+fv1z0hTaRGUDwQSndOAopdG0buX7+5cXH8Pb++P0PP3RdX5b+6fkKqJRSxqpcOBfWOhMJEjWuE4ZSa4wFwTRN+/bN4e6mlLLRLufsfZjnpTEHRU2tdV79ffJb4xkJ+nEwmpjT+Xz1a0KQ3aiNdcMw9n2XK4bMl/vKAls92nVqNzaHY7eRaXy0wUe/xOnuNYoCXPz05fVLCkurjbNmdPtSUqhhXdf5PO9OByF4vdzvs6SCpNUm7dQavI8hlWFwtrHC7JfVbXWIImU1ck0i7077w+NJiCbvlTGmcYV5Xf3z9bZ6D8BKg3WmH4Zxd8iZX3m63sJf/eqbDKZ99wAAIABJREFU3/32r/7ur/92P+yXef5v//r7n37+8/l+ZSnGqSLVx9UbwkrCkKtsGzbONV3bd67zcYk5FMkANYRFN6ox/O37DpUhbdd1/S//5f9cvVhj37w5vnkzPrx7dzo+GKD9OHx49559fiVqLRnSRcQAdG3HiNdpcc7mINfzOram1VTD+o///F9fPl/CWn/47enhzTtj6dPTl/m+KgvD0IAizhmsy4lfX/zDoW+c1tvephJGFKip5BxCrGtgREaoORGwU5hFkAJ5v0z3HAIyEwEhggCXlEOIy6K5oNWNwlLZxxInH0NGxL5zRmcukbASspBsJpttcRZg4yULCihCUirHVMotllsRVcEw6cpQUlGoETisHgS6tusatxv7rmlBZJ3XZV784lOIAmC0UVbdbrdaqybiytaatm03QPC2Y9Z33TiMTeNq4Zfn13VZuVal1FbXbbjteZoK5/fv3xujQqz3+/X19Tnl2DRuEy75FHKuIsAsADWlZK1VSmutSyk511oZEUquYfGcK5cag48xcq1Gm1oql2qsda1Fga+tTmuHYWia1qfgz15YFKJxlhS2baOMahSZ1RSuG9uscsklnU7HDx//7ne/+yuR6sPy/v03StH+sKvMMRWljbasTVE6KeOUNuvqtaFh159OBxbOuTrnHt68qQUQ9W5/CDE9Pz8xVwTWWmWGnFNKuXHduk6vL2elHHBlLtfrWVgIEQEOar8/7Od5CsFfLhcBHna7pmlEZF2WUnLfdsZaa0wMIfiQU2msy2RKglpQa61Jb+iF2+1KgqSo7ZqYUqmMAAJ19fPzc3n3/l3bdATw+dNLWJNW7s3jexFYwtT1FrGUHIfevXl8POx3r8+3lESRquwhZ6VV5jiMw8Pb/efPP6YYf/n503H/0Df7dnCp3D1LLqyN5VK4xMKskbRW4ziOfbsfhpeXl5BSne+5JAEhhdYZEQgxo5LdbjwcDus6T/daOaQUQUAEiBQpBoZcknO2bdt5noMv02293a67zg27/dhy34MxoEhjLQiSS6acKyoCqiBcmQicMdXoGMI0+wBmKybDHB1BZ23fO5/KGvw93ppe327Xf/p//rGxevfeRhsFoXCdl+Xl5WWaZ1Tq62ql1qkkrdXp4Wi0IoXG6XHfN51jqMZqJEg5MmVt9MPDw7IsREobzZy3nRlSBkDu0/U//lSda5RSSmHKOcTkGuf9mqc87vqNeEmENRQuPC+rYLVKbZgCUoqZRZCIEDHnnFavlDLGmpratk0hVuZlWbjWxftmPxCpjRqVc00pW1sRt50rzSylFK7m5eX18+dPzhkiYub7/b4sq/dRaxN8jDEZowFSSqZpu8Y1SOXyent+fn56fgXg42F/PJ7meWaRkhOXQo2z1lptaq1+9aY1WmtEqbUY61xr1Nf1Zcg5N417++7N8/PzNN3X1Xdd27ZN2zZb88g11mi9LMvPP//89PSkAJum+fWvf10K+xibtqlcq1RgUFq5xrEIILq2ff/NO0AEJBFhZkT8i/mGS0yARSlc11UprkzMrBQRqFyS0ur0cFKknXNIyFKs1fv9+PB4ZBZjLTNfrmdm5CpEIACfPv+cQlqm6X6/KY37w+6HH37tw/Ly+tyNQ9+3zjXX2+1yufo1PDw8tl3ftm2pVUQQ0PuVmY3RIfiSs7A0Tbvb7btuuN3mXFKM6+X6knM0Rr1584Ylruv0l2+C6tqBHebE85xguivy83IBSP1glCr7ozs89KSqMWQs3+bPXAWp+hCNcta2XCB48SsQdvhVjKaK5JTrNC3KWK01gHi/snDlAgha07LM87wgkTZorRnHcWNtxhRSis6Ztm2naRHmXBIZ0KQUoeRirWpaR4Sudd3Q9l2/xqUya73t4qK2TmGjsNU0cFFSclx9rRYJWbDmzFzalgDi4u8bDlGBWea4rrUkbF2vqSE0IgpB0VdmB27C2s14RIRFdGUCEWdNa4xCJGYFYggMEnKZrudaMgpfLl8AhLnEGIUQCUrJQCAgKWddnWZXakFEIlRalVxKLhvsUqAyfuUdAG5DQdlmuQCIBMxcZGNmFitZgau4ZvFQMmkhDYigbCQTtY0Pj003vPcxVsZawPtktFNkvU8ppBRSLjXXkKuPSa2rLCvERCFizIZ5aDvbttZYBBQBQRBUikhrrZXazAdqE/Aioms6Zwt+dYMzkCBtVGlmQRAxmnIupRRmoQ0uo76SvhFBKrDUVCKQUkTMFQEIhQCIUBhApOb8l0sPtTKgrfcsXEB0LbSuJfpQckHRrXsQnecUb5fFGtvYtu8sCKewns+v8+IBueusdU6bbrOcK8KUE4jEGEullIRrWecM1gmWy+V6n6YYY9d0bdM6bRVSLXW6z1JL07TOtUT65eV19XGaZhExxnjv05fP87JyZQ2wOxweHh9DiiJyu91ERGszTVMtZRzGX//6h8Ph4Bf/449//vTLL9fr1Wj18HByTu/GndGm5FxK4ZjRVGN1RTAAUEpnrXINAsSU4lKdVcu6XKfb6/lZcnk8nH749ffCNaew3hesvOuGD+++UUI55FKSNQpQBFAZJ4RPX34R4NPDg7GtQgThZbprrbTClLrL5brOS8nJ+8SMu91ueDyBUeeXl3boT4+Pj48PUFlqFa7DYc+I/+MP//76+ppTOhwOqCiltCzL05cvX56eAPFwOFTX+NnP03K7zN6vOWcWPh4fdrvRaPPpl88vz88xpePp2DUd13p+fr3fb2Fek4+dbWpOn375WUS6tqslS8Wudb/73V+lWAjldj3Xkq1RGtXmErHWRYxSa05JGa2s3g1jlFxSsBqc1lzqzz/9NBAZ071/90FptNZ0fdsTKE1t56zVhcv9fi+ZUs7RL97mti21gDASqhij1mYYBucaQ0NO8vz6Moyu6993bbuuk0i1ViNKLlxq0QasMW3XCvDq15w5piJSiMQ11Pa2bXsuESHN+VVpI4hVFdWKJbQsvXVaMK7xy+U+z2HX6r5pFEFMERSEUq5Loa42nWv7w+znEpJU2URuqKDptNLaOL0dJK7nM5eSuFhFRMagaTRR41irTPTL6+svz89t4zz6tcZQStN2wzia+1JqTiUJigCT4q6HplOF0y+ff3pSn4XZdfrpMs/rDbXknCqIabdOpFJGt71CiX4K6+JXs7bKcSo1xJR98jMaASO2b75993Y47n/+9PL8Oj+9xFxhHLBi7trdw2H37nTsXNvaxgj5+xLuq0MT14KkHodjFcxVdrpV2kgL3YOpIcbr/VP8w6lvPvwvv9JkHr/Zt72tUlDq+Xpew4xcOUpIlVMl0O/f7Y7jzjmnQbikEP0seY1+CSEsMaUKgkTW5OhRuDVKREgbZVu/TCUF4IKgBIWBas05hjjPmCMbKoQaCIrUxN5HrdTxuOtarGkFLihMUAEqSP0qOeKveoUNFAUAJaYi2Wdh1KgaZYmAuHL0ngC4VKts61zfNn3TKVKl1BRS8rGkDAyKlNbaWptiBBEE1Fo755xzKMK6OOf6vh/6vu97AEgphRAVKWttqZv9JotITqnWkmsI0QuYUpJIRWCuRYS3zcCNpaWU3uyBpdStz70dvwBAa7MN+vyy5pxLzjVXZyxZstaBSI4RKuuuU6Q3aJY1hnoy1uSaaylGKVRKG62LblpnnAYgY/X2fGUppcamdW/fv/1P/+m3fd/F6A+HwzgORGid3Zyz+8NR26BVo01Tq5TCqdQqdQDsh+F6u9WalTbGWKVIBJu2IaXarmXJIllQjFE5x3leQCBnuN3WYdgbrUiRJE4p1VqtMZVZhEvJpRSutZSSYhThnFLhqpQaDr2xNud8v03zNPtlUXslTMhGo2iyCKrWvK7r6+uL1Xb1IZfMXJmrCCtNgpyzByiITFhDmFefGgulpMLlfjuL9G2jrdata4axc9ZY7W63JYZ8u99qFW2Macz+eHzz5mFd58v5NYRYhlI4YYHZl4COlFLaIoXCrFEJoNK679rT8XDYjffpPk1TXosIAwqpTaNbK2fn3OE4vn//5ssXCXHWgfJ2ZCilabTWCpWUUqw1Sut5WuZ7mG7r9XpVMFQ5oUKtSWkhJBAUrjEHjJapIfwqckBCYyxoVzmv67RWFXMVqFpLKUEsNc6mCkRgnXnz5kEZeH19+dOf/mOMDsbVWud9vN2m1/Prsq7MrLVmS9poQHHOGmW4iLZkrNaGUAFDVRqq5MUnXbBy7brOmE1gKMyCRE5QBEvhnMrl+tp23TjsKtdSEjML1Fo5xGCjds5Za4+nhzgt83UqtaASJJWip1qcUlyKAJFSW4Om5ERE20V9OByWeclLKHlTSJPWWimNomLMwYetCm2aLudSyhpC2ATZ1+v19fx8Oh36vjPG5JxTSjGGnHOKOaUSQjAGQbRSmkjXUu/3+zRNOUVn3W63Ox6PzLyuS8mJuRCCNVor7dcVgGtl5iqMOQdSgoqN2W47hrm6xj6ahxjDuiyrD1or5hrC6r1VSgPImzeP031Ka1jXdWjbcTe+f/8+lXK53TZ8uzZ6m+pTJUBCQmP06XRMuSxrSKkgoogQIgBUZgCh7RhaBWGLm4OwVC4pZWP045sHo+wGAywla62VUW3fKFLWuvs0z4tPMVnXEqpS6/MvT5fzfZnXrrXjrlOa+r4jDWtc+6FzzjLzPM/X6zWlcjiejLXW2Pl8TikprVLKAiLC6+q5stGu73fWNaXUlEIIIaKvnLTGtrXWahbJ2eacQIBIWdfkXEuOOSeuM6LOxbuGGtuVysfTuD8M83q3DpzF+/VcCkClXKomQ0ix1BhKDNy4BgE3aXWtst3wWyRtCIBTrimnXMIw9taZWktKRQRMo5RCYwyAijGvq6+5uKbt2r5WDt6XWtvWOWs04byuzmnnrAAYY4w2zJBijiEBI1esGY12Um2JKs4QM8VVZW9ZGBELcPRVgMaxV4SllFJEkSEyqw/Xy7rOxagZWDOTsBamLT+4ieE2yCeCEFERrlKBWRNpRKmZgJ1W+77rGtMYbTUqFK5pWW6KUGnKJZMmpalyAQJAybWW2iputvKJAC1ZMRVU2XgwguwIRRiASRMgiEipIsCAqIgEoDCWjH1T+zYaw2Kq7klZsQ1pqxjEtPOafr4t0RiLCm3DlbFWAaqKMgLlurXkq87F0cy4lJz7lHdZSlG5Oq4IxE1jrNVKf20lbww2JEVEuInUgQBwe7O0Uoqo1MybWx1FgBkYubKwiLBklsJSUknbaF5pws3ztMFSmHMtBBZRQeXNrSdSAQgBcDPkyXYlKqU0kkPMpdTgKxdfa7i8XjTpvutOpx2hAa7X8zKO2Nje6C4GP8/5y5drLrUfmmFwxjaIFsltKRtX87IszLVr90RORGoGYzWQ8t4jQNd0XdsP3dC6RiH51eeSnW25ovcRAF7P59t9FoFcGABKqQLZe//y8nLsXNM0j2/e+uBDiqkkax0QZalt1/fDeDicUkw/XX7+4x//GHxg4azJmrv0Xd8NALXmqrVWAhJzTIVEeuug7xUQsATvQ0qJ6wR8m+6v18v5dh0Pw8dvP/5vf/N39/vt5enL+fm5Ua7r2sf9qeTica1clKJcqgCRNiGXy3nyfshlbNpWRBRB2zqttdY6xfi0riBslF7XyIxKOdd2YEiI2rY57A+HhweoHIOfp7tPqdyuy3R/fnpCwH7oV++3Cef5fJluU9f1wCBF/ORjTCGGy/UKAM65vm+VMsGn++2XL1++MLNVdmgHAcghl5hr3iJKKYVQmbVWWtF8v5EyRHA87G6Xe/Rpnm8ixRoFDJpIKyJEElBIrd1M2koIcs6aYGidUZRjnJdJ9ft905+ObeVCmtq2d42zzhirtFExhWVOiAWYN2l2jBVRO2cRKeewwcP7vrO6jaHaSb19e9TGWmM/fUrer4BSuVSuQNg2tnHWOUdEG2rXONNL/yhUgUibtunu9/OmhOiGVinFXJgIodoe2t6qircU7kv0IZaqfIqKsNZiGltFYoFQwKLpd/31nnFNlYUIlCIyxtrGOKus6ceOiEpJyzLXVEAjfr1OFThbtU5E1xjWaZLKYgs5Zdu268cxV/v6ysIxBR99yAGo7g6OjEzLbV0nELDGDrtx8lMo3vWWkxRhMsQCWRBRaUe2QJyjX/xq3OPh0FmrJSOHkEOIMZbyYXh/3Pf70/7p5QWwaEvAwoqnEEKwUGpr9XE3WjJx9mFa0xot2RC9ICurU0oC0hnbNR0hJh08VyW4d+qvf/Pxw9s3Xduars1Sp3myGvvWfHkWRN6IvBpV1zT9w6jRKCINKOt8e336xU+Xy+vzuqyZoQgq6/p+CGHJMUhJjXPdMA7Hhxr9ZlPgKiDIerOm5uzX6utSs8RIIlC4RBGGtmtIUu0IZOIcgDMw/+Vni36ACLNUQRZgzoUzgzKNcUKGTNO0A2nLiLJl8QE1EjDUVMMaEJFFJDMIEihDChCEIcf07s1b5xwA3G83BK65WGv7fmicq3UjJbb3+11ETqeTMWb169Pz87r6y+WWc9Zaj7uh69vb7YwIAPLNh3f7w/D8/Gy0KjlvgwJjTN8P1jQpZSLKOccYt2OoMXa/32800XVeU0rMTIreP76zzolw8GFd1+RDORy3YD0gGqOcdatf13VNMe4OB+tsBalr3XSqAEAGyQCXHNMawvr9r7/78OGdCP/+979vGvOr7z7ebtecEyJ2XT/0u74bp2mJIdciz8+vy+pzrff7bZqW8/kKKCwQ1/V6m3MVY5qYsjbaWG2sKSWufuq6LsT19fzsfWib3enhMPQ7Qqol7na7y/ny808/9V17uZ7/+Mc/AgghvH180NYu6/rnP78g0cPjw7cfPxJAiims6+1yu5wv99utpmoa53Tf6B5BYijMdV3X19dXAJzn9Xa99X1PCgV5HAfbaK3FGsh5XRevFezGruvG1S/zMt2ms6K66998eP9WG2wb21jrxyXn6P1yvT0vSyBtfvjNXzVNywwpiTHdw6nvu3Zd1l/OPz4cjubhm3H3zTLPpXAu3BqzAeWQSBvjmkYbg4i11m08LSAhrJu93TjTtI21BnFzdidr3cbYbBqnDTJkZvYhCEDwyfuwLuttmqDGT52q0Vrqxq4DYeDKJcW0quyUaxRuHZYKAEpR44wxBMiFM5He77vusYlrImSBDMjH0+7j6cPH796TlmW5Xc7nT7dbdPdx3CnSzHA4HFmAmXf7fbRFiWqaBqtKUqxWTWuNoXWdyfCwa5CgSs4xGcGcaslwOp0AwPswDCACCLg1c0uu87ISEUP2IWxt4203RhuapmlZ167viQiImq5tsZQaUg7Ty/OepTcN5rzlTWnD1xEF73NNpNS7d+9u7natr03bdE2jrGWLwpVzmufler0tywpARjsQCtET4VbdbbtzAKSUVkqN47hFrVLKxuphGJyz26c8TXPOZV3Cy8uLsDw+PFjb7MfRWdO1TYw+hADARGAMOWsRYF2XaZqBSStDRMs6pRKHYXh4OD0+PCCg1YaQPnz40LbtuBufnp5eX19ez68PD49N0w59/3f/699y5evrZb7fFVLXNCkHH1MuyYe1ad24G62zueYQQmUgwpxj2w5aa2dd1w1EtNHdRQQENqiMtcpaTUoXwVLy3fvgkwI1DrthGDe9eE4lpABJSikhrH0/NK0p1bEwKdw6WTH68/n1cgk5Y9cTaVWYf/nyuevd6eGACEjIDBvzHgC2dkD8/4h6kyVZluTaTlWt9SaajMw8Xd0qVAF4AjwRPk74///AEQWPBIlCoe49J5vIaNzd3FpVDvxccpyTkEgJdzPVvddK6bcfP5jZdx4REbA0riwgaLQ/PTyta/zx48fr60vOGYnGsdvtBufxejtba4zZzCWCSNb4sNzv90mYgRigGUu97/fD4zAOvjdADOfonDXW3m75Ns014vOn56HvtTLLEmOMueS+H+mnBjqVXAREa2hc8HfEoQAw58YGQPWDd7611gQlhDDPizF2XUuM2WgFQETa+65VQazHw3G/H7Qh/v6d6OelYmuwoVZhXdYYAMQ4pzrbMoXGaV2Xe2utlcIifWucS15DAqzjzjw9fUWQeQrTFAx1nR+drUaJxqTQk7YARpoGJtn6Yr+TSP4/uYnCtckqLMAFgBGb0dR3+uHkvSGFopVwS5xWoKCcct4oLqQACXIrG2oSSUpKRajrLKIwt7k2bZT2KNgAwWjqOr/5bK3TWitE2miRRGSM0VohEQh0jr0VAUHskZSy2vXOGJ1r2Z2m1+v/fo2uVa6lglLMwg1E0GivSOdUCBWR4sZV3qtcAJoAoxJrxSEjAilAigDcWhZgAFEIQAqJAEgAf/ccbNoDkKYaEiAgAZI0aa3+dGELQhPJOSMhEJXWGpACBWIQETcOrCIW3VoBZqgC0pCIELhtC3hURAQkShtjER2AAlCtwRrK7Xblel+X/PLjfTfuTg+PMSq0GPJ6uwQFztvGdT2fzy8/vr/8+NjthtNpTwiNVcyCwL4jY/q+N3EVIv727amUmnNqrfXDQVkHlT8/fa4Hlsqd653zisgohwhfPn++Xm+XyyWl9TZNMWVj3bIstcnp9PT12zfr/N///huk7rTfPT09CUiudc3r++Uj5fzw9Nj1AwNcrvf//M+/nT8+3t8+Hh8fn5+f9rtRuJRUjNWtsrL0+PjoxEkst2l+fHh4PD2ax+f7ffp4P8+3KzO3Uv7+8mPNKcQYluWf/vHP/+Nf//v/8i//+n4+99pA5mQ6ayyBQqjW6NPxkLb6jcASVkjVd7bvbOdN501Yo9b0l7/8RZMqtZzfz68vrzGs4zAgglL6ep2KJb/vD6cTM99DuP/1PzWhcAvL/OP1xRp92O1RE7B8XD+U0rW0eZrjmqzxp8Pj2O0UmBgyoRp2IxLmUlttIYTtjs21hXlFgPk6G6Wddft+J61xrpnWNQQE+Pz5U5PWSnx7+e14egZUb68/YojC6IzTCkBTic1Y0oQxBObW9/3D8ai0DjH8/fV7hao17cYhxFDXavuOmzCDIqeNU4aU8n2/63qPCGtcaoHd7gSgFDkieXt/DWE9HI4bv5aIlmVeV3p8etCWnO9c9ycEiim9vp1TjqXkXGKthWs1xvRD560BZuNcPwze902IBVvDkGtY4zQvMnPithYYPfmOcuC05iIMHqgHxahXKAw1wyothqAVdZ1RWgOC7gwDMOp+d/Td1YZJAwiAMtr1fTcMruu0ta1xatn0viOpOUOrYAwgpiZgHXi/ImA/aIGwhBgXDao/Hq21o7Af+oaUSr7eLvfpVrk8PB5LTefbiszWOCL9dn19v95Q0fPT/mTUWvL546MUqZVTbRaNEJBRJaVWct+543gEebjP5+t0Pt95nqsCICghXJDS8URu55c136f695eboXun87fnR3140AD3da25IIMnm6nOS/5+OTOI6213sp8OJ4XwGn4dd/0vXz79b//r//j26dPTw3HX9xHUx7R8/+3X03H3+LB3hsIyCcIw7rx1Vnuj3NvrudamAVotscQlL3Oc79PtOi0hNzTO54eT0QS1xOXOyUirgBSXhXNCYQQAQWFprbRSoNVWc16XcL96pTQqadT53hkCzmktwlPJK9cILeO2ruHGDCLSpDVpQszSak1aO61RadNQiUDNRTECKRZAIktm2Ntt7GG1BgCttTt0fQj3ebndl9v9XqXZzvV9LyIo0nd+66iUUlItXEutteRcS2Vm55xSKuc8T/P1chOGcRyNMY+Pj4fjbti5sCy1ZiQYhq7sd865ZZlLKa2xIs2NL5erNUlr7Z2XJqnkUqpCbZxWzrXWpGlUymqrFDnvnPcsEmMkJASotU7TxK0d9vtaCiEZY1srBOKd3RAugtB33jlbaiqlxhQBZX/cHY7HX/4k375+I6QfP36d5ztzN91vb6+v67oqpU6PtRWOawYhrY21Runr9Xb79bfflFYPp/0ax9PTqZRyvd/Plw9E/fTUi8i6rvMyOUdAjbk8f3o4Hsf9bpzuay2AICmuW+3zeDx+/fp1N47n9/ec0zxPz8/PAny7lbAu3NrT0+PhcPR9J40bgya9H/fXt2tNpcQS5tU1FK37zhmtABtLVUilZAAionHcj+PYpIYwr+saUyNqrSWldCmNpQjLuoa01pxXTeCs3o/D48Op1Nhqvq+beiuzlK4zjWttwszX6/3j48aivN8Z061riikhkfFGQOZ5FhEA3Czq+8GeHg7eqBjj3/72t7fXVwHZ7fZK6U2X3Fpj5n4cDocDIL68vX5/+W26X0WAhbVGa22MSWJD1bRBAxYQlLbWgXW17weBdr9PnfX5aIiIK7dWodXGLecCS8QmWJGQQCTlmFs1lsadq7nkigRAig8PnUZCBL83DUvFer2eh123249EHDPElIzJu517OD38w5/+sob0H/k/c3mfl6BES1OGrEa9O+zHofPOAAlQQ8Wlxiyx1PX1fAtLkkLaKKV0CKv3XmkNLCEupVRCtTv0ne+0sbW9tca+s2Ro6/nMIXjn+mGotSoAa+3B7qcVbpd7CMugrRk0VL19pVYpYy1ZA2Emoq6zYLSxxlorIojovdODi3G9LWGeQ84FAOcpgKhSeBh67721GoCPx2PX+0+fnrVWrZW+75SiWuvr66tI1UqXWkxFrZQx1lqrlKkszGCMQVRKUUpRa3p4OAAcdrvRaNVqLZiYN7ekd9b33ZBLeT+/z/O02+2E23YCSEhG6f1+573znROQ7Ur8p3/409APztrn5+fb9dZa5daM09qYZVmUtaen07wsRCgoDIyEzjvfDYDEAiklRBiGrgnsdruHh4NSdLtdrtcPbi3GlpIAsHXe+K7runWN99ukQAOCMWaa5tYaCMQY13UJIaSUGjdAybk6Z7rO3+cgpTlv//inPzx/aqVC3yltiAjez28nOZ4eHwTasizLEvaHvTE25yKIMaWcCwuHNeSSP3/+7Jwrpdzvd2hIqLzvEanruq5aANVHAAAgAElEQVT3xipjVNc55zUg3+/XruvHcRz6MZfSavO+H0eplZl5WUKM65evz1Z1hjrnbMzrtEzrGtZ1YZY1RuGGipRC69BoNI61a6RL4UmhQiXOk3UOQErJm4rw+DD+tLhKK7Xd77M2CCBE6Ps+pxpj2mZ2SpFSJqXKbam1MpMi2xoBKK1tP+y27qX8HGVKyzmlXAsropIat1Q0K62IKEDOudRaFRlhrq21RgwUFbaC4zCqnZ+nHENqmaRtVxYh3GAQFX9CqBF+Wtu2boHAJi/Qq1JJiKUJiWgrVqP17Lq181qRCBeE6oY6npxzyjoN28hCIwMTohAKQ4q51dZ1zjmrNNVatCFjSKBpo6xVSqvKVaRoo7VWRMQ/0Zg/HTxECgmtahpL46a11kajIjSEyKUC0Ot1PquoQHALU4gIMxBpYMugq1QirVA15MpLkwgAinC7S262p01SyK1Ky/DT+ksETKh+33/Cz4uxCDDUJtvEWWlChSLCXEFEKQVEyC1DbVUaSy5NNsYLEbMgilbKOq21BiRmxiaycWAIN7ceKjJKC2kW1ZoiZZXqkIauA+dwmm4plrjUkikndb+V8/uv47Fzg9Gqzwlvl9WacruGZSksClCzaAAslWLkHFcGXQrtdkNKXIrEKCmWlKpSlFO1oIduGLodgdLKOOM2lblWDYRTatZ2hwOEYI3tKjOROh4rgBp3O+ucADw+no5dZ4kut9uyzEj06etn433KmRGIVKstxbSGVHPzzne+d9YbZUJcS0ka+6fHp3HoWisAohCt0UbrmvOP15d5mpd5jjFsSdH9Yde33scVNVml17D++vdfY4wIdDycYHc02nS+h8ZVUm1tmadpCblWIIVI49grQuZKCpb5fr/dnesBJa7x5eX143yvhUlZoxRAvt9mFW6P357/9b//a1rTy4+3f/u3/9yN+rB3Q9dN072WvITweHo47ved9x/v59vlXkt9enrqXC8NNVpoyBkqsLb26+FYa40xxRCFuZUaazRoEUGhaqmtOczTVEs2pPbjbtgNnz4///N/+6cfP358//Hbx+Wj1YSkU5wfjg8I9Nvfv3MFjbbzPRGKiDX6uD9qZWutW+doXULDRpY0aG+Ncp3vO4O6tFaXRYBJkXURiWrj1ur5431eJkRIOQLCuOuVtojEW0RH2hqXVms/9Pv9AIK1pFrzfZqXZY0pb47iUkrX+c67zlmtEIFrLkiUUlpT4g2Si3rNpdTmvXn8PA4PqjYYDwMq4DuKWmUt3ISVgKHhNKJOdamb74cJO2sS1ybcUBiJiWRTUVsXU0KFpElpZZzWTiPh+/ka1tVZpbUChY1BamlIndYJ4TzP1+meY2yptNqMKR1aOy/K19JaNwyMJEQM3KQyNCAWbIwNUBpWBm7S/Ghs5/2uq9A0qWHf11hrLDlXYDEKd4dON3k8Do/H/vPj0VoMq5vD8HZ9c9135Pl6SRTtfm/646ck8H6Z1MdSVOwHUZRzmmpdEVtY7sbQYX9wpjscZJ7i+8dtjQkAWuZ1ClaTJfXl+fSXP/3xH375xiVdzy/3M2Rwa+GWS44rlHroh95ZRNDWGuOkwTIvry+XEKIGaTmGMN/DfOMSpaQaQ2OE1laF1PcaQQNzSXGBJhime15X4YY/HepSay4lc87AteWUwmK9J+OIaOhc76yC1spaS6glQs0oFaGB8Ba2ZBEW5sa4hS1YjCKtNCICYGVOKekm2jqtLSES0u//dFKkQMBqO/ajUkaEUqw3hloqakopbRkOrZTRhkjVssYUa86tVRCZp3kcR2OsiOScU8qtNmOM867v+77vrbGGtLeOtzqT1sYYrc33WuN6Czn0/QhCIeYgyVnX9wMIKFRI2+dUSqlaKyF2vs+lGKPH3ZhLzmmN63ZfElJUSq7VAPxswXGrOcVaMoowV2RU+qc/cIlBmpRWBGB/2B0OD303WGOn273kqAhAOCxzXEMMqwBqbXKqWk/jcPDdoDVpY2qrL68v++N+GF3KSRu9Mc/k5+FBYlyXNdxul9NpN+5813fj2Dvn9rvdy4+3j/M03eMa1sZCRA+n024YxmEIy5zi2lr9qcFodZruzrnHp8en52dm+Lhcam7GGO+cJm2V0aiBERoiGQKjldLaNsncasoZgAj1MIzW+VySMKaYmkSRxJyd91oZpbAJtE0xgaIVGIXCLcVYayolppTWNca4xrQOY+98V6qIwPU2LUvc73fGehYV1rkU1sYBUkplKnNrjEjCsNE++r7nmqd5nm8XEXDeee+tddoYJNyaXcY5bWxY1/vtklImUka5UgSRtDbLsjTOSoM2aiDlu46MB7Ylyv7AxNkY7Lred502JmdgEUJkkVIbQ1ZMBrXVWgAK51Sz83oYXUpgmUC0IToOg0Ji5nE/hBzO03lNi3Yw7Oy4H0geDSCzKK191+0PR2vyuLsAYq3M3BJlNGidOT7s+74DqIKNNBqnc2opx7BO8zKltSKbNa4AGMJKCg0Is6QSa6nGGN+Nw9hpbdzdlFqVIVRYS821bEVBIso5i4BBcp3L4Mxiur53pJAQEJm5tUaKjDFkTGutSq0FYysxxu2yJyKlZClUSquVcy4l160DWEpd17Xve6WMMSbn5Lv+cNjvdiNzS4kBBQm10SKSUhLZkAxGK62UMsYhKiBqhVkg59Jqrg2N1sOw7zq3vXSZW61ABH3vO+f7fuj7IYQ1pjWV1PcdM1+vVxB21u2Goe9P1pra6tPz87hPWqmn5yfv3KY/ha0UBKKUstbG1ozVfuhKK5Vbk6ZEb8F34ywLlphiDACw3+8byzD0Xdf1XZdiKDmvazKGjFUppWGUnbVKKULixo1zKaW2mlJqrSFAjOu8zGEJuDVfc0oxdd3gnNusqs6Z4/EASLVyKTmlmNIa02qd3h/GrvcpJUR8fHziJssSpmkptQJg3/cbsRERnXNbtJ5E9/2u6wZuTIRaq3Hsjsc9SxVhEWaWWkst1bveaERoWhvvu92OEbG1mlI8HkdnehKjlJ7X2/V6iTHXWlur3EAp3XnnvQEsKddcF4YMVFkWa723nmhHgLW26+Ua1iqtDaMbho4UlVIul/l+DyxACqw13nutmgjM87KFZkUg51oLbwd7rXRrEkJiYa3d9vkBAQAFpJVSS+UqyoK0VhrXXAkVADFDLYWZvRMR4SZKqdoorW2eFm+sIkKRmELkVAswV8QGmAEaISJpBPop5QRABKCGsPm8RZtibSMiENJEnVdGgbf09EBDp43BVhgRlFZdtzMalUHSoIxSmlAjbYtCkVRyq0Ub7b1z1rBUIiElAGys0paYWxOULTtJhISyeXhERACRiZBIWYVKsFYkJaQZURgbi3iRNcVUCjP9vFWhEQAgQWVQWyRF0pRSiAqxIjA1AACttFYKUXAThwMAM0LblOaEoBAIRP2Mum4KdPhJkxDYjh4/O6JMSLgNshFBpLVaS44xtZSllsa/Xxlr22r2qh+2Cq7SDZAZWJBwExojIIFCMiJamqqFnTIKXWnIrFtT85RTlFbA6MG7g1b++nEuvLikAaSVXAuOo9K63+1OhLbrnbW9tdqYrjaVUyxtzllagxhbbbSuLcVWi3SdDfMaQ+qHQSFqbcZhZ41vpS1TEKFW+H5btFbABKIJGaG1xt51XTeM+/2yrKWW4/Gwc76lHEK83WdjrXPdYHcxp/PlUkoruaaYCdTY7/cjWWtbblWzUVaTUqitNih4OV868r3xxhgRWcL0/cf3lDKC+N5XqbW1rvekVFd71/mu83Fdf/31e865lMJVnDGkTIw1l1q3gXdttdRlWbSzvu8P404bneL69vZyPr8vS+j7QmTCuuacjXFbWx4Fck7rmqskNbjWRABzqS+vH6U46w7jbldF5hBSyafTg+89s4R1neaJgE7Hp6EfUygoiptIReNtvxseT49xXe/TxIW5NiWKvKJGIo2EylpySef3s9KonRq6/tPT07cvn58eH5Zlut5cnzxAY27W0OEwtCrLMjvtjHdGU44JWe+63fFwcNZP00xK5VqcMamyNBbm3vfd2Flvy8prWnPOiEiKVFAbMR4Jb/fper00ro2rsUZbZawjtMyt1lJrmabJd8Z73XV2mfO8rMsc3s6XmHLnO6XJgjVK7ff7ceit0TmGkpP87lLOpVQBZmiCqVTS+nA47vtuR5aUaoi5ci8daKV9TqkgogDowXYgRWNZqiRhgqZBuDUQ0IRGKaNJq27ou7CGmLQi0ijIQCDAtfF9nud57kfTd4Mi1VBKbUK6dy4y5/s0324lRq6sEPc7OqhOLYsDqALO+9Raaa2JyMberEmYgUArYmJAAYK+7/zQm97Ot1tIEQ0hEzKhoDRGUs5oL9B1RJAVZW+t0Xa/O/Qjg17e77eYovPD09NJD8M9JrSge9U/+G97eHjoagupLKmE8/ktlQgkSNR1DsHEXGtrudQcc1hWtgoECAlAck6381uYbjmuRXomg4T3+bamRUQMaSCQ2kAJN8kphWXd9ns8T7fz+2u4nb2mse+0UkCmsqRUyhq0t6fdblmWGGOI9X69hDBzLWTsxgaopeS41hiNJoPktBr6bnCdAr0feusMc27AwoVLJK4A/POJiCiC/DuaExG1No463/VCZi0FCFlaKVUEjfXjsBPmFNb3y3k/DL335JCZESiZDADOuN0w1hPflynWGMPKtSpFWqlaa2utlsKlxZh+Cttr7bpeBFIq29Hk6elpnufaGiKGEMIy1ZoeHo5d7wjV9XKzzpxOjxd74Xq5fdy4gHe9N/7j42Nqc99HZ73z3nmLiCKcYwrLYhXt9vvMLCwEFJZwn25zCD+Ded4RovfOWjMcDiCyLEsI4Xq7xhh3au+c895fb7daWVu33+21MVto6nR6OO4P18vNGPWHb1/ned56g4+nU+zjEmLJJaWrCBIZFqg8D2P/+Hjq+94YBQjMLaUIiH3fff32teS2xjjP87LMKaU//+WXf/zHPz49H9/Przlvjd5hmeNr/Jhuc2nivM+l5FI2v7z3nXPucrnUVtY1TNMkIoqo1bbGdP24TtNMSEM/GuMOh4eSeexH63tRXmqpxFqrVlvKKacCQM721lIIKZfMDEAEDKW2ZQkCcNj7ofetqlZpHFxc9TynmtKP3357+f59v98NQ+ecKaUt83K9XP7wyz8cjo/a+O8v5+vtNi1xfzgBmHVNKYuIIqVu07oiBBCD/7/SlhvnnJf7bV0mLu2f/umfkeB2vW0/gVJaCCsiGeOul9v9flum+5///GelcJ6ut9sMQiIQY2pcrVPTHFzX7/cPhFZRrEmMsp1RTwf/5z8eP520NzkvQKS814DAIsygSRltvHXbT0Yx94PxTRmE0XdaOaPswY8EwMzffvk2pwA/OJYVgOcwff3y6U9fvuoT/s//+X/d79Pb63kcfjjbH3YP43goq0CjzvXO2M71j0+P1pp5uVVuxulx35cpXOZ4m6774+7T06ixI6J1XXOOKZnWKrOQQqO0UiTYGhQE8L2RyLUlw2YDdT5/ejLaMAsz55QSizeD9/7zl8/d8WimmS+3VorGLciHpEiIYowfy+1D6r2kUppD/Wl/ZOGXt9f4Upz1TlkAVQrXWr99+8UYm3MOYTXGGK1CCNaazrsQAqIw8+XjHEJIKWut53mepvvDw7Hv++Nhl0ohIkXakG6QU0r3+x0RvffOmL73+/1ORLYGIAB3nXt6PHETpYzWBkD++Mdf/vDHXxDxermeP845xk/Pz8+Pj0SUcwghPJyOSmtEzLms6woCKSUCPBwPrVbvfd/3+/2+cFnyWrgw84b7ybWENZIySCrnsq658/3p9OB9d71e/vbXvzpvPz7OLy8vS5ienh6+fPm0tkiknPPTNJVSiVRKKYRgjN3ILimlEENjNs4OwzAMg9Z6g13VWmOMRNoYMkYrbWrlEJZpui9hNkaFNczL9PXbl8PhsCxhvzvkXJS6vry8CtI47r58+Uqk397e7vdJKTUMw5cvX53u9sNpHMbrhhid52/f/vlf/uWfX16/Xy4fMZaHhwdmCSEQaed83/et/XQ5aK3Hcay1irDW2He90ub9+rGu6XZbEVBr1RofDuPp4bQbx9vt8vr6er+nsHATIN0OD/bp8bH3Y6syTyGlWOoiAAA8jv3xeMylWPuBJB/XRSMpTVorY8zGIgbh1iSl6Jz3ziOqbRvcWjt/fLCUx8fHn+AcAm2MAW5LAgFmAGhKE26Z9gytIFdAJdYq70iYWxUiaAw1l/eX37hMXecBQq05xpYScANlRKAqDdag1lpprZWyRlurjSVrjdJKKUASbYw17IxxVnvvDrsdApO0wZuhd85r4FJrQmy7/QjQmAsoIKVQ4bbiE+FaK9AIILVWIFAEpCy33KQCVKQkwLXErUVbWxXmLdOLCrc1mgAwEpBCY6xWqnIucS2VfiKaUGvte3RgidR2fDSGt02lUtVq1IqNYUJGKLVWQt1AA4BRpBWxtC1LL4RESGicMYgMAGo7aWwVWNjS6yIMIIAAzmi0GGNkYGFG0oSwjbBTrmuM8xyuN5kXABBUsEkScgUBsBZy5lbZezdorQEaMDAiKIWKUBNoACWiuWIIeWOfn6/Txzm8v91eX6/QjHPDuHv68uWXod93/uG3l//4r799B5BxHJ+enj59Onz98kel4Hx+Z2Fr7fG4Z65hXeYl5rKm1Lih0VqRYwYE66wd+v33l1/v0+V0epKGRrvnZ+57FoYSOUdOKZU6byGnUvM0T3OYY0qfPn369u2Xcb9PMaacHx4eNoC6dX63O1hntTKKNEBZ12IMlFJjSGM/7vb7vht+/fXX8/sHH/gvf/7jcT++v7++vbzfb9eP8/voh0+nx1++/RJiCMscW1GGdrvdly+fbrfb5XJdwjL6/cPxcPz06JwHxNs8v72+3W53BBr63mpbK3dWjJLGvNsd+2HHLy+5VUQ8Ho8MeL5c/o9/+zfvO+vc+/mj60er3fPz82489t2IgLfr9T7NStsVYknl3//Pfx+GAaA9P7vjcbc/HHzn+3EsJU33a4hhDvP9egtrAAJgeH9/n2/hMB7RaGEShqfT4+OnR2t9SaXEstxmEfDGPR5OtMec4v1+Dy3N8/Ty68vuMBxOO9f53ntu7f/+f/59DnPXu+PpT7f7bY3py9cna+m2LpXh6+NpN+yub7fbbVZoD+MeAIwxnz9/RiI/dCGFy/2yloAGeu86b4EglHWalyWsW5y+hEoKSdHzp+fO93ealnWtNZVatFZPzyfvdQxzqWmN8Xqbvw2PXW9FyrxM7++X8/ljXiIpvWlpXN89PT+Nw4DM99v1+nGO60pEzlmtFCC2WtaU15Ryqa7rD4c9ACrjur5/+/gIKRnnHod9ZZjuc15zja1wM70zxhSTU0jcOEr0znsyTdj31vem660c9jnm88eFlEKiUksqqaGUygwNCBpw5qJ+hwE7rbtxH1JOS5jnUFPi2hCwCoBi0/d23JFWqM08TSFGbcxGY1pigMbWmG4cS6oAaJz1Q+f7jgy9f9w+7vdh7wjQatW7ThWmUlvKRdoc2q/fW1yH/eCcp9Pj7nBwf6BT5FVJe/56+vTLU1V6/h6Op/746WB9/3lHDluYwhLv83X9j7//9XZZ8toUOGd3ALoKh1RSSrapsVQiyDH99W//Nd+v63xvaU3rHOc5NY/kXOdu07W0ZLxBhQxSaz3sj856a1zfO61JA7JIQxCrSbi2WrhWUJBznW8zESRneejWlIoAawfStoclCxNsaywiRbi9EEouKdWUGmnSWHISKSIFqQq3UrPmpjcWKG7MZtzckVs5igVqigLISLEImq6KjpmtoLF+C2GGsCxL2AQ1tRQQiBiXJQCqxlBq7bqejJrjpJUmhVtgciMsbeYdY0zXdbWU+/2ulPbeH4/H8/m8LOF+v+vNNsFstLHGazXmnO9p1kblUgl1zUyovOt2w+G4P/X9oI3tbJdz2agUMYRluouI0uSc3RYB1+v9er0SUYyxcUMkY8w8TwLC7IfOx7T+9ttyPB689QJirNZa1ZpDCECkjHbOKAWlwcfler1cQ1i2L+F+u9VarNHeGe90zrmWKkYbRVopbQwL1iaKJJe1lHZ6OJwe90+fHq7X8+t7yC30e384HMZ9F98uS1iWJa5rFJDdYed7T4pqrcbo1sqyzLfrLcXknau+eaRht6u1Xm63dZ6d9yhSSq21xBTXEPquN8Zdr7ewZq3NOO5SzK2yNAEARbpzHQEBA5GEGNua7nNjLs7b48MBQHOjXNjZTmtvtSstAJpRDUQNgKf7hGK07r3b9d3YeeMs325XEBj63jw8CMvHx3VNSSl7ODwCqDUmSfU+T5XrMPbWG0AorSIphI3cpomMYiwlt1oVEQBsh36vtD8cCaS1dr/cf3z/0Q/D8eF0fHiIPs3z8vry7pwbuvG4PzrX5xhKrvvxUIqsayLS2yInp3q/zc5cDsdHblCrKGW9d8MwDP0OsSzxHnPVAooMqS13IU1qYuFahZCNQoWgKuqqLI8Ha4zDhkBlA4fkNluvPn89zevcWlWGrDfTPN2nW9/13vWtwTyFc7pP18ANlDa1MSnFLMu6vn98HA8733nrun5wpZZ1DesaYk57OiijNehSijb6+HAw1jBzLRVJAISlzuEuJOMwdqNn4Pttvt2/9/14PJy861NK0zKDCCA2qdMyu06P3o3OcUohZWxNG7X1Yze5xbgbZb69vr6ew0KoHoZ9SmlZ5v/67e+RS98N+/6QUjZmY9v2Wmmj7ePjo9YqpThNC6Ks6wzAu/04jj0iWWu97/a7vdLq7fWNCAUk5zxNkwgZ44wxfddppe+3mwAYo7vOO2sAJKU1p1xqtcZYa47HXUp1nsP1duXGyhhlTAhhmqeU1uvlqpCGro8xzvN8uVyVNbv9fhzHZZnXdc2p/FaK0Xrwnfd+v98P49hqTamU1hh+9uKWED4ul8v1dlzCOO6GYfz06ZPWhlne3l5ut/u6hk3caIw1xq5renl5LaXEnJcYD/vDL7/88ud/sD++v4Q1bdDUUsqyLCGs2qhxHIdh8N6TUsM4bpk0rbUIttZSShJzSvl+u+WUELHVsszT6w9GwIeH4zDumNs8T+/v7yklRVoa7x92VpvO+Y+P8/ntfZnm0+nUar1cPhrn97e3Usp+t6u1vry8isAwjNbaWmtrLAIhzLWWNYZlDlspmllyzlprY4xSBoBqZRByrn9+HFOuORVuRSvv/eB8Z9ZFKSIS58UMdDoNx8PovA5xmaf1flmmKTUWozmnfLtNMZV5XgCl672Pse+7p+fTtz/8cr/dv3//bi0hCjOU0rqO+s6UUllCzdIao2KrsLagNbmOtCEkbq16YNdrRA1QNmQrM5UipUjLAADayP6wPbOVMbY0qZKdY6UWxPL0hIgdN0mpeu/7rlNKWaOMIVKkFSlNWqGxqA05q7RBtWnksRHylhnRmnqvURgYtAJnitYNpJVaRJrp1taKcAUERmYBqNCk1VpLzUgW0DA32GpyBI0zcyYU0qAUaIvaIBEKAOPPJqFSBIDb+hFxczxBKcCATQhAa+V/LgRJk1aAWGtTJISkFHFrtTZEQFHARBv7U4CAFBFqFJHNNIiMIrKlKPnnkEihoAg3EUBBBNriQwIoQvJzvgwsTRgFCQkRSTCVHFNeY0mlldJKYWTwBhDB2E1EhZWBRbSmoXe98965XqPFVjIoUkSaUAuTiOJGSvmN27sGvl5u//Xr+XqP91uKa9VktKZW4eN8+zhP72/vsURNjoVTrJePm9GGG4y7noWM3XLghKiN9s4NJcVWZZmjMdoopYhAgBDnOdRckYkLC2Ou+XK+LffEDNfLbZlDSrHWysLMrda8plgbW+OJTCn1ernFGEtt57fz4LxT5nh8KKVN0/zXv/4NCGtrMedrvE3L8vFxCV0UxsPuZJUzZI3S0qDkyk0IyOmtWNOT0R/TrZTcSvFDv9uN4ziQNUuKU1y0M2bo3K4npMay5LIs4e1y/fi4IqCzs7PeO18yDs6Mu8FaX6WNu+PH5aPkqo3V1ipjtDUAGNb022/ft0DB6bQ7PTw52y1LyKUIqOPDY8FYMEvj5T4JyC9fvxmrtDJcWWt9OBxODwckuN8nrTUgpJSXe5CKnR3kiXovRLpkbrkt9/l1ebvf7vfrLUxhDYGA8iGN/UAAJZZ1DXFN3jqrjbPueDz6rgOENcY1raWW3AoqPD4cHh5Oy7yEdf30aW89lRbXHE6Px/34sB8O72+vf/+vX3e7/W6/Z2BEtNa4fn94OqxlCeuSS0Kg3aHbHzvYuETou84KtPt0I4XDOFSu12tZQl7XO7Ps906R5FxyzX2nCWWe7muYb7cyTUlExrFX2gHAZqVGwuvHRSvljPbdIIL32zXnbK0bhmFd8xxCrs16SwQflzNoVEYvc/7t+/2+RD8o6622BpGM9VoJ10ZVUIsxynkjrWlUh/1BKTVNE2BJeV5XTVoNu/H4+JBKYmFtXYwRalHWGKc8Om1VY26tKFLjsBt8XwEECbV13aiUXab4cV60wgOi7fp+v6/C5fz2cUlLWHeHuqWxa2veua7r/TAMO11rneYFW20pTjlOIcVcKYLTxlrtOt8Phkot90XVzMJLnPkc5pm6TmcO2lOo63joD51//Pzsvb8s4f39zfaD60dudV4yG/BjzyQFqmhsyKHUuPDhYBHL7R5ua6lNOtXmuFY0gGC9b0q/XK4lBS6ZRKY55DSDAmXIOAWkYoqocBxGbW1tPN3D7RZLYb15EYxRbhzC/dpqQfgdYiVSU46taGi51IYEoIR5qwxs/CtBBFJKKU0E259AhFurFQXndkcCxOa9cCulFMBKIrRF6H93MjAjCxIoYcklNhZQBskQEQnCRspqnFJKMZVtLghQSs0xG6NFoK4rgmoCpfE47q2xTuz2gBeR9pO6WRWiVto5q5XeanKIiEjOudO+XRcAACAASURBVNravCzn88duN1rrlFLe+b7vvDUfHx8ppSrcKseQb3iXCs74oeOhGzvfE5E7uJTzvKyJU605rmtrVWuFzNooAUil5FxEGG5gndtMq4DAzLWWNQJzTTGtKQz9MPSDc+5w2DUuSlsiTCkioghxw8vldr9P2xtrDeH6cTXG9J0bht6ozihaYVVKFYXcqjaalCGlG0uphZA7rx+O46fPD7f76xIW0hLjvD8MXWcAWikppTWswXm/24+AMM3Tut59Z0EgxbgsS0pJkToejto6N/RxXXPOrZTOe2COa0xxXde1lHIcd6TU7TZpk/p+GIfRWQ8G+m6wymgyNdWcS4oRVKstsxRuJecVCZTWfb9PSe7X1VpltDHGmapJV+eAOS7LdL9fS2Hnqj511lqtjMJ8vVwAYIvJpZRvtwkQlfLj2G2XmcrCUq1XvnPaASE41rVAqywCSnlNRiO0zMybfBhbrVyr73tntHBd5uVyuUz3mRs42w9DLYVzqjHlvhv3477vu3mZ7/d5npbD3iNgrUyokLQxCA1zrpfLDdDVJGtIfdeLUC5tjYUgSUubf6I2QNREGgG5cZHGm9FSG1GEhrUHr8j05B0pUYqxVeAKRVaj/c53pqfaigAzto/bx4/bjy9fvg7DHlBdP+632zLfQ1hTSrXm5i2jIkKYpkkbfHB746yAzMs8L0ut1VqrtKqt5rgAgHW2HzpAEBBt9U/cZSmlJiEBBO+cNspYvYRFoCmjBDimtCyztU4BNOYQVkHXOd2Ya62lFsUsQiKbSmGTYehay/V6vcdkje2Uned5XUOMMdQsjJY8Ijrnh6En1MY4a+1+f5jn6Xz+CGFVCphL4wooRNha00o775RSKadaqnNOtmlFabmkuKbjw4P33lq7G0ck3O12Xe8RZA3zhi/XWmtNW8sUgKZpjjEQKVQkFZZlDmHJOYUQ7sbebrdSSkwpl6xBNluLCANA4zbPc8nFav3105fOdatac0prTaUVQEAigf+XqTfbjSRL0jRF5Ky62EbS3cNzq6zKxhQamPd/i7lqoNCoquzIiIwIX0gabdHlbCIyF8oYjF8SpDkNJFX1iPz/98G8LktK2zp9XRMAjuOeuc3zfLm83W5TrcUHq6rWGmddLeUtJ0TMtVXWLvbDMD4+fjTG//LLb6+vr955RAIkUQVAY+124GepZAzilr11tfKWj+AmOaVSMiLGEFpNzlrvfVrXNQYfQqt1mqacMwKpKtcWvO9jb41d53mapnVZyjBwTeta7tNlXRcA8D5M01xK+fTpqesG7/3z8/OGwqpNt53My+srAoUQt6PsMIzOOmZIqaiSMHgXfN+FwtkXZum6AcmwCJGJsRNFBAjejkNHRPdpeTsv9+s83VJKvJ2OauVpXuZlvVxu/RiHXT/uwvG4+/Dx8cPHE0ui72ydAiGA+oixgy6oYy2l1FIFOXjnvK91ATHGWBes84AEsZH31jniRopCCETQGtfCG13TGBoGitEHH0KIiizKtSqiWqu7XYhdcM7UWvu+2+3GGIK1BhGIdPNxILExSla9NdbB9o6U8b2rpgqglgoIgzBs2gAEIkBuLMxYGJmRt99GVgHE7e+xtaIYAQOAIioZEhHmKloJwSqaraBHhAhbZlg3V+3WigMCJFBQRWCVBgqKZCyhs8EYhwZByVgHAK2shoyzlghZG1BVUZStFmdQQVUJyCAiSWPevOmAQqhAgIhbqtMgAqAovq/zUIHwnbPyntjcjnu4aXKQAIk2zRg3bYWVgdRG57xFBSRC56K1bttJbm/QBxeCt9Z1jh1WBMGtUUihFmgNWqMYg7Odd/Z6L6/n6du3y7JyKQDgFAwzlNqen1/neX07X0JPw853oUtpud/nGOPxWIZhsNYHH4jM/T5tXHBrgzThtkHElQ07a0EVAUqpwmDJadNWubYy33IIUZXezteUUym11mIsEWGrhYzpuuCcs+RyrtfLbaN0/vrPX4eu3w+73TgwSyk1nd/WlEqtZMw8L/Oy5ly5grdzOmWDtvOdAXu/3td5zmlxloZ+JKBhHGIXmblwE5X9OHa7wQQ/1zzXlIW974WgcAPAZUmbSPk6L6k2RFrSHCL/MO4EVNV1/dF5R1xjrADXUpkZvLH7fXd8eFjX9fvL2b28GmOMc8NujENv0Mr03lchYz15A9pYaquG6Lg7oEFD6K2lHqHrgje322Uq9ePTU4zxhvPb24SMNYiFGF221iNQfLsty/T8/NJKa6W2XNf7wk1MI2zgndMGyoCA249PWLZARxGa1nlOc6kFCLsudEMXer+us/P48GEnVVuu3RB++PRx3z+sUzlfzm+v1914eMjJB19rRQQf/H4/6lwLJ1U2DkMwXYy1NhE01nWxc94DqrHGB++cI2NF6rLk6UaGWt/7lJbG1VkUrvdbW1NKK9SKABBdIEPLklLOKmqMURZr7DgM3jrnIqKphREajkZEW2NubIgA9Ha7oXGARnR6eV7mVMMCxlE39qeHgw8RWJc6VeZt/GO8cWiD87t9J6L3O6e11FpE6m54CF04PRxf386pFkDItUgFq0wGnDcKULmRkrPeGMuib9fJqBo1sRszJp14SdoEwRjjvfWu1ZJLWdaSMu/QISKRIZIQo49RFLsYiZmnuVQunDO3KoKGFAgURYFZbPDBBdvUsrfMKu2+ztPCYTEFWhgcE7sxjvvDMB6Xwpe36fp2D1l9VhdaNstpH8bdidCa4MPQ0X1tWKfCXqo1ppE00iZQURcuyuAsHT4+Pez3jnR+zWtlZZ7XltfauHVDjBCEoLbmybkQSm05lXlZ17Uyq91SJjGGfRx/WyZCCH20LvZCne+W+S5ccAMPK0hrslHYgH7nGm9kYnTOIRBqJ8PgfQCAUtI8r8yNLB5PgTClWoGYUFC2gxiIIgs0ARYggfeCu7QQu93x0cQxNVCzON8ba1J6bwcddjuDyLWktMa+s9amXJglrfl6u7Oo9aZp3Ro+m5Zq0yQIS5W6PdVZa0IItfG8LNfblFJZlvXl5WWa5uPx+PHjx77vu9gR0On41FqttZzPz9e32+vL6ziMBhyBkaZpSa21LvZSpa7JGWNi5wylnFSa1FIaeO+7vvcxNq6ppNKqggJBPw4Kwq0+n19UZej6b9+/e+c+PH749OnT4fD5w8cnMvZ6n79++7KuK4D37jDfZ2nycHxoVV7uzz//9I8udk+PD+7zD97ara7QR78qn9O6LnPfj6enx3Ut6NB0sesMYPz48eHb9x4Nj7sI2FiyAeO8iZ0r1X1/XdBQ18Vpmq6Xl3W9/u1vf+u7bpuDtlrXpf31L3/rd7u1ldfXV2V+OB2FpdbKKsuytNac94jELCnlALTRIGLojofj48NTH/r79S5Nvn//fr/fK8vhtNsddi7Q95evS1qeX1/+df8Yjb1dy7yk4GEchnEIzqlxNSVSWVJqb29X55KKe3z8ZMiC4HF3jF14fHyYpmma52VNfT+QcQLYOFdpSvrwtEMCViGX+m44Phwvb9N0SyVxBEfkHAoEV5Ksy4zOmrE/7Pd933Ep99v9ernUVPfjvuv6kurPP/58ud+9D0+PT0+PT975UsrL9/P5/LKu15zE+47AVmFnTd/1aIGl5ly/f30uWWtiS34SXqdzK5ePJ/OwR0LHrU3zctjtnXUOLXMBBDJoHIoDMOI66m1gIaGE3h12Ow9WBYWlKQtlIrs7DSxtXqbper1Nt2XJv/32/XRqh+PjsmRh8D6e336brpMBa8CdjsfD4bAtoi9XaRrJSpV0XyYXw2l3JEf3t/nt2/1wOBhnBBQBxnHY7caX1+e3y1tdkzFmWaZ5nYdu3I2HHz5/OD2ccqrTdFPBZU6bcl0AmTmVBIadheV2M9e7AzAArbZ1XW3XbY2baZqmaSq1xhisscz89vbW991f/vKXt/nmXTwMR26yjapKqeO4O50eauXfvnz5+9//8+np6fHxOO7iss73+3S9XpxzMXoFRcQudn/5y1+stYSkCofD4Xq9Xa/3fhhi7Lqu++tf/2KMsdbWVu632+X2Ns3zbrc7Hj/2fb8s63RfrA0xhnEcuq5HsqW1bT9ZStlik7VWAOiHoR/H/X5vjGGR4+kBALm1+/3+43//nx9//Ol+nU6Hl3EYEMBGZwfvvScyIlpq7fv+dHrY7w4vL+cff/zpcrlvnNhhGFjq7X51fjN/1taaCAAQCwfjYuyu1/vLy6v3/en08Px8vt0mRBNCePr4URFryfOyvM/RSlHVvh+6zllrN4+oc94YbU36viMi723O9s9/+dO//du/MvM8z9PtnlIxZJ8eHrjyuqZaKwgYS33sPn74uBt3peTpfl+XVErd8FExhmWZU87eux9++BxDn9IyTcuWrvQhGANSaq3r/b4iun/5y19Op4e+G263+zylnNau65m30mbtuv7x8dF7X2td1zWtS2u168fT8dH7YNDcrrfn7+fn75fpDq0oqFoDAMCyTR7fQycprWj0dNo9fXg4PQwsC0ByQYEEhMlC16H31btlH3xrVAqmrNYJYl3ecqnACDbAcXc4Pewak/fkHKkaMmoMEkEthVsNIVjjkMggeR9CiOH9LNfXWn83Cmg/dOPYb+VGa2G/D8yt1gwgKixQG+etBVQFpIERBVBhQjDeOussAHArqrxF1BsLIQZyZEFZUikAirhxPjfHjCVL1jkRKxpEvUjz3jpvRRqzFbWI6hwZR61mbpv+0VhntzEB0bvvTgVElFmICC02Zk+EaBABwQCgiEolEakJrAUDpIgiBmQ7qW5Q7u2gJYCgWAWKcBFym/yADBhDhuwWAt/yrCJbunRr7yngRlPm9/oIIBnvjIXf646qGj0acl3sAQiJjPGAW0OSCDYyzPtpERAQEAkIKdhM0BrRRmwBMNKkJClFg/fe77rYv7w+X68pZUCMXXSEyk1EtLZ6uVzP5+t0zd1ASMPp+FBKqa30/Xg4HB9Oj6UVEZ7m+y+/fFFpXRdPhwORUZIt+lGFCamWqsLWOgSy5GqRZV7v07rO+Xh48D7erpMCiMCy5K6LPhgid3o49sOQUmrclmmpvg3jICx//++/Rx/3wy7GOO6GvutZ4fX89u3bc87ZGGtdCD4G20mBL798iTH23dhK/fX1S60pevfh48PhuBv7XRy72AUX3O12W9fVIC613tOa0iKE/X4Ea67zVC8XZrne5tttmpYUQjfsD0Tu8nZpQA8fP5tSOjDj+GSdyWW93hZAz5xv90WJuh6jNanWVAqSASIBqK1dbzep8na+Xq/36T6nnK3jrrPH48kZj4hQObhuGPth7AE15/l8fpnuEyFaax8eHvKq/3v5uu8CEn39/r0mNegOu2Ouq7Hy/PzchS664NB0LjZt0DQvCYI64/x4CMW/XF5yqenl/PX1+8OH43DoFHWtS5NGlirnyiWVJCxA0O/62/lGzv7t//rb4+FjWeUfP/6cSgKAaZngjD76wkWwSmrn82vchY/DU+X99X4udbGiQIbIAMgw9vvDyTr/7ev36+3GzEMfvcOUU4iO0NYqy1JrzTFuFkqcl9wqcEUA4KYscL3n4O049n0/OONabZe3W/TeW3c6Ps3TXRUQTN/1LHK736U1VRGunLGUNi2pVDUEpJAWIYLuUx9dXOtyfjlLZa2KDEPnD0MfY6itLNP6dr6mrAhwv17wj37cHXeH/X1dUi0lZwGtzPdl9cEr4LIkAA0hxhCmaZnvabqmLpjT/vCnH/6Y1iwi3oELjpxj1WVNS0lLWslwP7jD4VRKrpWdDV3fq8LL65kVjXPGhybaWAQwds5FE2KkBjXXl9vZP1nXD7EfB2s9KJR8eanTlK9zE+cHUDUQLbpqufkvv/7267eXlsz9dhdaYtfvd9XZg4Dt4tDv3O5hudwz3ivEwkZCH56OT2xf52kFA2xBDKozf/jXv/7rv/xL581//K//9ff/+u8v354te1IjgC+XGW730NF+P9oQ1lJfXl5raUMYfQRjwG7O85zz63zLOQtLq42MNm5rTmtalWv01lpL5BLQtpFDxCqKoqiIZFyI3TDOt0vOZTPqgUGDzjo2zvroAJooOOdQZWO3A5LCVjfVDZ7Ailuanww14fPlEge1cTw9PpIJlTUt2fkQvI8xWIRWiLl1Q2/JsIKUYr3bHfZIZKzd7x9ba9vV//973qqlgIKz9nc4uzKLMdaYq7X24eFRWEQ1hLBNsLjqEMecWmtVRIQJxADLdFvWtN5uN27wrnF36qw77PfM7L3b7Ydv377e77faSi3FGPIxjOO4pvXr89faCkt7t9NunXjcBuz4wx8+GzJSGyCQIQu2tIYgQz9470uGtPJ8X7x3H54+7IZBu2gRa8kIen596WIgRGbm6lqrwtU5RyhpuauqszYESsst5+I9fP78NE5eQVKapsntD9T1XnQ0xt7nqbE8v3yXVkK0p9NIRNfb9ce//whqNhXH7XZPtTHJOA7e2nEYuLbNeciiABh8XNdVAZzzm6SlscTYxa43xiBiLuV6vyFh18egzRqwlvoh0hsJS27l6/dvhroqWnIBMONICsDMLCpM1sb9/kQmdrF/fPw4zfMKgAIh9gr6drnGGMdxR9ZZ5xlJWaxz3vs4uIePB4E8Ldc//+nTbndEtf/8mb78XNdlJUddDIr6dp6UqzXvAhzm9vrybBG9cypSSxHWGHtlqaU9HB/6fhyGsWbWVgDQoK+5nV/fuKIPjdA670GxVQ7WNYFW+bDvozcrlft9qg6Po2OWZanQcmerRSFAYVRFJVAUUWkirRYwDqMfxpAbr7kab3yHGBoBohgRQCVy1jhbpaSac0lLmn3wfz7+y9APpfLzt5cvv353rtuNB1TMqXFNnkJw3lsXTwdC4taWZWmSc5tNQO9DiB0QWFuMMSJca0nJiLAqi7Z1XVnYOuu9Z1VmccEBypKW+21hVoMOFJ23w9gv80KKzhkXnCLMy8TXy5hqMNSYkcADCAtXhtJqaQgUQ7ysKUtRWx+H3TiOu8POzz0IWnRTXpzzu3G/3x+6rkck5wwhcRNEijEej6dhHNM6pbz2fcfcckqqugESu657PD3s9/t1XZdlOZ/PwzgOwygi5/MZEbz3peQt19pqTitdL+e0LtO03O7T8XAK0X/wH1Q15SoiT08futDFEEHQWVeZW2sGEAhrayzKwpLLu8AQyVgnqi8vl7SU/W4IPuwed+Pop3newo1IJvpgnb9N829fX/7xjy/D9/Nu7MehTzkvy1JKWfMafNgfDuNuN83T/XbPpZpc0ppLqbXI/Z4eTg/zvBiyJbd1LbUUbup99MFba6dpeXl5EdGuWze/nHNhGIbdeCDE4EKrOedUsuzHvSW7THM/9IbIIH54fPI+1NJevr+CqLK8PD97F4hov9vVUs7Xey4phHA8HcZhvN3uz8/n+33x3g/DwbmOG5bMznoy6oNF1FrXVBJZ8N4Y4x4eH8Zxp0Ilcy2gYpihi/3To0lpGcZ+HId1XUtb1nWe5yXnQmA+fRy5ujXV15d0OZd1llqAEL13w9CxZG65turUOO98JAVG07reoMn36fvyMl+vU6pzGMQJkIHdTmMnMXCMimhEfM7Aoo3Z9woAzsIw4v5Y+t1MJMaqMQrQrEVraeuJEZoQyFkiMghA1BBXQ9kYNaSIFkBVxRjwAbyviCDcAJSbgiphExHVhsAGGyADsLKwsLyfbQjRCHlmsy3uAGQrs8lWs9OKRITGOaP6/jXWmC3huN08iSwLshCRt9YYu+33jIhV4M0/vpWua22IKCyGnDIiCgITWQQLgCCoCIi6lSwQFQBqy9yEWcx2CAZmlpx4q9whqDFkCAhBtarqtg8nEkdEJtAWFEUl2BIzRlU3yaQwC7OqiAgiWGvIEIg04fcD3naWJPMO7AQF0E2y52QTPyGiUSUQBNzOrgjv69ItZK0goIiCFYmtJWaShrW2ZW7zwrXZ1mbrjWqYZ2F2P3z6833Ky5KM1dh5VbhdrwqtH5z3FqC1xvM8b9mBdV3XdRXh/W63rsv9LtwaIWxsHiISwJLyllaV2kSklny/3XbDMA69tVTWus5ZBKb7orreb9Oacm0NEeoG4O2jMT6Ezhj77fv3t/NrbW3oB+dcH3tnvCXXd/1uPMQYUs7Bdt5FaXA6PcRuuN+n88ut5FfvzMPD6XQ89F0nVZf7em/X6XZ7OB3++Kc/pnItkrcRsPdOrWm1prRO031T0+aUkcxGR1PBEDoRtDa0pue355Ry38PlOnmG1HSafyKDlfP1dsmtKeKXL8/Pr2ckYOFcy5rzsqwxDoiWjFWZ05LPr2/TtOZUWmudAyde41BVBcA5F1wgIWRc0zLNt2WatWnh+l//+V/HwxERP38+ddZbstnLagqC7YfRAAK33kVgEODo464fxQsqCUvN1YfggyNLu1Zuy3VJuUgRo/c8oUVBRosBvRZpWnMrhAYFuCl56ny/O4xrnp+/v3399tWgH/ZDLbzFPQ67w1rmBrVxi3HfDWHNS5MoU7lcLoTkQzcOB0ApNS9rIjKn0+N+d7rertfLJafiTPSuE83KyA1aQbbkvd8NoTVSRiLDLGjM4+OnLbkQfFzmVUmfHj+AqDTm1obhYIgIjSUffce9AEJjrllA0ZE/7bvrfarcovEGtDPOqdvIm944RAdGOFe/iZKIhBuCHva9nVJOLc06TWvoxv1uN47jktPtPlfZDhISnGeldVljJBBY5mW6luVeyyJGtIZSc0lLqqV4h8YZRVxyotVNy3J+u69LRaLr5RZD9DYwsCFvrXt8jKK4rjmlkltrooqExvTdcDge83W9TbfnLyXfzsd+OnT24+nUGSpzTmJM3A2xG097cnC5Xf1hvE368//zn9/fLufLdJ1LE0HDIWBdah9Hbs7a3W4HHz7gfWprQaUleOe72A+j68Ky5nmZUspsdfd0EEeX9f78tmYUtx/CstPZ1KXNKefCaEAsP/VDHPdKpGTAKLkNqY0WgJZlfXk5l+liQQyANoFSm6ioNmZgVrXb8zpvfJ/fQxLb9RuQkIx1HreYZWuzSDXV2QBIPoTdfmjtJo2MccBVhLcxmOJ2cd5YWSS/45KBkJmXdWpgRtfth97arjRhBu9D9CEGD9xU2HpHhvQd8qnOu3G3z7mGzh0Pu5xLa1VUNzBUzjlbq6qWTKmVc66l/F4K0BjCpmFgFubGzC+Xiyf/dKLWSm2ltSqMxnhEM8/TMq3ztHo7CWsIvrrWhTgMYynZOxu934o9hkBaBVX8/Z8iGGtVtNRcWwUCZy1ZI8yl1nE3Rh/WZSm11FaZZZrn2hqRjSGA6HyrNTVvXB+7vutj8I/Hw9v55XK53G+Xmr33jsjkTMLVWeo7j4Q5zWSMNYpKt7fnIuIcHI+DsW1Z5tZSznNrXQjWuV3fj7dpulyut9ul5vTweBiGT8bQMs9fv34dugOCa1Wvl6vLyXVuHMcYgrOWQuhiCCHM9ynnjETrMgPR0A/WOVGtpW0/qcqNebncL+fLa9/13RAseUFFZIFmHDl1ZOi+TpbYmA5IFVVUdNMoCTCDobAbjrv9YwghhP7ydkfQMQYkm0vK8/p5GIautyFOy1prU8LYRxvBduq6aoP0D/5v//PxsD+VpGu+nl+5yYxGnKdIqNJU2BoyBglVhW+3a7T2uD8QorDkVGpXEY00OR0e+mEHCvM8J1VjjCFrrQdFbtKQrSVjLCgs81IbsbKI9n1P4JXn65rUGu8CqK5rStP1OJreo3NW34cBALQ9pchmfEIkdEqoJOx7IsupTQzWgiMwYI0abKhzXkphIPWdi973h+N+d3j+/vrj6y+//vqt60ZQx1UNWeNd13XWOBHdksYplWnNlVOVddh3NlCpHPvQ96Mc0VoyhpiZud2n+7Tct7G3cRvxHonIGMwlp3S/XidLfuzH7Xa+240iIo2dszb4ab6+vn538+rRGhfq5pBTUJHWmpYqrM66sR/vpbWaG3AX43632+/3laCWpllrrYass2437pzzrbXgA6EBpWVepvu82w0heIw9EQzDsMzzPVdRSWvaEJ2nw9F5d7vfGzMgbFuy1tr5fK4lG2vWdQFQY8kYUpFlnnPK92mZ5zXGbjDee59SYmYAPB6P0UdVyGs2xvTDAESllCZMxoTQAeK8LMxCaL33XT/sD8f7Zc6lltpCiApYWrtN91YZ0ez3BwVMqby9Xc/ny/0+qzRryAe3weJj321sJ+ecMUZUp2k2xoloSrlWVp2YAYS46TCMqpim+Xaba+Nx6GJnjLGq2JowC0IRRhXd733wnXNeeYNvgIoSYBc7bu38+lpLyTm3Wk9/OFrjbrfJGeutB4Dzy6v3YRzG3e6DJVNLUda+7z58fNiN+1JLzimlEnwXfFdSa4Zb074fkSoRtJZbq6ptt+uddaDWWtMq51RzZlUyxgurMbbr0Vjpeuu8plwAK1ADFCIisMJmrTzd1teXeZ5Ka+Cccc6E4PbHsTVMqQA04zh0FgyJsPXiIgPNqdZpfWPgbsS9IwBF0t2OYkcxYghgDQFgqdKaNkYRIgJrMQSMnQmBrQUiRmQEthaNAQTdqnfesnVojCKgKqsU3bCUSNbZ3xd6ZExBrEQI2oSllrRZs0CFUBFh6+tt92jdxHTbBwhF+N3FrkKwfRkAobCybKlOtMaKAIsKKKExZLbCBSAY45DUqBpDZIBQhJQIRcwGswJUJLMp7FUBt2WYEqoCCJktIW5AEYwCKr3LIwQAWWrlJiwK1qJBElAV2b7BDb7yTuIVEFBBUAAkQqDNtPveFdzA3USoAowqjZkF3q+bmwnQmO21hLZ3xswbe3az7cE7Y4ZIwWyrR0AAbFVEgAhoo8z9flAGlN8N98pY0bIoqpAqNIZceJ5rLnLlKxnu+4dlbjnDoRu8N7mIAvvgN7OldSbGodayLFJbm+Zpe7w6ny/j+D149/j02FqRxpY2WoJRERXlxrUUBEQEVoTEsgAAIABJREFUqQ0Bai236w0FLFhrZZlSWUvX74R1TXm6r/d5qo27LmxvwvlQcktrAdB5Wl5fLuu69MNw2O+Px6Ml560z5ECJGbhK9N1x97CYZewPRHaZzueX2zItzpM2NUoObctc1jpPt/tV61oOu8NSl+t6S+t6fDgdDgfrDABs1zEFEOZ5Xpz1zgVDxtpAznFVIldrne8zsxKUX/75Jag1VVqrZECBU0k2GGORp8UFA6i5JB+Ccdb594YOC5Rcp2m5vF3TWrkJEQVAaEZyRUMgkHKKvqsuz41v02VZ7iIMDCXl83STJvvd4c9/fEK1Wik5Dq4RutPxCXluRXrfCQsBGUVrnRJwU26NlcUKbJIW73UBVjXOC0CqlSsLqovGxgAqXHjNxRpr0BCQD6HrIzm8Xafb/Zpb3vV95/ua2VrnvQ8xgBVGFzoTgrPOWjFIICq1FiJjnUPUaZ7mJQujsYHIokWulJO0oiBW2axrS6tyQ4tG2aE6QiQyaIxzrrE4Hx6fHp11gNRqm65zKzzux7zmkmpa0+G472JUVTYiTomotppKRq2oZI3zIdRccwGrRlGsaku186F3sfc9qqKIWtuHGH3UpspqifbDYAFmyPPE67zO/bzf761zRCalxgpgwBhAQEumC11waBBqKnkpLYsBCM4H64SZa0PVLviu73wXwFCpZZ6XZV5rAbJQS+s8OeMNCqExZOPQ3+5TWsuaSiqliW6uYGd98FGNANs0S1umEo0cYud78b5kRtN3QzgeDxTMWtJlUr+QJP7517fbNF/v+XZnsuCDod4m4jwTF8/VqaKKQ/LWh75n2K7pFoZucIOXtyYkoY/Hp0OB+v3yfDm/SmPx5Hf9ktrS6j1zY/CGwFnX9+T9uq6K5ELshn53KM47C9Z9fX75r7//nzK9/fnzp8M4CsC8JrJud9i3VrhkH8KS01rzyphSKY23O62xzpDbgkap5GEctOXXl695nlGg74YuDscu9sOYC5eUG5MKNFESBSGArXmgsi2E4H1wJSICQrRNEJqIuBi8cTZEFfDWdiHMt1tlBoB5XlhkWTOLDsP4+Pi4pGwMRB9AtNW6LMvhcHAb0n3LoyK44B232uqaU+VWmYfYdV3X90PXdcsy//LLLz///DOqKQmGsWdut9tlGPoYO0Rl5q2llFIRAW5CaC0Z7330flmmL19+EWnOm8PD0TlsrMuyvF3eqrAinB5OrPx6eb2/Tdw4dp4sNa5v1/NuP3z+9Pnznz7/9H9+urxdam3X65WM3R+OwzBIc6RowCjrOi8fH58Ou9FZqmWd5xu3vHCp1XVdTEmNNafjzvtQaykpg1KFyi3drlf0bvf4cIWqWgCqc55Ial28H3e7Xdftn7+/zNOcaxmGbr8bh2HYIJWIuCyzNsMVOECH6rpNFQEidRwPMXaWKITw/du378/PtTVATCWPu31tPKf72/Vtu2+mdf328vX57eWT/dAPu7GPTWrhcj7fnbOuCyYEAAtoCbEfRou+Su5s760XwVISKDnXffj0sTG/vJzXlKL3RH5dp5QKi4ioi8H3/T+/fF1z3p8Ox/2eaXm9/fa63D//af8//++/fv6rG0da79z/UsgtVa4Cs2IHaN/zPxteDmEj5teal2U2RNbYVdK6LEiWyMTYO+umaSqlpJRrrV3XnY4ngtqaOhf6brTepZKu1+uS7iH609NjiA7YAMBuP46d74cIMM3Lyvluwdsh9s4DGAAEBKLtmUYVkIlznSepixaBClaSzOuUsEGwcQiDCaEVWXNdc45ddzqdnj4+5CpLbkRGFOZ5/fXXF5WXy+u9ZT7sT58+/PDx6ckZrLUA4LIsa7pP61WxWQ9Lmebc5Zb/+Oc/nh4envYfWGouOZUSgr9cz2+X8w9/+MF5J1lSSkjonE9pXZd0u82ltOh7Z2xrMo7DH/7web/frcuaczGd/fb85T/+4z/+vDucDg/k4/t4SWEzckqtABBDPBwO1Zh5mo3o49PTfrdHpNYa1waMNWdlWeZhW5+s8wq8WZfhnz//fDm/XN7Onz9/jNEjaU215tpKAwAE3O6yJZf7NC3LOvTDMIzyTmuXtKznt/OyTG/X8zAMP/zw6YcfPm1TpPd+FECrMk1za9eUCpKN3dDFTlicdcM4Hg/HDx8+XC+X55fX2/UOaJzvutidzxcAHAbvrP/w9MGb+P3rV1QYxuHheGQj0zJN8yICMXQiertNt9t9uk/C+fGh//TDJ+8cIOx2uxhD8GG33/0O1SRrbYxxv9vX1kqrXdd3Xd/3g3PB+y7GXhTI2Gle//mP78MQ/gRyOp36YXj68Alk4ydDToXIAsA8r9Ptfn55rjVvyVUASEu6lfzt6zcR7rrub//2P1pt020ahsFZn1J+ffnSda3vegKKIY7jCAD7wziOnbGABMaid0REJcuXL9+HsR/GeDgccrnPy7W2xVrq+26/Py5zuV/T8/dn0KuKFTbBD95383xLOSNKP1iFPC+z83YcvXNwPO2cGRD828u0LPM0z/dpzqlYg4fjYCw4S+POAfpSXaml77XrJQLWBoiCbkJnvdNTROd9CNY5VK2AHDvvHRkD1pI1qKCtEdlAxltC48g5dBbJqkEGYIQGyAjyjr8XVqkISlR+n2ub95igojTRpghmu/4g4Ab4VSAVVmVmQ4SIhn4ndBLAO99k896BEpHC1jYxKu/EFEPWGgNbnUIVALb/WgRUmvC2PnsnZouqKnCrvwNgBETlXXUgxm6fur2SGEC3XZvefXiEaAAMgXvfSOmmKd9ECCwqAESkzoEYMpuLVrerHLxr0VFggxOrbBdhhK1oZzf5Arx/4vs3LQIqoLIVTPyGMKmtiDRRANl8FQZBYfO9KANUwPcQ7//vFbeDIgKgSOPG5DygIpDq+7HzdzoAizQRqSxpLYi9JUvGAbSS6/W2LsuKWD58HJelTrd1Xr6Hruv7YV1X5pZSalwO+4e+C1+//lZKrk2dW3JupTQAXOfl/PJ8ejw+nE4xhqHrVRgBgKWlVFMC1bYFuHPZTvJ9P0iDt/O1VZ7mFdE+PQ0AlmWel++tCiKBkiFnjG9Vzi9vt8sdEK7nW0lVGhAYZ0J0g3dWBS5vt3lajTGNW98PP3wcp3m+X6eXl+d//vNbzZUIHXipMM+rBZPSsnm5naNW5eX5PJd5yTMrI1DJ1ZA5nQ6gcH69hOC9D54CApGa6HpQyrXWufpgLJgxDrVxTvV//8ffbQOvxnrrvDFuY6o243Acu0+Hj7vDTkB++OFj3/dvl+s//vHT+fzWGi9znqZ1mefWhICIfHQuktPadsNJEX/78tUbp5ULlzXNSvLwcMjrUnPyZMqapBv++PmPXMw6F5HV+6GL49PTp/Xt+3KpAq0bBkKa50Va2xZPG4io1oqZlCSVLACx73cPo+99g3a+veaSuOJI1joSLvfb1RobQuy7LvTBBLukpUpznX/6+GjAW3QhdiFEAJjneXfs+33sd6FqXtMM0K7XaZrm3b43xhkKrfHz89dSdRyOhL5WuV2n798u67IGj0vPNS8vr+ec2TkTfUSNLel9nrxxzgWI2A19NwyOfHCBRea0LMu6TmtNdbnP67K20gzaYOMwDMoAQDHGysUmq6KcrbDWNUXrjMKyLKySma90/nA8dYfdep/yuiJJP+x2/QCq98vVW+vAK8jYGY/Zw3xL8+srhBCWZWlVuAFZIAIFWJe174a//cunlHNa09pWi4AOYgefPz4edjtS8tZqCAbp9PDw+OE4jMN0v5daNvRUcO6wOzjrDVnvbG0tpyoMJddSailcCjdmIHDBt9qWacEGkexuoJa2MRSlxAaFbNd3cbcfd6fTr19+fXk+X29rhmvsh777mNIF+Dbf712g3vX7+MGZxcjIa7g+12mefvr5p7fr2zYCFpQqnLl470Wk8vLwNJ5Op8PjPssy36eX5++goKJi4bqutyVVATLgejeeTujDXOvr+ZUAj/vDw9OHGMdhHCyIhhCGcbRSSm1v11sujWzo+jF0g7G21TKtC1nbDV3n+8PCr1muBapibVWkOTsAkiD4rht1f3w4TcbUVJromoudl26afSDrQsmkiiKATY1sz7AoAiLauFlrgZAIBYQsDWFg9KXV19fX65yN9UQ2+KgiXErKqbbKzCwrIoXoWZQs5ppZWEHXdWVmZq611lo37Pi6ZkTsuq4ftgjqbpmXnNM0TcqSa6H7zRrL3FT14eFBGRlEEGLfdWNnDW4Rsx/G4eMPn0rKa1pbqSKSUio536fb6XTY5pHOuRh8F6JsM2okH4NHAINAmJY0zVPKCRA7E0tKaPDh6SHGuEECjTF936uosxaAQtcZRH13TgzGojT+5Zefz69+HLqu86fTPucp5WQshOiCd9szM5E4R/vDiASgysy7sfdDt388xmi+v5jffk0xWGug1UTkGpfWig92vx9E+9Nx/+nT0+c/fBRu6zj84Q+fQYw04grcAB0qltYSIRMgSxE2lckYNNYAQPChCaecL/er8/5w3LvgU03fXr8Rgov28x8/IkDhzAIK6r0NPqhBQa2g58uVGWMcxlO0pDWtS66lGgR9e7uUnJ1zxnkFXVPqxs4ZX1hyk9yaaEVrKrfpfgWjcfChN7f5ueEkdGtyrlgwHONucRGneSF/D0PZHcj6ClQAjDVoLHLZOqqyPazU3JZlRkTryFgCFGPQOfvlyy9dP3RdX2suNXPj1hyoGIO1VG7EXKyQNTAM3rjOOmNJv3791VIkdM69p43QQgheKTq3sQ9oIxVaQw1AhFWFHIlRQBFgsuqdtQGlAhoxRMYoGEGjxpBV0iwpLdcrxBArw5paWvP59YKAx/3gff/pww8v3143yN/QDyBtmaeWaqlr5XQ6nsgpa2GsMcQu9AYNN265iTCLqOq6pg30P81z10Vrbal1y49d77dWxTn3+PgkDOucVfR6vSCRs1YVAeD89ua9//d///dH47oqy7J4BUQUURBQARQwSMpaUqm1IqJ3bmtmA+HYD+xYK25pLiL8+eefl2WdpnkbT+Sc1yUhwO16Y64fPz59+PiYc71eby8vr4i0GaKfv79e3i7db3Ecdx8/fjwejz/++NPz87Mx5na7cWve+3EYQvAAWmsNIVjrtlbqNM/TtG7+tw8fP+12JyK6XK73221Zlg9Pn4a+V0Uke9gfd+Px+HBilvP5cr3NXdeNZNdUrm+Xt9c3BRiGYRx3OdUkaYVkrQMg6/zheOLKqni93EWUiFptu3F3PO6HcWRuIq3vu7ZxYJjJWueDAm7+5xDCVgVEonlZL28XZlHVcRz//OdPMfhh6HLK3fvham2Na20p1dY4p6aaL5fr8/Mrouaca21H2PV9HMddawUArHU//viTCJRc05r6bjgeTs74dV2XeXl5fs45e+dExFnjg+m7fhz7vu+VTSn15eX1eDjsdrsYumV5u9/v9+lqne73p4eHU2uac17XNQbnLBkbwFhVud7efv7pV6S6O3gfH1rLa5q7vh/6fn88Metyz9fL/8vUezXZkSXXmu6+ZaijUgGoapRoNnltzOZp5v//hzG7Q+Ml2cMuBZl5ZIgt3echEsWbhgfgAcg45yB3xPLl61vn23wBpTYHlatZlooA9/fGWqWN3gzOOAaVYyDfurZ1qFwpiaE0rXWWlAFS2lqyThmtRDJAtVavUkQTIQEiMSskhRq0Iq1JqVWuVISCwETrauIKwS5KEJhAVq4JESEi8GraMCsQpQVxrYuTtewRAIg0rXuQwKsaJCyIryF1QCYCrYlZAAQRkQyiRVqDEkCASApJrXn8b7YWlrIyW1heQSZrBgJpTQfWykSrdmJ4NbVwxWUiyavcE4WGtBEBRLU2ZyEQgELU6yYkixBlUgwAOSNCBUCjCdGCIBIhADMjCAGsxEwiABCupdRSa3l1/hi0JlIGQOR1RwiY5fXaBAUAUYlgZVmBmbBGG1efE0URkVYKEZUBpQBl1YgAgrC6gmvcDwFQa9BKaa0IEYSzFERWKOv4j4WLVOYqxKA1oQJRgNQOu32tUzh50CB+CnkOeYm5hLy31nqPii7n0/VyDiFcLqcYLSIMQ0vK9H0TQmSWvu+sVYrwcjzNt6uzxlktlYmQu67xrmvaZZpCjLXUxvuc0tq9xlWgYq2y3eydbbhSziksIcfc9f1mu3HO15pXl+N0yiLSeFNK9bbR5Aw6KVhiWW5LrdVa56z2rnHWamPmObx8fjmeztfLiGuFh7F3+3trTAn14+ULcwaphNoqi6Iux2u/6948Pd4/3McYY0oIeH93LwjX47Qsc1pSXJLWxnqwzkzjnGPathvnfGHgtr6cznmJqpaSoFQ2lXMlSlhrsV4bZ7Vx8xyUNo9PD8K4zJFAdW2XYi6lGm12W/v0+PTycrxdbsxsjXFGh2lSuN7jIYdMiFX4eh5zScRVG31/uCcU55ph2DRNO+UIAH3f1Uxc+euXLx5y61urbdt1KCgsmjSSKoWXZVlirFKTFFBSQdZ9uFIrlioExnhGRI0sGGPJOS6hENVUVjgWZ8+tq4WBNPrOe9O1tm9cm3NNOZMlYxURAUItNeWYyiJSm6Z5eHhA0CVDihWQYgxxOXGluNTrbcmhKFLO+JIwTOX4la2j1vnGbpExl8LJZEKoBRicbTjxWMcRxpzzOE2cS9c0h/3hw5LGPHLhaZyttpq0Jq29Jo1zmMnT0A0kPoV6PJ2WZSlcrIIaQVXsnb3fbrz3X0nNMaUY8hyxgDNGo+G8lrlogwYUZSrIC9cKIkPfc+XL+SwI1pq265XS2832/Q/vUyrn0/nD73/wwky823SNU1JziMk77XRbS0GSyqXWwiLG6O124LJoIme8d14pjUQ5TaUUYMg5p5TDEmOuAqItQK1xmeMyNdXXnEnEaNAaAKWUjKq9O+z7rq2Vf/3j43/948vpfBXMczm1fR76HVHTt3i3Uyks8zV8js+Pb3sL20bv//j9j19++e3f//6bdqnt9O6wJQUVSioppwVQvNObTdM0OoTRObPZtn33l69fvn75cv76ZV6mHDKHAKTAg26GviLWUgqIAlFaDdtNyRURNAgYY9u288gkHGO43G7GMWqba3WNR5RluiljbNu6ft+dJneeAOZ1PPhtGxNYuAILAWnddl0xjguEJZ7O15jju+8OzmogJWtRorzyYgFx5WfWWojXKAEJwKp2IlOsMC9LniKQtta1TWe1QWGuhUvhkoDFGtt6hywiPC0TIhFjkLzy/Uop8zwrpXIuOWUiqrYSKKV002jh13pXVBRTjjEAs1Lae/f05o1UCLEIMVk19F1KiwA3xg/DgEBhnkspYQnTOOZSYgw11p1s1rrkdVmIiGoptVbtrSBpY6x343Ibp/Hl+LyE4BtPilaE+na3XdlritTQ985YYemaVgRQqRgiAzprhqFHEkQ4n16uVxn69i/v3/nWtn2TawAStQIdQYRFELUm6zQhcq2l5K5xpvPWKq37lObT0XprlCEWyDmlFLxt+74BAGa5u9vtD7uua3KO+/0WAUrGEiVFnuc4pzGEm0IW5511JYeEAEIphVwSCxtjSHTiUqV6ozabTYhhilPJuW2978yb5vF6uWDNpcQqopVtXCMaEmfOyTRoAJ0T1xWjlDZSY0yZa6rTNMaYSCntrNKUuVjtSSlh0tZhiTmFJYWKdUmzMgAKGMM0n3Qbh4Oybbd/1GRuiZ8hjXNaQE+uLd0AyiaAVNm9rhMBi+DqExmjCVih8tYiYkqJRZCENB1Pz01c7tVD5aw0WrsWA4qwLzmXkpYFjKW2sd1mx9IBCiBerhej09AdULjWFEKwPTqrjWuNqkSvgFlYiQQAzAxQjNUrS5ylIIk2mqGQFt86LWTJWW2UUVWAmFBhrTXEpdaKqAl1XBaF9HB3N4+xZlw1VVzS9Xyd93uQukwT11Q5keah72yjM8ci2ThFqIAxlbRcl1qr0qSsLqUQkvdNrRxC0rpWrlIlpVyZSSmjDSIyl1KSIj0vU4hh6HthGqfw6fRFa3h4fOxSofMtpWQEBaCWyusjKJA1DgHmeck5G2N2/dZow5UFYOh7qcBZdrtNSnm8Tafj5Xy+XC63EAPXylJLqVxl/bViJ6/X4+l4vl1HrbVvGudsznmaxvPl8t13WmnddX2t9XK5lFKut6sialrv/Z21xrfNNycAxmma5jmEEJZ0vY4plWGzbTsuhcfxMo0zV94Mm1r55fmYUjLGDkO/GXYvx+PxeBrH2ViHqEqJ07RcrjdnzGpThJASFLTkvFsh86UwABrtiFbKBeRciKhpGqO1SGUGpaiKiEgqNca8xIhA67Pyeh6KROfLsoTT6RLCYp1v2/bN051zTil1G2/ONbvtNsXCDIiccxGOihYRKJWJyHkHUqd51pqUUs45a421FpC+fvmaUwEkQuraofHN/nCoz19fnl/CslTmWiuh5JyY1wI93TYtgb1eV/JfCUsYb7SEeQ2DERGRIqJaU621MseYCDtrDFdKJSzLdVpuxnAvJFIrv6pUVL5ptQjHGBkv2o1t23ddO+yGeVI55+1GrZWn3uum18abENk5tYaLKwOzMlYrDUqB0qg1akNGaxAEYa3Xg33lPr7KpJWPo5TQKg6kABeRSgSEpEkpjTUDA6jXLqJXFwlkNdSAGaQKYEWs8GrTgVLrD/7qfalXNbLqvhVeLd+QkyhE+M12Y6W01o2IMFd5zRSo9Z670ksQX6s+Kld45bGqdT9whVnyOioAkSr4+i3XzdD18uG/9R5pRRr+1HukERQA4bfkWxVBQsQ12FdWbamV0Up9K2xAEV6Joivtc63KFH7tWWD+bymKhAAo31zo10CdyKpqUeHrW6qQkICp1Praq0zrf09EVETI6tvDi4gAv/IF4LUkGABJ/Tm9FBFGrohCKEohgCALi2QolYW0ASGuUFmM891GmedFQKesj+fzOM+pVgbMteSaBWSa5svlZrTKJVESZ23bDU03NI3jyoi4GfqwzON4m6eQwlyM6R7uQgpLSlBYAxqt4hzCtCCAHzZcqrCQIoUalTLGD/1GaXu+jCHEHLNS6nC4e3p6AoTz+bTueI+3OeecW+ucd8Z7q6w2GoxUWuaYc9JbA4wKdePalMt8W87H6zwuNbPTBoy2rt0N+/WcfP56IWLvdD84b1tnTMlp221/+v6H9z/88HJ8uZwvpGi/v2OA0+Hy26+/LddJEznjWt32pos1hMiKUBulkHrXXWGkKgYBSbEQANYipXIpxbfeu9Yat8wBAN++ebNMIeW00nS89YFjpaKVOex2Oea4xHmKIsxcl2WuVYz1zjgFxEWISArUVGuqXdu1vdcG17UIo3Wtcy0F0QlIyjksybSuddYY66wHkcZ7YxwpXauEFHPNVWqSzCgVShEWgcKC69RCSCmDirhiKjmmFBMDQCmMK96iIjByxiqiLfVD1/tBoSm3GRCa1vvGak9AlYVrzTmltvHOu4f7h1pwWfKNZwQqqU5jINA1U0lApDQprrRMKSxpHsVqrckQuGUOJRcQ46zx3lirvWlQaL5NpdZccs6ZBL11Q9dvhw2nmlNFxrjE6FLXN66xSquSCwEN296SD3OqKZAUZ8n57bQUbczT/eFxvzPWHjZDHMc0zdM0WtDUdpp0iBFqccY5a5BUUsXqCoqEa9f3KPLSupSzM+Z+vy+lOqM1Ur/dWlKXl2NpExfuWpdCnnOoOXatt1ZVRUohIKzh2LZt7+/ucjxyWVFdggRQWa+ZNwEuteRccuECQKAQFIkzaKzVAXERRYIEVgtSBWRj1f6wbdvuer29nE5fnm/X29J0kOucKxJ5payzzXaAY0zzvMQ5/fCXN4O/l2w//f7y93//49dfj3ePeugPD/dPuYY5jCkv655g13dD3xiD83y1ZtO0fdtsTqfnJYSX80IZC0BiMBpFKdQq5sQl4zruMlppxVyZWQMpZiDS/XanCcbb7XKbWDiWPMfwcNip3eZyMpVFG+ObxhgjAvM8K+eNdc5ZJKpcS82Xa5xv5+fjy67rt/udt+0v//jt86fP5//v7Jv/8+mxJzJAas0h/fnAxMy1llKyEgI0mlSpQkTOOSkoREC4TDGkyDA5M1lttCKrCJhrSQggIKY4AKqcSwxN0zpjmLmUmlLKOccYtTaNb5GQQeZ5DjEiorVWa73d7bquiyHcbtcYAwNoRU3bPtw/CMjX0zGGGOpsKl3GU9s2757eGGumcb7Ol8P+zncNGRKEHBMp9E0jUtc2c1KQa/n45ZMgfffjT0sMSLjdDuNyvVwvv//+uwAc7vYA923bOme899vddjdsnXGt88s0L3NIOosAocoh0groHDpBtk6brJlT5jDOV2OVaw1fuNSauZRQVqXQd/06iSQiTWS1ss4UlOvlvMY/tpteG6uMQ2VejiORMQd9f3/ftsuyLEQQ4nwbsWv9/f3h7rAfr8t0C+MYtVLh5Xp8+RzafrvdGLNPeUZgIn0bz+N4ySUpr1vfbhunjPGtbxr/9fRlmm9aK4/Ktq71rXYSb1MZ5yVG4sQK2ECoMZb40z//1A0+l8QxWUWt68M1nl/G6/kMxACyhFCFFRIQTPMoHnbD3XY36CvOn26/f/q43Xb7w3YusKRpHqPoZbttfvrnp5//trNdWOLXz8//QNF5UajYt2A8E6UiMRe/rnJWLqz0Oh5vu9bornW+8c3tMpZaLtdblqRBA3HM8/ny4qzb7vrdbjf0Qy3hctICcnw5jeO02frtbnd42BkPueRpngAZRPsG4xznJQSOjes7T63zkCeB14cdQiKgb09XvI7nSymFMmsEoGWZnW92h60qaMga7QRoXiJL1YaM0UaZWrjxruv3ORVFTtho9P/v//xf//o//93bDhmPX485xcYb4axIjEWrFDNrpdphAwRLnMfbuNluS8wvLy8xxs1muH+8894bawAl1TKOt5fjS9t168/dTz/+TKhOx8u//duwrheaAAAgAElEQVS/aaUPu0PTNDnl8TamGE6n2+9/fHq+Hg+HzQ/fv42pbFLdagOplFy5CjMDoNa2b3siM89LBbnb371//94YE5alAj9+/04pXUN2zk3jXFLdbmEFwT8/5+s4LctsnLLGtE37Tz//dbPtc4kffv9wvV5JEaEiIE3m4f5xicscJgGY5/l8vqyQp2ma5nk21jStv7+/3263zrslzMw8z/PHj5+WkLS2ShvjHAuGkOd5qRVPpwsCDV0HgM/Pz//5n39XSvf9cHdXnW/H23w6XWJKzICkFGljvDF+XpaSzmGJbdu51qsWjXE513kKf//73xUZq521nmjOOSJSzvlyuRKhsbppfK51XuZxHGPOz8/PHz997rrBaNIap2kCmBGJlFlhoZfLDWkctpt37961XauUAkVN2wLA7TaGkLjyNM4IoRYhor4ftsOw3+9Op+OnTx9Pl0suqdT6cH9ou94YczlfLufrsqSHh4eU8+lyKaUsIYzzNM/zMqdcuG+NaaDb2WkK8xx849vWWrvcbjOA/P7h9/pbvLvf7A/d3f1mCbd5XmJIbTt41+QWv36+CTvvNiGEVGag+Jf3O2t003qlyKJF7KrkGOcloHXY9nyvzeGh64d2GFqRZhqneRyZoWmo8Q4Fmg27nlMGrdjYjIhr/s0YgFUcQV37nFBpEgQAUiDMssKfERFQERUpFXJdH+5qrTUDv3bbojXAwgWEWSqKCFeQKgBSEFZfjlARIJERWWrNq8ADwFcrafXw6DXXiqiIgOs61VsP+FUMAf7ZgEfGGl+51ErrXydaqdr1dZ+T1kVx0khKqRVCK8zAKxeUBKgULKnWKq8ddSIAlXltLv/vL2dRkwEAAr22jb/qPaBX0gl+Mynh9UoRkNAoMq+rk6tghdcjjrmUwjm/wmaFhQiVIkQlAAwV1mDAagMyMK+PFUx/ZuURlAISrBXretVShRFYBAkACq8gpHUUJOsHg9+iJYQIgEZZpSy/xiMFiHH9yBWsfX9EUDOnIt4iAxTmlJPVlUGhUpnr5Tb/+tvnIkob37ZtyilfsjEqJi4V97u2a50zVit6evv2cP+gtW58Y7SSWv744495vDXWEvrN0P/4/fs/fv/t8+3TwiApS+XT6cjMbduuO7QatTNOozPKt22PiHNI87yklAFwuzt8//37p6fHl5fnM5yYWStjtKolh5A0WWXN0A1KaWusN21QseRSM4c5rv/+6Xh5fj5ylr4dhpaWOQ6d8r5tfXe5XOYx3k4ZkXnAzWBa33VdV2t+vHt8Ojx0rs1tUqKs975pYki978djOn6Z//bz93f7/aYfWt9JkDyV48fnth+arrWgOuuj9UtYrPeABkBSToULADRt2/e9NXQbbyXXeZxjivMyr6w+ALTaLlOcl2hQGVKd7y4vyzjOmuMcliXmvoN33z0yS2XWxuw3W4bu7n6jLRpF3prtMPimSYmZS4hLiqEWZCYk9bp5DBBCEBFlzJpuVoZkbbokLJxDjnNcQKFtLSlLpAvneQ7KKENUC8TIIdZcgBmAyFgvADFHhSrHKgkN+Lb1xpjnTy/zFARw2Pb393fNYE+35yUBgBij9ndvNttN329CKIShZBB+CXMMcz7sN8223ySexzDPy+U8MnPNggIKFTDNUzifL1zr4W5zf/f4cLfv+7ZyvU236+lURYiwb7scMzDnEJ8eHh/2D8sYLpdLLjmFtN1sOt8pQ8s0I4vXDkSMgcOhb1vjG/+X939ZlsAgTds83u8VqZ/fvzeAxPLx45ccU1FOezOPc4m178Cb1hldDA8aquESg91tdN8ettvL9WqN2Q396XQ5PT+/fPnyt7/9i3PeG03bvuTCJX/8MM9T8g7ydu5737edb0zTNtY5Y413rm/6mur1Mi7TlJe4MvyHzbZrdYjxemPggiuZV4PR0Hp6+/b+n/72T8//+PLpHx+uV0AAo4CIjQXvlW+Mc9o6bZ1ezzitccV0z/PsnRAqrWidsRHB++9/eHP/l+OX26c/nl+ezwDgjD/s7n/+4effP/06z7eaMylsvLu/23VtW0pKy1S9KUklknG8zstMBGRICWiu3UCuhTksCIWQrbetdcbaaZrGcSylaBDxzjnvapqERWl9d39nm05IhRjHeXZWaWuklFzL+XI+X87TPCmFa8d6SdlrhYgFWEqqIs57Qcy5oOR+2MSUQwqXy9Wa0nkiUkAKUVDWsLUwv1JgQAwirysuCFByTknKmj1sSVupsh7rnEquCFqRs8YZ66xFhLoCuWrJKRIIGSUA2uqBhm9j9S1zDSlO05RzqczMYIwIADP3ff/YPA2bzdcvnxGx63ulNWrcPmxiCLnkxEvkhYqMcYQo4zhdpmsoUSrEEAiUbb13NoTlejkfj893d4eH+7vD3X6a5/P18vLysoTl7v6u67q7u8P38buYl3EakXCabrvNFgDOxxesNYzzth8QaO3mM0gMwLVu+k0tFCNVTgwVSfvGsDBgvc5nkzURgoYc8/F6utsdjLa1VGZOXEsp1hhNpAiJvAJAztfbNcRFK7Pf7arg6TKiQOubu8Pd3YFCSLfpllMArFyT1t43WiujSFljvc+TD0wh02ENO3Vta41vfW+N//LlS8oxxsU1Dg2QxliWNMU5jwWydmSd6nfNw9P+/u7w5fPnr7+nl5eUa+WlLjXp1tjOHA7b+6fetzSHsN/uHw4Pd5v7P/7r09//Lb08h6bzxmiTauUSMhfOqKBIjiUIKdQ47AbrVNs73ai9HQ66VR5sV+7f+O9/3Aw7EpVTxT8+/DFdYw66t++UVsbZtMSQ51B9lsoIoFA7o6wqyAzVKetbpxSKqhUzak4llTnZtmmatuuarusa3xiPtsMcGCE3Xu13HcDw9t3949NhdzeQroVzFzQipyiI5G2LbA2Ud+/22w4tLcs5Y02ARaDUWiAlLoIrJQpVWR9wEAkVaoW5xhik8L7brcbjbZynOYxLDDGJgFFm6DaICFJE+MuXTx//eH55vuYUvbPbvtfKoKAi4lJFqjWqcW4YvHe2a9t245cUSGGDPi4BBXfbbcpZa5VSds4DQqmFU2x8i0QCknMlUiFEa6zWigiXZX6pvDa2DUPnvWeG620e03w63W7n6Z0377t+3/YiIswggEDAUkuxxj49Pv6LhmsKznkEGrpBuI7T+Nuvv3nvN20fQgCBvu+cc4SUc5mmaVmWGBUB7Xf7n376+enpbcrL8/NX79u1CqlgKaUyizVOGe0a27RNZZ7mGRDXXu/Ndrs20uRcY8oCMo7TGgbu+uHuvu27zbzEaV6WOTJLTsVoaHw3T8unT1+PL+ecs1Z2mmcRMsY7f64s+91hiSnF8vHDJ++8c81ms//08TS09HDfD8MGLBdKKeVlifMccmbX2q7rUyyEWhi0NiIQwoIEIeG0TOfrdV6WaVqQCJV6fHq6u3+wmkqOl8tFBK3V8zyJoGuca5zSqml8jJEI183Vr1+/5pRKejVX37x5t91sm6Y9nc7Wuu1mcM7uCY2zMc7zMt2m6XB/V1hqTKWK0qbpVD8MlWW9K/um2e524zhOcymFHh96InU5j+O0xFC4otENc1UKmYsxqm37/W633XZtZ7cy8OtGoZ7GWEtYluhsWgujEblp7NPTEyKWUhBhmqdcsrMeCXJelKGmx37X5gzGVudm50zT4zTS9TxaD21vjHamY3IRcwYAxnX+LkSAQCBrE5F801FaIyEohLUeQAjUSpskXDcrKyGCyApdXokhXCGnWguDiEZSRAik1ro0gJVLotAopRAJAHOGUtcR08oZsQJFpFZWzFh55XMWREFUivTqguL/pvdWx1Apw8KCK1JlBZMwILAwIK8tB68LkVhX/5drXskrSpFWmkgRsNakXxv21tekaq3r9umarhNh+gaCQRREgdX5AgAhAYVIggBcsQpqIXz1RUFqrQICiGsBwrfGvFcOc2EuAhXXTr1XOBzmEqXUVaFq0khECl6BfcIgIoCVay0sideBci55FcZEiBkgg4jUtUoY1sijrH9SryQcgrXEDzlLgVL/jPURIgOUUuvazsq1AiBRLhVRUCnnfVjiOAZBeTmfP3y4nMdls90Ou8437be6lPzwsH3zdNhv+xRizWUY+mHYAtDHj5+2w6bvW85rMllul1vrG3E8nm81VYvWkrmdxhijc/b+6X4zDLmU+bZM05R81pgJ83gLLBBTulyuuRStzHa/s8YAwDAMpT4qpY/HFxFEQKutAlUTj3UiMl1L+03b+WxIbTYbREwh//L1N2Zxxr3//ocQ4jwHKcq7pmkaLiAVDOm2sSWnNQAxz7Gkmkt8+brpvL+cRlKkrNVk05Kvl9vtPBqln+7u33/3w36zI8DjyxEytLYNJkKRMC5VOIeoEbf9AOSqqJRjqaJEfOukluk6zlQVogL67Zffc0mAsNlsELCUOs/L5TSmmGuo1lqnzZvHQ+eK0rXBVpi0tQJA2kitIUQAalwz9FtSrJQ4p3NM8zTfxmWZcylVmIgMoQLBZQlpqqVUpZQ22jk3jteYs/c+S1FWZWYkBUwpJ2GsQeQ2+eoFWbKgUnmR49eza0kbW5XEWlPkcVxAwJCShkm01b4xvm2bzg9Y8XN9DiEA8+l0XJIhg5uhBywfPr5oq/uh996H5RZTCGEJIVbmtnVt57ebjbNdjnUa5+PL8Xw+p5iG3ux2/W7T950nkBSjUTqFvIyLIa0tkWDNJaRgrDnstnrQIMilpMwl17AEhUTaoMDldJ6n0XoTU2Cp5+PZOqUU+kaRMk1j20bfHR4EYJwWqElr9/bxkMOcUwQWEMypnD9+DVNAAQJqXQsWECnOabouV5y89V3nN10zj1NNJYxTXOZpXK7X5O1vDw/7p8f78XodxzEs+eltA9I5g86Rc7rxXmksJVtrlmkpqRDSbrOxqOdpmaapVLbGeuc3jdvv7rUGbUBenpVWbd/c3W1ziQoD8nx/31O+G8djCtFovd8O++22aczl/PJp/hBz2Qz9u3dxs7HKIDMWlpwjghAqZvGNYtbLUr58/Xr/cPf9X7777vvvTrfb+R+fLrf49fl6PJ9yzki0lmqEJbx8fZ69Nc4MfXfY7533OSWtaLe1Q2+WqxmvheW23/fDpimcnSGpfD6Pw9s32qhpmuZ5KrXo1TRIKS3XW+utUarre9v2udRpuVyuV+d043QqOZWUoczLUkr+c+Io6/1QuEipJeV1YkAraZGbtt3WOi/zEsL1WhvbrQc2EaGszuo6Ja3CBVaEC6JCel0+zJWJtENjtDIKSEsVLrWkKLUgotHaGKO1IoTMZS0FTpCEKxe1kjCbplFaK1LaaCRTRUq9wcogIsql5JKnaSKitmud82sEm5mXsICRRIvpjUMtXAq1UuU0HhGhVradiSGWVGplZwg1oaIqEnOe5sX6abPZGGOfnt6Q1p+fn8Myz5MPy9I0/vvv3rV983J8maax1uyd5VqXZYbKHAvksuk3KMC5cJVSuJa62ezQGsRqnaosxtKw2ykDLGmJsza674c5LeVac8629c64aZxyrSvMTGujELmWnHIVqKmEOZRafOuHbgBSIopw8c5ppZxvvPfG6Xm+pTQx51JTLghQSYlzCgRqzXf3m+7wA4IIIwgrJdZR23pjFKCUmlKOlLRocI1XRoGS+6cDIpOS7aHb3Q8Pb/YVw3K7nkiVFFOuwjh01nrT9CbWC1TRTX7/1+++f3s/+E0t1+PRtB9UDbAucwKhoJAi1CJUK6QCynduOLx1XhlDygiZttvo4eD9IM2G274s6Vj4FlO+XObT85gX1b79i1aOKORScikVYQ24CJHxVlkDBIyCmnzrAMR4ZVsTMnDNtfBu2O33m34Yuq611iqltOVaqrO43fjt0PqmPTzs+01jnQgWTejbBqBMUy4ZnG40gSW+f9i0tkIpeUIBpnXJgAsWJSy4thu/lngAISmlQBsspeQccyquEpec6zIvyxJSKjmXWjlDaVzLtXDNwjyOt0+fP4zXmHNsnLFGe+ettpu+By4xVkXknenb1hqttbLGsFTrNCgYx9EZO+w3LJLXOausNHRNmL1vfNOM01RU5Sq329h4j0AppRCCQgSoxmjlFAIarZqmsdZertfpMm7uNtU36/4eoCCgsHBlqUxKbTfb9527priEWEpdb+fjOH65HPuupbtaijjrmqa1bZNT8c7d3d29WgcEbdO2TcssYYkp5v32IAxhCTkVrjNX8bY1XqG1ABBTFphrZUSy1jrnSs7CDIDLsoxTSSkxMxFtNtth2HXt0MY0xBJCeH5+QVRKmWHwy5xeXk7TuPR9v9tumWFFny9LRFJ9v6k8jtN4udyGYWO1RaQYitOlFI4xgzCbotV6zgmhNdoJYymMSMZYZsk5A1SlKeYYYmDmyiKCxlrXtPuu320PmiSFKaUEiEbblLN1brvbpJwA0HuvjV4V+zRNp9MphPBweNBaicB+vz/s77Q2z8/HmHKulWq1vrlr/LJM4VM8n4/TspBSCEBa+7YFAN+287yknJgZEI0xKwmZlLLeIemUak5lne7lkiozEQOw1rrrm8Nh3/WNNqtMkFzqPIUYyjKnnEtMMcYAoKw1bdc8PNynlG+3m1JqCUut7LwFKLlEVdA22nkEzYiJMaKyxouTqqaACsnYpnXoKqtE+MpeXHUKINQV0i+AAvgqUFaG4+u4ExE10urwWa2lllqQ1Jo7IyZc298UrDASARZUivB18gav+5EryXZFthAgCDegcPX3EAlEiyiBIqIEVjkjq0QiMqS1IvV6bSArtHJVfVWEOQMwr7VLa7XeGhQERoBVA7LUFQQKIizAq78HxPjqxK28ylcg6NoEgSBMIlxZuHKt8qdnByiAFQD4dRedQNQ3d2/tfFAolbCCANcqLMxCtKo2rJWZ66vRBxWQiVY3bn2/RZBrLZWTBoMolUSJgj9b8V6NSyk157q2UDJzqa/LoIhEvNJ/VzY44Ppe/Tc/+5Vh+u3FIBRgrgICsn72QICyzpe/Baq1UroWUrhSV/00hyVGIVjifJ2uhUEZcI1uWpMyCJRUeRjaoRuGrl/mpaay2WyJ7DQvp/Ol5hpDyDHlsJRUwxQb7YghjEExtbZBhBpLjXXYHx4OD13Xff78mavUIimUDMilpFRKrbnUXDKR0p1rfCMCOWckXEG+RGSMQQFvPQHVLCVlRWColMhWWduoxjYikpb88vXonN/t9neH+5TKeJutnhQqBFzGJcyxlmoNEWqtFAqGORadvTXAEJY4T6Hf9A2ZeQqX6/X568vzlxOR2gyNUY5ApZCfPx8JYCX1V+ZSShauqQBL2zVMOmVZQl3HQ0PfKcKaIlDd7XdG6+P5KCDOu3UdhoSVEDFCgRKLJdN3zbvHN9YGhJRjmedcilzHm3MdAk7T6qs7YNBGI9YUY8kpxjiHVApIRUQDr0kmXGKoMTJXY6wTB4qu8ziH0HFGIrKaUyRSxKowr74+IzKzEC5jITAscD3OLTvfqFywZATgERMhOE0E3Jh2LcUsJdWStFbGqJQgp3i75lxtv/GCzLmEeZkbG8KccmQuiGCtVkppTc7azaZ7eDjsdw9c5Hq5KQXMqWT7cH9ovG+9axvrnQ4xlJJryvNtadZzs1Qu1RnT9/1+uyFUOebrdaw5l1RrKZpIKUNEKcUYFh2UNoREOWStRVuFiFSZOS3zbegbbXRcWGqWSppEEbTePj4cliWeT1OIi/O+sb5xjhQBiDZKagnTkhPcthdN7I1uvauVFYghUgAl5tvlst+2P/34/uS0MThaudvv+65FkLXplEVEckrBOxfDUlJtfbsdht61k5+AZZ4XYIZaSNgZ2vQ+ZT8HIoXbjX33bne5nhBzWI6D3Q8bP2x8ttT65t2bJ289VzmfXj78cWTBt28e95um9UYEY6lLSNM0hyWsx71vNFGT8m2cL3O8NYN7eHN397L/rw+fCucxzMfLqdSESvm2VQSIXEqdl9AAtLtWa0NIzNJ3HSIaY14+I0Iodek6552pNTpna5ack7XGGBWmpZQMIhqIjufzH398mM4vP/zlnek7Zg4xZBYAOV5ORuPdfnO7TbkA2U5pstYABM4ZlRil6gqHKjmnEObxdj23j2/atlVgYszW2sPhsMynFHPJWfNrEPzb19p8wwAVgAnBEAFpUmq92/GK6ywCWrVta5QhwFpyXCYpmQByjiKl8U3NOcdURSpzDFxSst51fW+tW1sWbrebNnpZYliiMXZ9jLter9M0xxgv16vWyhl7uZwQkWttmibCcsxff/755+++e/dwfzfebl8+ff71l9+Hvt9vD3c/fn96uSxTqJnDEnPKcUxd297RAzNPy/TxyxdAfHq8f+edEOYcb+P1P/79f739y7v7x7sff/7peHy53S5zmG/n83i9eONQIKcYlmU/7BQRFz69nEOICNDb1veubdXj46FwMU79+Lf3u/0GiD98/F078+btW/h/ED9+KYUPj/fCcBunlHPrm/u7u6HrS4ovz19v1zHmHLkCQ+P80PfWmN3h7p/++X/8x3/+chvD169f2m4w1hKRcwbQhBDH8TLeBBGsdiimZAxx3G6b/+On7//4/ePnT1+Ox0vfbRQpY4z1yjcGUK7jZYxLV/r/63/834eHA0vphoYlT/MNJPtOKw/bu3Y576+7+fjbmLgMw/Zwf687mZbzH//6r5sD/fO/vHv8zm0PPJ5+N818eDBvv9/+/l+nmkvT7IAMKkItVZJSSI6NNw8Ph3ffvTEGKpRSFzJ1f98+vtuatsz5+fn0y4dP/0jlZp1C7NumiYxt+1AXLvnCBQG18R6XBRCBQFmjvVFOMZNpTDu0ACJKCtSQ56UsZGl7aB+edtvD3hrlm8Y5dzq96Az399vNpnW+3W63FUrM8+U6MqS2b3b7Ta6WNOYgm74zipRka4E5xDCWGhRUIg3ICKKA6uvcHF7zr4haadIGyBBEo53VNqVcuAKTNQ5QG8uVIaWcY04hRhMa7wCg79u3b5/+4/ZrKQmE53mEKn7rn54epebjizAnUuS9A4CcYpjR9w4UxJK00U3TrJ3sKaVxmU/n07rJvGLxnHO51FJqKXw+X3KbG99+/PjZGv3u7Zt1dbmU+vL16/UWYiw5JyLYbNx2t2nbVinlrEeozBxDsLk4UsCViFrf2mFzOp3Pzy/H4/F0fPnw6YNqHSEcRZQy2bpayn53rxAVwl9//PFut//d/ZZr5sq//vJr+8Ubq1vfbrYbAryezrfb7TxfmEWB7rYtmCqCbVu990sIlYVIr0AXZvZNc7tdnl++bjabxjfON03bC8B1HK3xTdtq40IsiKZtu6Zpr5frsqQvX24g5s2Tf3x86PqNte58vbIIoJrnZZrmlNI4zpoUCnhPOYfffv1DEbmN3T0OP/7wkzEuxjyNy3gdv3z5ej5fEGEYNvM8i5Sub5Sx8zI/P39VWnXDpu83RLofNsOwTbnEGlHym7ePSptS+Mvn57ZtDvf31rlpnJjl4fFRaZrGceV8tG17//ggAmEOAnK5XmrhcZxCis+n09u3T5vt4KwWxLRK7q9fxmn03t8d7lzTpBBJKWOt9f56ucYUY4xA0G+NUlQks/i+6fe7eyLKuX769LmUBCDGKlKoNO72W2N0iEsMURExy/PX88vz8XQaVzjWbbxsN4ftdrvZtsywvo2bzSDCOcecgVQBijxXQcgFCs9KibEYohARVxHgyimXGahlKLkWQgICFNAESIAI8lpkAMqANet2A2mlNRmttFQRBqMMCCGiNVYVwcRaa1rxIwKy9rgDrKPMNVdHgFppUgphXY/8326HAgDgrLemXVc/5bUdDteVfKXWYJtWSiulAfQ6cV1l0hrSWH8vwqRRWyKibzTO1+/FUkTktc1hdQP/xHUCKiJSpLXWSq2oGGZgqcJ1jRGuLwUJEEigMstqwWmNr0bZa1cBf/uOJK/cSwQgEAYoAAVg1de11roqXubV1qukcBXARN+YngB/8nLXnglAYGAunCGv17TWugKCAAtWwQrESEBC8BrUJ2PMq60KuFb0rboZEekbqHNtC1zF6drYkCusfveKdwGE+g1cQ0pr77UxOQGCJTJGWTIFTaICrsW2BxUBKBWegRwpUJqUIRGJIRvM2/7QNq0m/en4+fnyYoxLOS/P83i+EghWVkCtbVrfWjK2UZ7sOI2ta3vX3m3vFei4ZGDs2kGTizGVCivZe5pjqdJ2brcf+n4jAjmXeV5SjrfbdRpHAhz6YeWkhznVwtZYQxYKfP38stm2bediSMYYRQoFcyxxScDweP/49sG8HM+fP35+eT5O03S9XWMIpMBZ0zSWQNVcG+f++te/vX//pu/9+Xox1tcqn5+//PrLr58/f0mpNK5RAP/5919a6yXzp4+fGu+d1TUzICjSStHt/6fqTXpkS5P0PDP7xjP4FBF3yLGqxaZIqQmIC/3/tZYUIEFUkazqzsrMO0WET2f4JjPT4kQWoNheIHDDAXc/Zu9rzwN3aW/WxNry/TYB8DjG42Gn2hTYOfPd+/cu+FJy18cQArMIiyd7eveht3GaV0Jy3j2eHv/Df/iP4xEV1/Pr7e+/fPrt18+ffvnldHyKoV+m5T5dvTd95x4edkj8/PzZOooxHIb+NqXc2BospbZaAWyrGaQZIrQkCHNei7AAVBFnDRBJUeeMEasAIqqVieoiXIqeL1kZnTckcH1NZ0JEtRashdZg7ACM5JQ9uKrplkQqeHOGiojGEN2u18PDAQGWZTlfvl7vrypScrrdL2QwxuF02h2Px8vlXkpSwYeH/U8/fvzw4Yea29cv315fv45j7GP8T//yv9Rcak2g+u7dkZlfXr5OrxOX5sjVXNOySmv/9Kd/+vjdxxDc+XxepgTCBOissb1BJWus977WWGqunB05H721xo+ETlNKKa1zu6c0t5oO+/2GZcxpeXl5/fTp7+uaD8cTItTaVK5HY3YAACAASURBVMYfvvvp4fRoyZ1fzmlJzsZhNUuCVmC+35xtfT8+Hkbnwv54irGzxnBZx94f9rsffvxuHOJuF2/3+C//8r++e3oqZf369fO3r1+fn59TKYw8DoMoI0IfYxe6YINF83g8vby8Xq/X6E0ty+fPVyAwxOPgpqXWWr2T0zG0Vpblm4KUVUN0x/3u6fTwpx9/vJ1vL99eb+fLp9+mWoW49cO+952CIaxSoVA5T1NKFQl++ulDP8ZUpn5nwbfz/I06HR/CcIRuoDjqUhfVRo4edk+7obcGWyvrOqtIyfLyfPbeO+fePb1/FG3CXHIrBJI3Tr4l6PuI6mrqd2MfvJsuN+essdYCCwJYa/sYjCFjjTMOnXeKZIyxoFxrrUSABLnmkjNzs9ayooIqM4IjxO3TWFGNNZfLuaz1tHtUwGma/vKXvzjbnk79u1NAZRIFVRQFVQJEkO1zG3XjmNF2V+6M3e2CUmAKmisaF32gDTtT8z8UOsagIeO9L6VAlrSsQGiM8c4hkYiUUlikNWYWJ661tqGhjXPdMLDKtjE1BpGwchNVEFlTQiKI0h+8CcpYsqxusA8fTybQ0I/eBGVgbORp3O+ejE9Len0551oqtzj2rguWqLR2uU8iTZm5cW01pRRDiDGqcKnJWvrw7skhtpJv52t0vovdcX/YODQ///Djod+JQN8PXexcFynGb69fK5eu98fTPvYulYW1pSV9/gZzmqs0Vn0+v5KaplqZ53V9fj23KkMM754+IOrlevv1y+dNaCQM1jhEKikHH7gjAco5i4gPXkGMxRgdICMoEQJDK6VVQWTRsq6TaOl6986crImAfLtfnDOPjyc0VhQY0Qb37sPjsBteL8+s1Qfz2B+bZGsgt6nw6oJ59+79tKbrMgFgKVm8sCmHh+70jrqdVn2toraTbteGPez2Zth5VRBgRNqSZgYmQrKCVlhr5fzxh+8U2/nyTSgx5FTvQ+zFOEBIuS6p+UoG+rzm80t6HKVm7+2xuYo0cIxA1ECbAqs6746nkzntH477jx/fq7T7/U4WlNruOqScHt8fTu/2+8NABDH4vu+68V06X5evr85TCD5Gm0pWza0uVVddEpq8LLVVJBMAK6IxJM6DUQQmCQaYyYpqJYTgguQm0lSklVapNmyNgAtKxtZYFarUlFbOLFWNDdaH4DsyNlGe66wCKaXbTQGtITgddj//9D0w/nL9fZ2X2vPYDcKNQAlxg6YbY7777p31VDYuMEptNaekTRzZ3W5XW1vnhVkUqNYmCsxSay2lAGDfD7vdrtV6u15VJYTQ9z0iEELwNnY+ZbEWTqeHYeyRazRu27FvyBbvvSAyS2utSivIRXF3PCISNvaKwpJSEqnOEg3dBlRg5nVdVDnEkHNh5q7rO1DnrSEKIRyO+66L5/Pr779/+fXXZ5GCiH3fDcM4DD0GVYWNDfP16zdhDt7HGFSl1vq3v93Wdck5vVEi0JAtpbZlyYQ25zova618ODxFP/728tv9dt/vd7UKAH/69Hme1xhv1nkfogKUxtY5YxxzRiRrnXfe28C1gcDxsLeDsR3W2hCMKjLL7XZ/eXmJsQPQnPP9PjFHH2zTutW0WCWEEGJQwevt+vz8CkBj74776JwV0ZRSLmlZp7h0Ifjtlutw2CtoTuk+3ZHwdDz54IWFnWutTfd5us/X6620BmTJ0O1+d54AdU1ZkVIu1nkfgFW3x52vz8/cuJS6plRbA4TT4yMZ9N49nE59HwHk8+cvXdftdrvj8TAMPSH1Q//6+nKfLtN8Px6OXexblZeXl5fn18vl1qqG0I3DPsYhxr5xZu6F/e2a7/e0LnkDeZweDkSiCEg6jL7rjXXQuFNoInWZJ2PUWmN9dMYimJyzcBNjvXfblEaIxhAScKsiDCLW0PZ185b/kahU4Q0J6UCQEA21TbEg3IAIcGNYbrkmGHwzp70VFwkBYDtdF2EAMIa2xuTWwyRjQLFWbtwURKkhKVpEA0SbHl25FZYqLCyqrJuyxVgkaxRImNEoGTC0EU22yUxVhN8mN2XeLHlgyJg/wGUGN9s6KZMqEm2Nm40Kqn8c4W1Q0S3iE27NOW+t3Zgo+pY0vsFotpFSZCPFbvUZ3uY9BRZlAAY0AMIiCoqoANiYFZTf9BJAtAnQcSs5WPCIyKxNGjcGBEPGezXGIuHGXwAksohIKpJzrswALIrwBv8kJOP+KMFuAeIW7m6vkgrqpoxSbKJNVBWaCBoEs0WfhAaFsCq00moRaazCqHVeuXJdUnGBxkM/f13P17WKHXe7rXH3+dPXZboaWeQA8y2poLJObSqSog/X8/1+ubdcgoVg0AJM95kE4ubAFCGizkUAmK5TXotxVhXKWmupwzAKE0G63e7H48mHaCzGriOieV7WtCIhS2XmVmstBRQICNCuayq5HUb37v3D8fBASCKppNxaS5hLLd4G63zwoVWe70tr+u3Lt+k+51zmeV2XLI3HXbcbxxhdLSnn1RgTYw9Et3n55dfffYyK+PXby6+/fb5e7zGGtFYCMoDRBaNUG8OS5knu03R6OPW7kGpujXOt19s19B2hEgogmD/0awAmeC+Nq2YDYIAcGmft3z+9XM5T3zvCN22jd/4Kl1/+9d8OH7zrZF7yUlNuNbW25gLoWPRy0VJWld+//36/3wdC+v7jd6eHI7OcL399eX4JYUyJSxZVdEjOGOedtjqndF8mRDDWVmlpyaXWNa3rM5TKAND1nXVWROalznNb71B7DRYG7y1JAWFmQ2ANOAfjEIKnlpMx5Ky14FUklyQVamFmUdCcE04NiJdpSUtKNZ/eH/sh5rwYa33nuy7+87//8/F4eHm5AtQvX399fvm2KS1/+unDw2lQFYXSeM5l5VZru9dWL9dXTuqCQcA+diGYYYjfffdxGId5vqd1Sevaavvzz/8UXPfpt89pLc7ah9Npmu6ukvW7/X4EgtfX1+v1WjRvd84bhfh8fi05Pzw8tJpTyl++/N714d37dx8+fFzWnFNVgcPu5F3kJrWmXBahOg6BaPd0ov1h6IfOhw7JABkisATRu+Nxz1y+fP38l7/818NhF3pvEk7LzU1oCJdyz7Lajt71T7HrnfVpXkor67qUJQUbxm7c73be2ugdWgyd3512pabr/bW2+zj6w2k8HUNtAOCcc20e7rUSWWs9oclrral58t+9+1hm+/pyu75Mp937Ie6mZb293u7zwgCoYA1stGTr/OO7p+///P74vrsuX1e+jSf3v/3v/7NxaD3ZaPf7IwDcb9fX67WL4enhIYZunqfX19fLJanC8egOx6O1Nud8Pc8113HoclnuqYCAIz2ddv/055+HvmuprMs8dkPw3oKqM3boe/JoiJjZ2G2rR4ZZAVprytUYYwxqU+YmzPgPPQ2CQQTV1ioSbF2zlJMyBNcR2JxLzhlBN/2d+UMPBKqoiggE+lbbYmZuDRkIUZQQfQhq4trQGOO8H4dBWJZ2X5fZEIEIqlgbnLXbyOqcs6YIKBFZ57aVfK21tsYsAEhMCmqs3W4YWNiH0ItsV4QsjZn7fkBQRKy1msCht1mW8/051TnGaMkM+67vO21wv8735a6Mw7iLfQdI9n5PubCqj50hQlARvs+zCquIc05QVKW1WmtVlNYqt8rNGvMmUSXAGMJht09LUpLj4aFz0ZDr+741BkfUxymFiPZ42vlgS8236ZLqmlstl0qWXHTpNr+8vjobgg1krbDO81pTXbvuuN+PY+99sMY656y33gVCU3LN+SbMxhhDrjGwcGtFgQmBHDVphjB4L1VBuJF4b1Tb7X5WbePY+VOf1ppSq6Xs9qOP/f54aqpVRAm7vhPleZ2rrjvoD6fRqFWohVeG4qI7PvSP80rBZy0s4giOD/v3Pz7un2QYy5y/0u1OYgsb49t4cIdThwC1OFEka8jRvGaW2jQTa6rLmubQeTL2OsG0TGvLWYniA8OSS7Yu9uh86PKkJWmaeV0MtmDt6F0D6pQMb/A7QFW13u8Ph87TfuxddOuSFTl07v13T/2+W5f5+LAbdiH2BhGdR3JiUBRqqYuz0XuyVrE0RHYevPPGAktmzlvGXuqszYDdgHDgHBT7RsAF3EALBt8cVqCsIsIo3ECabCGDqKJiq8ylSQPENyAEWbLGOmO5iTDnnAAorTzdEqgE72KM0+2eU1qW+fz66p1hbhuzToSHoY+9X+uKllJeS86gyq0t8ywia0rX61UR0BCLuOC3Nx0ieedDDDHGy/m8rmvfxd1ujDGISmvVGuO9C1G7ajBYJHGoflosGFBojQkI/fbxANu7+HW6fUrL+zdyoNZSW62t8ZyTd/Y49oT8tv0Hcs4fj8eSWwhht9vlnJ23w9Dvdruu643BaZoul/s0rSGY/X549+5pt9v76BoVZl6W5Xq5vr6eg3fB+01+QETn83VZlrccBpFFSi6p1HVdVeh2n6/XGwAhBm+78/kioqfTAyJNt/v1eiulDcMw7vZdv2vcNqnDMCgAOBe9dYao2sq1keLD45OYlnUupSAYRAsAOZdpWk6nBwBojQFIWGutXJsP7ng6NW79MPbDmHO73F5ens/9sOvizloDILW2dV3WdRER6/x+f4xdVEAytCzL9XZb1rXv+mHoay3CiojO+WVeN9E8i+S8tm9sHXlvYvSIeDg9xBjQUBNpzEhknLvfL9a6fhxEYVmWxvV4ODhnvXdPT08Aer1czudrrRxCYG5E4IMdhjjNRu+c0lq6wbkgAvOUnp8vOWXnYhfjMAwx9t6HWiui5UprStyAyOacrYcQnEJRQDI2hBhDcN407phLyYlrBUFL1hrrnN1k9MJGKRB2b/MeqCFjDBIW5grSCHHTrAEIKIFhkO3SVREaKBCiFdnkcG/TAqJuVjjclpPylgchEinCZl5oIk2UAZTAApoNLIlG0SqiImTVAsAKrKCKzEoi1mzeN2ZmUAEW2NrdiAbs1idFEdpwndZaVRFRaMKib2B4UFVpbxVxJLJ2+4vR0Jt3TkEBCMgaIHoL0P4xGqHZKqmI6ADEiTGGCBHa5kOCreS95WhbD7Txdq8v+tYg3YBhGwqTEABFhbfX6G13I1J5W8m+jWf0pqYgBFIAZq5Na2lIaC0ai2S2v11FtoeIzR0BtWmpm4/BbmM1GXUGjdmcD5tr8B/jHvyRd24VUVQ0b6mlbqmvAm4KQFFQIgWWnIQbajPcbK2UM6RcyGLsA1DKuVJacl177NFgzvl2m7QgFyxrW5faKkMQ2+HYx9fXy+11IoBiQIJ92u8JqObaUtXGBOCcD94bY1pu031R0NB39/tca/Wh986HgIgmBD+MAxkS3WKWtOZcWwVQ54gIufJ2KtbFYav0WnL7/fHh+DhP8/n+Oi/XjcvKotsW3htv0S7Tcr/Pr8+v2ya91cZNlKHVDYMstbZSalrT9XLNbU1l/f33323wZM2y5sZAxjdRFgZhUs1r9cYNsUPW1nJtb2+2lFPl1pjbuvrOx+D3+46lxWCDt295ePCGEFW9MSiqrNaamtv9Oq+z9L2P3iGikC0pf/305d7IjspVp3VuykooW1/GuU3yfjnfdqPpOzOM/W63G/phnpea8zLP3CAXbVVBDflgnd2YRIJcau2Hrus7a+1tui9pWVO6T6xKh0MYhiGEAACESblIrUPsD0OkHa1UMrTWmEiMZe/keBiCsyX5IYyd7Y04FMeFSmutNlUdxsFaEm4pra1WBDRkhqHv+zhNU+PcxAPG43H03vVd1yrkXC6vZ+/Drh8fjo+n4yDSck7rWlhW5kbGqjYiNt7HEJ11MTiyYbfrnbUlrcs8SWvWGPRwOhyGfr9MSyuv0njTZFpj9rvd6Xhg4dv1mpeyttVZG4Pzznnr0rJwa8PQee+YC6I8PZ3evfvw+PSORVWA0NbCJbeSauiMD4aZ+z70gchS148hRDIOjG2sa84E2kXv/OPr+TWl5eXl224f+yEOtV/SxC/JOLOWGQz3u7Df773rcsrWWnBqDGHTVsvM991u33ddLQWMdmN8PB3uC9TmdmM8PPSHh91+H2sDIui6uJhdS6WLfYw9opluyzInaDrG8YcPEI39+vUyxt1uOAA4lNdWGK21ZNChcZRSBTTd0A+HYHu53m5ru1OUH47vyBkWTiWPp72yXm/X2pptDsmKcs58u87fvs2qChqRnDFmuk/LXFHtOIwqea1cS8vZOnv8+acfy5rnXPsYT8dTDMECYozxdDwO/nS9vC7LUmrpyTDgNE2fPn1qZX04jMOwsy5Ga621AFprASBjXfTBEAm3NS1jFyC4a2tD3wfyy7K0Itba//yf//Myv1pMzAxG4P/387YKVGHmWlIWmK0PZPw2E9Zal7UJ2Rjj4+NjyaXmNM9LcNZZYxD6vnfWppSsMftx18WeVRu3LccTUWYuOSuiDxGJLFE/9LmUdV1TSuM4hhjJmMvra0oFQP7085+8M6+vr7fbLac1ijy/rF+/Mot0IcbY9bEf+50hV1L99PWTNgQ1c1ylSa6VDPkQaXvcBiECrhVEnHNPTw9rXnNJnz99alK//+mH4MLr/f7br79652op21WkJer7fr5NS+HZTGM/IpplXlChJp7v52m9D7uu72Op6fX2+vn59yptS2Z/+OmH0J3P5/++pLnv4LA7ou+hqbb2+bfffplnZ+x3333shr7vx8PxEKJTUlVdpjnVumYhG4Yh+BAbt5Rm52mD0y7L7KyJwcforQFDthYpsszLvQv9bjgMw/HT719qZT90x9M7VTPPaW1texqqJd3W+/l61ltZ80D+nbVgLBgSH53tne3D4XC0XVAH1/J6PIV//5++/+d/eXDD7XL/23X6+vXrXJcW5ET1YX86rZPzlmoO05JDDONh/Ne/z2ueAVsuxlrMdZfy6gIxyG+//7rkl24H3y6j7ZQ1PTy8Oxwehv7wf/2X/yZSY4jOjNIiQXXWF3Gp1i2wIiIgtM7149g5aFJ///Tbp0+/catdF4+nQz92re2d90DKUn3wAu0+r7/99uvl09f6cv/55z9Z1yOJQnMOut34/uMJSG7TncyU19ZKm+crsgZH+xGsV1BuXKRmss4YIASpoix/7LlhY5GDApHxseuDFdGaqxFjOnImItp5LdM0h8qE5F1gaGTVGMi5/vrrb//vf/1bq7QbTj//9CPq5zSn6/X815rHsd8NMUYrIuuyTPd77B8fTg9zXi7X8+Vy2R8Plizn9ssvv6zrKqo+hg0I/90PP4QYmHk3HojQOrOd1ALA09PT8bD3ztVaWylbOy2EMGrEmmLnD0Pk55duqVAFAUUkp+I6u8EoUsr/47//8n/85b89/fx4Ou2P3eAB5mlSgPttAZFowJC11ofQgcKHD4enp/dpLeu63m63v/71ryH6p6d3fR9TWr5ezjnXGN3Dw9D3/fv377///vsY49qW2+22LMu3b8/P316tMafjd+/fv6+1eu+sNYj6/PycUnp6fNePA4twUwLT9wOoEaVaZZnX6+XKVYdh6LuOyKiANG6Na2n9u+HnP/2p78fr7bbm0nVd14+PT0/jsG+5Xi+X88tvqHgY95vy/p4vxljvo7Mmxrj9tr4fvdv6kr5xrrUytGHsTw8nY0zX9T72l+uNXs6qOu7Gw+HQ910pdVnXdV3meU4pAxnv4zDurHXX6/Xvf//73/72t1qr2zsAeH5+NmjHYffw8GDItFoB6OV6m1/Ot5eLtdAPfi/Dd99//PjhHaBsr1sTHoe+6/qS2+Pj44cPH+Zp+eXvv3z9+mUYBmsNgFprr5fr1y/PwlBLfX19/fLlszG42w8pTQDw9PRIRNM0tXbfDsD6bnA2bjPG9gwegjudjgCxZhDGvt85P16uX2uda6vWKxlFhbRma5yzkcAqeALnjBpSg9gkk/EhemuxAQpZ7wYAYWmN21YvNEQIRqCqNlV8AzLqGxdEhLdBAUEVCICMCwSuNdlEcdth39bqVOEGjXl774Ld7AMqKm3jVCIhoGxfhoWTqlpLDZpgA2BABtAq0CqoYioOERUMoSGy2xcHACqyvI1DCATWeu/CNu8xNzRATURUiBBxy+IsWe98Fzu36USbchNhaZW3hbSzlpuwvCWQb2EdgwgQgjFExlgiYwwiCFXRqm9U4X9UJVVUiGAbb5lZQQDAmI2Qgvg2zsEWdeKGJFZSBQJl+IeQ4Q9055tkD0S2/wkaJABD6AHsRhbY/mlD1NTKy1pba8YY7wnQiGoTABV4S/N4G/nenkoICQnJIFhEo0gODApsGw0WboUrt7IFZLUGB6Qw3RkAUY2w5WalWWbaTDqxA+PA+zbNZ2bhhrfbdVlySzpd0zpxWkRYMYIbYOwNsMQIFkAqELinx6f9OBjAy8srGhLm6/k67sbdbtf3/evl+np+DTGmUli0Vnn3/jtrvArcb1Op7Xg63qZpmmdVvd3TuhYyECM5h60wCHQx9t3Y9/0Q6Xg4Df2gLL/829+/Pv895fswDN4HYyw3tmhAYTfsvn79dj1fW6lvwFUgS6Y0eX2Zl3npBzuMkcikNf2f/+W/rK00lWF0Nvh+GJ/ev3/38Yd1zf/2r78E651xZU15XtXA+/cfgCXlNOxHMLCmtCwLCyOhIjhnDof+eBzmeUGE3djXWlSl7+J+NxJRzinlklPCGB8foreHlLI11hlHZLaJi1nO13OZVhXQiorgovMxxL6zQN//wOsCBts49uM4Ho79NE3X63me1zUtxoAwW7K+D97FP6r+2I/DjkwcNgVvR0TyBdecIaf9wXkX+r7z3vd9//j4WEqbp+V2uewPx8NhPw7jtc0JinWkkpmTQh762EVvFIIN2CjNdfA7bfb+Ohm0iPTw8GACrnm6f70gQT/0h7Abxz5EkwuJ1GWZhKVVtSb8/PMP1oa01i9fvnWxR8D5dn3/7v3QH3JOrcy1YAzx4eHonLldR128g37oe0BWZVH+9NtvuSYyOPbjbtxzbbWUBOvTw+P15XK+XGopTVrs4gFAWACh7/seehLsuq4L3hmDCjVnFp6XKUTf9/2/++f/6XA89cNgLIzdgGjSWr98+fL6cpHGgDIe+rSsjsJmzQzeWWO2DY5KW5cFicZxGPd76wxre3w69X03jv24719fv52v51yWYez2x5EICSilNN0nABjH8bR/iNav0/Lpt08ISsYI177vnaXb9fU6n3NdDqfhx58/7g+9QmNWJPWecBxbhnXOfeig6e18TfdZm1bL++Gw64/H8X46PA7j4eH0cVmagks1AxpFddG9nm94Xz98PJ3vr2ZXwGqSpZTGpg1xZ7x1JFvtnaw5jU/eumVJXz5/uZzPy7z2PXVddzgeVeQ2za+v52h249jvd30IuK52mW5j3x12+w/v3n/7/AX7/v0/P47drus6C4SNeZrX6bKCFjKg1K73r0tN93l2UcZhHMe9cx1QAHRkraA0zUgOkIpWC8SIguY25fU+XS6LO0UXUKWWmmL0T+8ezIePJEny3TTAytLE6iYJ2jjKaE0E8U2NGmnYBAuaFGJoRqsratV8j4f/OD4/fxNTnGBOMwP0Pg4/RGD89vfntoiyMSaIkjdu1/eVV+ZS64yEwffjbkdgS2l5nYAVGFSpJYuuM7BzBN4alrm2FckYJ+OuA+rMbJYyNZ4LLN++/JJlQQfv3r3vxx2RL33zEIsr+2HnyTuv98ulpCyiKSdQsMZOy1IKqxofA1tTKszXe3M4Puxc77q2w9u0NpmLrKzqyku5ucunpgji841jysaI6kqmmGhtP/gQJ87/97/9j36/U7L++GE/DKW08/n66dfzt6/P387pMO5jGAwZ4IYoZOHD05GPPYl0HhyslmDn+2HsbOjucxJjH4bhOiUGMDFUFWC1wXR98MFYGv3d11RKFTJo0Vkfl7LkjKmIhgZ1bZlaqsRqUJALKEJLklbdzsgWDQpP/f7Tt8/XMgXTuWiPD/uHdydRTZLkfnv4Ud9HOxxtM4d4gOP7xZJwWqXIOuvrOV3P98djv4tovHmR20sqNfsm2GtU1Mc/PVjz3tmQSzaGEtZbXbjUX56/fLrcgMDuD89XzC/rsqwPD263u3q3/vWXr/fL3QB9nf4SQz/+YLrYT5OR39uLNmnCbFZud359lb9GWoXn1OaZVjSdp4fS1hBciKC4MC3V+LjbpVqe59ezea5jc7QvvZ8sJOAWvICCYx28YE2FeUTxphVY7tURdUMwD4E1r7WKN5b6YHqEjpi8KVkKAxdDjSCREzuYzqn12rrQDcZbsQLtBgzeR+9Cg/t1LoXBBeu7OHjXuCxpuqeUxbqwr4WtORzG786e8+11WdJxtyMbM0vNRSzgQr8+f5XOfOwDWtePhweGrh9aXlOeSl5U2TmX8kKWur6rbZW1sPB2AUSKyOyNPQ3HWgtUOn+7G2NVlRurAlpEQtV1XWcu5LmqsjQZQ3BKRk0TKmqMCRB6G6IlfP10No0O34227x7ejf3pge2vpAUUutgpQqmpckLb4ohqFC2Si3/Gj6AgkksWEOlDNAeqW/WAqEq7TrfM5Xy9fnt+7ofh4fjDcf/95Xwu2Xz+fCslj2O/3++MHU8n07g+v1705dU6++MPP3mvt/s9pSLShsE4EwwEj05SSSzbDdS462Jvu647PZ7CCEt+OU/fXq7PA4+n48PD6bHv4nyX+9xY03xfluXmOkOuBa9pOVsj0O3mac5pYq61ZvN2A43jsB93feO23w/Hw8EHLyIpZymVpFlkA9UDRgwgEsB0xkZjGVRaMUZLWaf5xsKVsw/WGLPf73fj7nq5cWnVlOl6a6l2LnSh2+323333MefSOLeaUl5JqnLOZV2m87Is92hOh+Hduyfn8Xq9/+Uv/88wjt6b08OBDAApES3rsuab4jwe7PFwGIe9MjgXhmHkxtYY52xbNfSu7+O83GtK8/0GAMwAYGodjHEAZMivuUxpMaRlaXLPrSZCMOihwLLmVtvh+HKqOgAAIABJREFUMMAVSyhdb/sxjH3YBVMl5bpM96XrQ+x3pVYksfYf4ZN6a60Bi0jGcpMmrGCcMwRaW1aV1lRAtn5LqWwNWCugyTIaMs4aEdxgZmjJELWqtTJz21LiTYokyiJoyL1VIgGBUVm5MZEx5EoRFbuFVCKs0JhZAQjxzdOOhsiqAqgSbqIF2Ix5hki3jjtwSRuacmOzACqQUrSRHCLiW9HDWmmtlFJrY2ZVUQDnDVpXMDVtTdiixc1WwG9WPkLjrHPWOxe0ESjw1jZ8O9uT7VRQUECVVBQFzfaNr6IqrEhIxiFSU5baREBVEXWrj6ooqsLGCyUkI6pQSsmKbKz3HjcpOhEaZ21A41SpVakV1yS5VEQQAGZuahtQbbpcsoiIorHGWfVWnXNbCOl8IDICUJkRLSg13kZMFuXGUlvLuZZSa2t/8EmFhYMYYzATtKYgbIwFBAZdaxEw7HA4ja2qiqns1vO6zPV8La2gMnHRKUupQgYiASLk0hyCNWisJYsYXHHYOiQH3lqRgszDo7MWmslNm3+MD7uPw3D48uX5fLm8zKtdvsSIYmdQFcrzkmoVVAVx3njsyEcg19A06rU1qKbM7sUGZ9Dd6Otfz3cQ+FJeSpjA12SlmiXGcDiMxtTmX88Ks7vw7oqheh8CgBxrSC0lnmbdjTiMYnxyzlpjVAuXYlGHg0dqYO5nXo/hsd/3f9qdnPWglBaTs3EO+/cNUTxzSIKkjbFfe9VelVhgf/DdaEGhtJ4Q93si0ztrQwzCtbX67kDfvs4ppbDf/fSjBz2t6yKqzFJb7frig4rofZFcyRrTSuMKp6fw/Yf9btyv03JaoojtYtg2uQA8LdO6Tsml8TvsPwyGTC0FkPtO0Q/kt3rZRCiP1hAmbmm5N9fdu6GyyPG0Oz2Mu12Y1yuYaXy/ojGHJodZYhDv2VA+0GWgO4AYQgBpXIxJ1jpnHGpSMb43PlZnbPfd7qGN3FRVSk1tmSw3ErbejLvoOzQKuzisueaU5ikdDg8u+DnPkiYkevfjgbnN8zTjS3YudI0pT/iS3fLD9z920RPiLozXy+eqn+XhpIqghEDRV6qgojYyQMoy37WC358+HP88nI5nuk/zuhaFdkec54siilW31+j8OPSGbM3tdrk3EgRKzF/PL0Ndnt49ZL2l+TWVJXbBehLQu/lWhtVaV6e5rIkHtkLIwNKKWcBaHzxZA7V03S3Gbhhlt3PuKKr08ATjkBHafVoa35zj3f7U94PZ/NUUAJo4ElMTpHN93vkORo4fNfZc23r59HuRrtMQjDVDGo12Q3985/ueSuVcqkhrgCCzAzdEck7BoWgUy62yGoI9DUN3/HeHdx/ehxDmdflo/drDv/5ybUYAwDg6fYRxjO8/jPv9GP2OiLDe5ut9ui4oput6YK1LMUS7YbexhYXM2nKWAt789MMPT0+PXddZS7WU+/1OUgyqJdP3H2t+evn6Enzc707BjyEuygbR5JabNAuoudT7fcrLbehM11kFs+TbbblPyzzE0flgrDHWkY3GBOsdGgISJRFolUHAKoIArmue7uuyltw3R01byXV2jp2Xw6434qZL1rVpRX37roS3jRoSkVO1CiQGRAWAPYl1CpFc793Y+/c2D0tJs5yqY8rnWptIF4ovLenMa6mizXr7ZsbxQETKUHO+ITnvnSUwaJgEtFkLhlAFW2UQ9S504UCouYkINxZjjOuistXVeCYyzsfwfP76fHue2j1hHsvRmBDNSN5XqhQpOmdR0gIl1yYl5wWRrB3JIgjmCs57azBabGtp0BIvHXbkjOt6XquJPByZXG1WLvlqYS8M1yl5r12E2LVaL8GHQ+jJmem8/vbp07G874adDdFRXNv69bx8/vR1ut4VXd/vum7cHEREahT8rjMQDYAhQqigCSUBR9KgImDQWN/vrBhCb0krVtXWws53XbCEqeRlXtM92V3Yng8SFFRD4FFtWusyvQiLIUMgeZ1VgVuTmt4EuAjeml3sLzaySklcG+/2NIxPgOjxbkoNnMaDf/9DF8ZRbco83efzsq5LzmvWeYHLrcYB4mBs8NXDQmVuuRWotnlwP/7w3W7ckdrr/ZrSmjV/vX6bltvffv3Xlfm0Px2fvl/ysk76er7P8+T8TCjPzy+trN4BTMtjOLx/etjtUJ+N+0SkDAKsmFpZdS7uAu4Cdmqc/MFTiwahcnKisbNKDJYb1qRwLfPX6Ut1zR9jPx6KQZHqELohOrIKaYWWynzJdzaovTWdASgCID3CYEAsZQ+zQyRjooIHQcPNgFSQCpABCxFbT75XclyNFIvqACD4PQB67w0Z4woZ10SlNTUthAEbtnUtjIAudPuSCmEHEq0ZDK0Ial2PZIokI5qkmZpfp5s7B3Sm6zpj/eH4yKxFVpZmLBmL5MySZyCLpMt63/C2zlpnvDW2lapNogt5ycs8M8vp9GidB7A5Jy0ZTQHUym2tdTAOFAig914a1SJgqAFWQNsPTx/e/fn+48vl3ruuC13shm7oDtYklrLePLIxprSSyppKXNLtvvTrspacuXE/WIOWkKQ1YTVkgvPjMB72h8KNRa73W271fLlfznPwu+P+EEKX15ZSvl7XnJOq8X4QMV2/NxY/f/5tWRfv3Y8/AgK0WmpNBNh3rgvOQk/cr+uszIqo0kJ0u9AP42CDmZbr7X69TufSZtcQaOcDApba5lSmyuua74tAKo+dI0Oc0oqoynK73GpJzhEol1qWZVnXFEKIYQBQbz2qsehSW9dpnq63VnLw9rQfT/v9od87sK20WXHs+7XkVsoy35FMZXbed318eHyouY3j2HW9s76U0krLa1JWb1x0/rgf/dDVWtY0T9P1fH5B4GW+XW/XdZ1FeJ1vaZ1UjuMQv337+utvvx4Oh74fhqFrrbGwqOSamxTnddft3j0+7scHqYBqrY2367Q1CLkmCGiQWq0I0kVHxqxrSalyq6XUdckI65LWab07Z2pey7p4a4JxxkaLwRbHa6ngdNLma3h0NtreEHSQqogsKlVEAA0gAJStQbg5u/ENryIb619xI48aQwgArRURViJjUFG5tDcqJlcRG4w3bjMyCItslgRBYZCmYsmAQTSkzqigsBhnpTErv7HLRJsaKxbUiTRVBDTbTZ8oiTTATbW+aWwRAJibiBIaffMbgTHWkIqIGmSUVts/cCZbm8aQ8dY5axHRWmutVdUkpbXauLFuskFQA2JQRBhYUHjL10Sktj9andTYMXvRRmgJSQX+0EwoqKiyCOtmL0QEAkF4U6oDNhESIAQkYBYWRSQWVmFryGzITsANN2OQCICVtdUGWqEZQUMGiJAIEEW1NlERbpxLWVPJpfxxy6eswIKNJaXaWACN92RMdZajIpIhS4CO0LDC0kRBWTnlIooCsB17tNZKaTmXVkUEiMAYJDLCSABiTRMVQEugKkVlbk0KCVtwBgGkYKo838v9WqalqVhQbE0KAFtwnXGduLCFomAMGksARAFXSh5ULMquMK+EehiGGAYUc79l760T28cu1ujYtsaF7tZCfwJEskZRCzkbgmcOvhMgiSMJLYyrGK5NBQS71QU0RFymm1xVxTzoHq1Di0gKErye3jsAAKzsz+awDIEHQOdUQWmCWqkUu1vpePTjaBnEOWuMKbXWhgoao8UtXZguq0II+u5pH0IEoJQMS2csjCMpcGP1Ba21REZaZ8iB2lYl9mq9Nm6shohiNH3fhxgQ8Ha96LruT3QpKV1uNOjTxw/D0C8LFW6ttdrMplVPOctVQ/Zd9MKsLIbw+4/DMMTL67quRBgPx6OPURHWtahUwOaCBOOs8d5hyQLAITSIigGs1ZpXhDb2kUtdp6Y5u771BQHs41P//sO4P7qXy+v/x9SbLUeWHGmaqmrrWdwdDiAQkZlMksViFaWl+v2fYuaiL2pmuruqmGRmZERgc7j7WWxT1bk4SErfAiIux9djZvr/35f46vbJBw9oQzHWVITcqnT+CuZUW3W/tZBEEcAYE6QRiLUxmr56HwyF7URjXua6VjItAJQqztN45zvrHDiLWkqrpZ6vyzgekHBZlyrVedcdfMsVfPE7rXa6tlxKutYXJok3duiDIeOyXTGV+ip9szaiOm0mRHRsUMlaba2CLM3V5huO5jjacDvQc+KXdp3Sus7CRGRjHELP3UCxQxWtLEJsg7PG2RCm+by22XXQgQWqSzovjDYoWGghGSs+dtYvZk0q4iUiU2vMnNkgDZ2xRMJjV7vODn0Z+pU6QjDjqJbyMte38xM3DWG4PR4ATK0sgmCJvLXRlVorl9aSJ4m9O/SRUNJ1TnSypnjXQwyDNaHzwzjEgdA2BLYIrWmtWdqkYskkgYrGhJ2hrn/PnUd2B3z4eDjedkCaX9d90ls1F3GgBACEst/Fw368udn3u47ACgsKGiVWhqroxQKhKKJ6Z1cutbWGqChhiOPQf/rx493t0VrrnRPmQ9oBn2uelmk93EZP3WG/J3Bjt0e0SA7QsGgqS2nVgsqa1nmZW06EhMaBC9vpXKvtUs55zbXo/V3XRY9+iFshwtsmW9GGASKgish2twDQUvKiolzSshDIsizeQiAlIiXaFOq/Nbq35D6I6lYcp605IEDoQa13/bDvj9/dN9P+5//+dxcIqLoA5AjUALiffvraVuYEzkZjjYpYgrSur6+Xh4cDUp2mCZBqE0Q39DtAcaE6R4DIVabrJZdiDYxjGPSwJHUOCZUMqFgGaMIxDPFwGD6ERq2izC+sEtIsazp7U3ik0e9F3vsOSBaAauUm4qyJfbc/3lSVy7Ja71ywzvW5euvURD3Pr2XV0AXrw83toQs/pnxqNYNCWzXldTrzbrcbh/Hm5ubb0/Oa1r6VXNoyz+fzecnVhc7GHtBM0/L09Hw5X/oQf/zdD7f7QyCjJYfgSYRzSWu2RLt+OB4Oovlyfb7Oy5QbujkxFMH6/Hp8eNjdHrtx3AW6LOeX1wSE26306fn58cu3MuXdPx+GSNIECHwfrKW+66/X66+/fOu6vu8GdHSezqrgXHDRARAgkENBUNWP3z8IARDMaWZh41zXd4d+aN34/PZzv9P7jzf7W1rr26/f/v71699fTq+5tW4YQDxhz5VEbPDDw8MnLhfO16fziyFyLtzfPxz2u1JSg5Vhneb5bz//57fHr798/vu//ff//i//8qff//EPz8+PzlAr6/PLt5xmgAZaakvzUtD0N8fBR5vqsqxYq91OygGglIJEh5uji2rQw47h2PMSZfZlLgLVOt+NY4N6TfPT4+vz5fx8Ot89fNgfjgOP57dLLqWP3Yf9jQ+QM57Pby/np+fT87DfD7tDP/SqWNa0rGuudej7/s6kt1RLqSgC75RaIgMstVYxTkS5gkUSgFpKvTRWAYDb433fdYbMdL2Cct+Hy3y9ni+ttdaydU5FvHPOOUSKMbLw6+m5ae2GGKMT4FIrWu6itx4FBABenp+fn5++++6729u7oR+u17eUEllzOBxZWuUKRAJQWpvTWlvdvFnOuOCDshqy2vSXz5/nafG+Ox7v9oeD8+Hl5eX19O06vxw/3BkyRXKVBuhCDNhoTalO6/HuQUBzzcNx/+d//dPhuw/fnp8BtAtRRIwhF93vfvddXoZ0PV+v12mdc83Ou1+//Pr69rqua06p1Xazv/nxh99/+vTd2+l8uVyXed2Y++NuX7iklFLKosqtGkMAktKyObKI0Fpfa9kYhsuyDkPXdcMwjKogwsucRDilas32unrnvKMeOQCpsdY6+3p+dcHHOAjD8+PpdH7LJVvnjof7EAOBnacl5/z6fHp8fFyXBVB9MKKlVqyt5lxF5pz4dLoAyM3NPsZ4uU6Pj4+llNaqqvR9t654nc7D0Deu03T9+u1brWW/P/zrv/zlu/sPHs2yLFNalzUdDjc4X19Op7//7e/Dbnc4Hsdhd9gf727a6XTuYodEXddrVf2tuIhKtbUOses6VQnewzgag8tyeX5+fnk9heBubnYi8uXLr5fr9cOHj9us7PPnz7e3dx8/ftysxMx8PB6dddgP9x8+frj72MXxel6ny3K9XpZl3Zr9Qx9SSqWl0+k0DP3Hjx+cC88vr89Pr9ZGrvz4+GTMG6uKMIDWvHLJMbjmAkR7c3d/3AUu7fX00mp11lgiEGiVrd3Azza6yJWnyxS7nkVqzd4PCNhEcs4gZI0jsmgRlLjJBh8xhlQNIvhgjUFVMQQsTUUrA6CQVEQUkdbaJgOw1m7dPyLym5cCQAR+A3ZuRXh69zwY9B5RUFlF3smZvwkDiIi2BoSqtsqqTVVrrcyiAr/9XqEhZ4wFAGusRbuZ9PA3Kva28SOzPdo7TGW7VABwlgySqoq2jXamqsaYrXpUa9V32sqGEuVWW8Fi1tzFPobuvXG8DeeERdrWawBUImpAFYC3UhyCoBZm3bajRMYYZ31pa6k1GGNscM6BsuEm3BBQhYEbeXDK/4CZbpQZbq3mSlRUlZnXnGptqgKGFFAEKr/TSwHAO+dc8N4rIEB5D94CqUIVrY1TqqW1VNqyJkUEQGbld90gcNPWgBmsBWMoxr5JbtysdS6QMHCVNZV14XWGmqFWrAVQARpwpZS1ilSFVqs0UAFyEHva7Tvvs7eVDNhtiYRsEIwvizxDolWATFOofecPHz78+LvfB9f/53/87fHry/VyKenkRnnorAjGYGMwx4/vhFODthYqGVs1zEoWur1n8FWowCLKCsZiNKZDdMBgNsZmH5yAUXDet1pFJYZgnDHWIEAuTkVjF9Z1XZa563sGjwDWupubXd/3CrBh8nItIq1JK4WdC8yIiLXk6/W63+/7PoboRbqt34Eo6zqlpM7Yro9djAYR0TBLKcUHRNKUc+OGiF0f94fBObcsy1Z0p3dqAqd1thbGsQNoji0Rxq4TgGmZz+cTkR8G3/d9H6MzpuYSo0MQ7826SuUGpPN6zSXnmmIMx2EPIKWuAM07M+wCgHKr4gmsAjQXgIBYKgsCqPPUDQHEG+O6IRrn0FDsA7Lfvhdk0FkyhgGqKFsnaLaPc0O0sbO6na8Ibz5JQEPAAK0WrhW4CYKOQ+cMtLaWmkTEe3/Y7a260+t5I9+mZVnn2TsvItvA//np0ViK0d/e/u7t8vb8+G2dr/M0WXK1LofDx3HYXy6XJod5zhsm0JKfLouqem/GsVflUpi8JQKyy3n6HHxP1hxu4unUpun8+lqcDV03cEPnScUu6wJMoOZw2IOSs3437vIv09vb8zS9/uFP39/ej+M4KNWmpZQSYzTWkbHW+6GUZc1UDDIRDdN8FWHjPBGSc3vvt4ZuLjXEzpAT1VLbNM2Pj4/73e1uF30MT0+v87QQGU+GrO37rl2TMBCh824chy64b9++LPPinB/H3W4/Omdu9vu+D2hMa5vEmLuud7blXArPqXHiqSU21g3D7sP90QaXck4lU1jjDqb0tOb1Ol+V0sOn8dP3hxg6UMhrCjE6540xOcN1ur6d34Da/YfDMIyKSATW2di5jSMAwAplWVYf6MPDw5///M+l5sqJlWoFYW6tBgtN9OV0sqb7+KH/87/+i6OgDfJaU05rTt7QNE2lFAuEVVoFds4ISK6FU6taGjdWqaUxgzfpcrkwuLh3W9OglCJIxtgQAhJs3evGLZeccsohbHdXAK2tnk6nkucx2M4Cgm4KHgFA2DBawiBNWBiJnd1mfQ3PL1fKGiqM1qTHx3N6/duX//K9AZWS0sPx+/HmBot/e3qpMw9+cMaDcCqLC855iZ0FVOv8/d1DY26sb2+v3tvY+52183JmYWd81xlVa0wiQkDous46QoW6YUYMUNDQO3SwTuVm/8P3DEWdVkDjH24/3ByO+7jrbTdPy5Sv6zQ7QCJnbKhtLnWl69vR3TK1hKd9t/d9cA47Z8mCsdztxmVqz0+L950wn6dzjGjBpDWfr3NLrhsOu8M47HoXqOu6uUzfvn0dxt1hv//TH/+kxq6Fz9f58eXbNM2t8ceHh08PD98/fPSI6+X6fHqeG3synfOxG6L3MXQ+jqyGalQgJSto15QSgzo8z/OibK7n7tAtaXp8eX56/tZaKWm5vL5pk6EbqrbMhdBgsFixSNIiYPX+0733AQBLrWqUWaQlJcylLetK1nbDuDscYghTWh9fni/TZW2ZvPunP//zoRvBxwr2bZr0y8td6ygo+b1xBx/EeI1dn9Jlmc+HfUDtCQdL+e62u7/5w+fPX5xznz59R2hyWSpfldZcL6+nr6WVNS1d56/T2+dff2Zp0zxdpysAxtA5Q0iMWnO1KU0heGMMKyOKaGuSBApgBWCW0rg0rsSNrFgLqGqCisJuGEG51MlJaCiN6+V6XddiTGQmZjTOfPrhodVaUi4ytyK5zN+en94ur0tawfphf7O/2SPSgtDWtKYyg4lKuSJnQVOjh61pQmRRBIQ32jshGCRnnbUBnGEVbu3t9SXFMPbD5XpKJQOwt7SSlLKmMjvxzDqMg6HY+f3rt0mqQfEvLyfW1vfx46cHhnSdX7shHu/H8RBTuk5LAtV1XR4fWym15YrI1ihZWtf1Ok/W+8Px5uZ4+PXrr9dpXtN6d7yNPhqym9ZpnddpWda0+tjFIQLpZbpsbA8A8/T4gga9d76LRk2rStZicJxL1SZ5oWT3ZhdjGJEb3kzX6TqdL+e3w/H43eF743ujNc/X63xl4f1h/7sff+eczSUfDgc4HKTy1nHHLWWKBpGCd0jUVMtaU8rzOt8cb/ph7Id5XdbrJN6F3+RdsnkpLpdLyksIzlp3e/xgbbhez4+Pz8wsAj/88EMMkVmmaVraRdku8xy6rrOdMbbr+v3+ppSCUwKwHx/ut3NcQ3a6rqeXyzj0y7LO1ysSdJ23hl5eHp03IZAxThVLqUgUu877rtSyEXQRodZyvV7WdQ7Bhegv06XrQtf3f/jDH+Z5RsSu65j5dL08Pz+fz+ftiVyXKeds1a/zAkjeBVXIuSJQTjmnYozp+r6l+vb2pgyEZhyGZV3Xb/X89jot19by7e1hGHfO29PbW875egUAmOd5Tfmwu9nvdt//8P1Pf/2p1rqu61aZ6LpumiYAHIZdF7t1Sa8vly9fvpxezznVvhudtaAoIjlnSXUDooUQQujGcSy5IToWEiHnPDcoudRSRJlZ6gpOCZ3lrOI02PBPP/5TbWvj2RGleV3SaoIwlSotut656MBiA+8t+ojKwk21GQRryBKB1NZKKamV4r3zwREqISChM3bLCjrrsWHbunwiVepvbTr4B/lxq/wBALMSESjUvAmPVNrWRLPOWiQCAGMMl1prxXcD33thTUV5YxqAkoCzzhijqgjIRjeL3Xv5DM3mk3u/EkTdyn3bNM8YIgLV2pqK1Fo3OBnzRgp9Vx2AwnZ2w8whRETzD0kd2Y0dBaogrKKivBlY6qZbfyeyyXZNiu8mBlCySgbonYkCwrWlXBszW2Odo6pcGRsYaAikDZq0ujXrCKE1ZmYVVMRtWW+scy4gYEo511xa24rN7zQbYYvWe2+dJ2sRDQCJQuN3g0UTo2BZtHFT4FS4KZTGKZW1SiqSEpNFsxmB8b2oqA64aS5FRHJVTFWAFUWUiRCQNgCSdeC7bbOprKAMqsDM6MEpRAUOgADBmY1j1HWhSVOt1oE1m+Ae+8HHaAEyYgYSNGpIbA8Q6yW/2Db7Pfi1OczOmm2/xNKC2Ue/76IRqarVGVI1yoYblVpZKvlFsTBIUQCwqoabOqPO2S5Ea8B76rpgWZG3ka4RRYBqrRgrANAjIQKRGM8u6qiuMYoIEVif1LBzTkWMiO9AVFiZmQiNsLP2WCt4398c99YSEXedU21I4pwj6kK0RBij884iSqul1CK6AhAoObdFfVspc60G0bW2EDXvgKjd3fbOtGWZa11bS9YSoAKCKCsCAIOKcCKi/XjoYkAFLisBe+vcYbeu05Jy41RbrZwFqouxH4NKkyXlwrnVYLy1myqzqTIA9511xnGrgmQQDYToTLRiyMQ+OG9Fm7UWbLSmWoNoRKGQWZEUiYyrSGjIAqixGIITQRYQhlVqk6aCtc4IYCiKtHVNl/O0fZX7GJ0zXQwPHz70dsSGdcdkvSi+nc45rcviY9fHPqrq5XryNhJqzbO2FAMednfjEFUgBEjpjFAA9HDYe9+mabbWOEuKFYySU981shoEQtkgAqKaBRqoDYP/8OnAqrk851SXdW5VgTQVJHKkxpoQ/GDJEaHzpu87lpGMMnNKedh5MICgyjqMo7FuTXk7gdq2fygEqpfpWmpjFuu8tRYJQNQaE2MXQgdKKVcARGNi36GhXMrb+U1UrXNbeZoIEf8RkZecc62+j35Zlpxz3w+HwzHGsCzTdVpFYb/fG1JQZGk5cc55uqayLg3E92pVBVrS9bRcIGOuVVWxu2lmv+R1LUtqq+m0i0YBiIohE8YQ/AavsetkS6vleTKWYud3+zCvC3NTcDnXUkvKU+WaS17X1A3RBxTIwqnVqvAPwHObeZVWh3F8PZ9yZhG42d0acGnJaIAsLWktzApggVSAkSDGTnitLa9TZWypltpaLlUMVc+5NleaKa2xCKsIKMGW/kcgFWWpzLW2UkpmaczIpThngOA6zyIF2dveG+ENySXwnuEXFVFpIkZENqiWwVp1Tsvgd8omZ/n28vevb798efl73Nm+812MYfBDP7YLGufZsjHBWqdSDCkZIQTqnXEUYuy7m8v1Os8rt4KoiCKac5laq+oiYkCA1rQacdZ7axCMgIIAAZExYImsqbXOc7W7fR+Lo7clzX3sPz38/u5449Hmab1ep3xd12m9O9wEFzo0Piyl5iqtSgXX3Fj7I8QOkJoPSgYAJIauChRdiByzrCU1YWklrWlNxcAQehMi+Ug+2mE3zC/Xr19/vfvwcdztjzc3JvTTmmtT1FOtzK3tduPxeBzG/vLyfL6clnU2quQihmhdALKpyJ48oLBPdFZeAAAgAElEQVS1LNAUmFsSbWSsdYzItdaamtPLdPn89WtaJm4ZQRzSEIe46xMXUxbvouuC9zVlZWrO2W53cNa3Jsu8NhCpoqouODECTXJbAvlu52zflUvh56IE0zr//fPn24eH4CIivc3pPL3QS3q47MaDN55Zu360McZSmnAp2XGLeTVnSJe3xZndw8ODKoQQf/j+E6KwzoqrsZVMYV1ZqnUwjN357bW1uq5p483mXA06NMpSWquopuu6YRitc6VWQwDILsjhGIB0XkqFhMgsFbcADwi0qoasp6HvWmnTdVpLaqClVgEOIYahM9blXE/r68PDvQ1YuV3XVyIF0MZNFY31wUckKrXkmgTYx0AuMLil8FoRxHhjGyLjFoHa5gAEihu1Mi3JEnjXk7VGJNU6TeeSPQhfL6cqTMaoVkPiPAoXITTG913cj/3tHrF9vpzWtDZFYSmF0XdWwK/VdEO4uT0c74af/naa1wkB13Ve5vl6nZxx3pH3xqhJOc/reojRhWC9J2O34/Bht/fWc+XYd6iYayVrjLMuOFFZ1uVynbb9V/Dd28uT8zbGDhSrSGnCAcgSOCMGkFShFc4ZsHIii8YTkFynM0PrRj/ud967rutijM7bh08fv/v+u9bq6+ur9x4AmqmtbmiF0riVWteUBmOMsTFEAZjnGVYcd3vnnLWm1rI5g0Pw67qmtMYYU0q1lsbVWjsMY9f5GPp1TdO01FKJbKvQDJbCl8u6zmstgogDqHFm2O2GfjDknTPGBAN+Nxy3eZeIzJfL5fKmd3cq2nWRCESUW7lOl8Deup0xyAzMzCzbmq7UuvGotttWSmttdRg6pF3hQobG3e7meNv307Ks65rKkpbLNZey2cLeXl/nZWHmEI2wLNN89Vciw6IEVCpzky50AJBLeX56q4W9D8Zataau69Pj05xma/Hh4a7ve+dM18XrdbpeF2MghNhFqbXeHHd9P0zXa2u8Xa1zru/7b9++EnIXBgQ6Xy6PX19Or2/n87VWHvpd13UhOASpLZeyNm212lKq9zHGuN/vS5Flra1Wa502lAw1cUsCbGKMh+7mZjgYdVoVAPrQFZKUc3QutZJTpSrkgawDIE8x2n5TLxo0tRZVNkTWoLfWEIE2EAYVbqWRGgO4iTi2XY1srTgCNSS4sQaLNjKEG6ZF9T0AKfC+94HqHG7WwS0QwqSbNw4MbbQWInpPRG4IFhVVZWXhxsJbvW17/M3n55z1SP8Y7gFsh0KCiIYMoXn/M4Cx5IN31qpoKaXWumn75LeRHSKIMiJu6E0RqaXWtqliLBnacPMGiLa1GWuDd7WDKDM3QCSgbYb57jP/bToJiEpWjBcQ5sbMjWHJvKyl1ua8+KaI7xVKLGwLE0ErjVANobWm1tpa2y4NUBDAGU8ejLEGy/YuASIAqQgRIBpLFLwLMYYYjXGARgBKqSmVZU0EJGpYtLEwS9NSm1TmUiVVyBVKAxJ1DrwzSBbQALxv+gSg5MYiuYiSAkITcVYNIaCxjgDVOjCmIol12KpwVbLoBHwEF1UFjKFx8M66LS28FKgC3qGx5CxZC/uD7XpbS6qNRRgIrDe2w4Lp6+lR1ezHwe0gkFpTYwSy0lqzisH62FlRUa2WGhklVWYotbaWBQtQUWyWZeu/SAPvqQt26ANCMyQhNCsKVWttG8W01rxN+wHAB2eMaa2S444JjSsFt+Rw46yQkSIZsEjOOQZlFRUDgKjueHNTKgD4vvdti8YC1poA2fshBBc3s6wBIkUUkQJtJbOiOgTrDAmL1FpaWmbl5msthpgcqPDhpgsBnp+qai1lJWM3kUqTRsaoiiFSYud06J13yJUNMgIbo97HEGwq2jg1LgqNnBiv5FVEoKiUlmsGo2C88RZQFQRBgjfemZSqATBkPPliLXC9XFttORdo2tCi88EHZx0rNoVmbCaj4MgYtcYhoigDgCNoIIhA1tasXBmxqRZhC7oRpfKyTEQUvB/HIcZ+GPq+700jIOj7HtEsS3LOMreSk3cO2JHBLjgDUtMyl1m1BW/GYQNyqzW8rK+thRg776g1V1utNSOKYjWeXGR0yQVCElOlSRVmQOAGoM4Q7o9B5FBKm2cuCbhiLktpDcEYcsFFYbDkAKCU2A9dN7iuc/N6vk7XJq7fexctEHgfyJpcalpTKsWH6Cha40SEBUptay4ueLKWiEDUWOdD51wURSxKzsce94cjokMyuRRRRIMoKNq48LLOrRYAJYJN4LQRngBpGHYhdESGGdalqJJzxRgEtAhUS16XtkyVWyaHMUZEqNzWvFSTFIENN9al8WnqWpMq3KA67wGptVaFFU0MER2TZxcMgO1X671aRyGAsSyysjRPAITGcuwN1dZEkWrXjc7DPJ1ardyaAlhrVKVxzetiiXb7w9Pjy3m6+OdvqjiEUUHRoKKsaVUEJLRb1sIFt7/ZzRNP03KeLg1aFc6lttLAusYQwhDiIILrUnMW5zoBBKCaJRpSgXVdai0bXdoQIVKpdRj23pvGCQ0BQa7FKxPoFsUQeA9IKICobFxk4CZCVaCy+fjww/jw4a3N//G/f/rp2382M+859sPD7/74u26MAAoWb++PJXBbhCxZCN7uEVlrxSA+um7o+2739HytFfb72xD6ktevj48iRaStSzIUQJ2wG8c2xF1wsbbWWttA4cYYMHZJ61rSWouDeDnz09cZnd7fjh/vf4jOlHVd5jlNqa4FBYh87AYyRglLS+QADLgePn04HG9GY6jUhSEDMhFlPs91mfIrKzqKYeh+/tt/rdezNTjEmxAMmJL5yoDdcAc0Pp/g8duXJa2H493N8cPdx/F4PLrQu9B//vzll8+fl2V5fX2uefkf//f/VdP6/cPD/f5m7IZgYytyPl2m67I73JvoZpY11bW0UiUMO9f3PvY3H+7BmjnNvgvLy7efP3/Oebo57P74hx/H2DtjSXBOa2EdR3y4OXhDkhZjLCqJgPMhkh0Ou2/fnjSDIXP/4Y4Mzev6enr1fTfed8YFMcNDu78HO69pmtd5WeYhI5i/f3v6+fNf1/L63ePxcNPFiD6ajx8ffvjhh//9v/4zr9bSXmp8eVp+Wa5fPj/vx7sYRzJwe7v/8cfv52Vec8uCaGjf4kO7KVVSKvO0/vz353laQanrx8ayzAshlLxcrqdpnobRff/DcRyPztllqdYAmnj34I/3+8ulPr2cz3ONPSDVcQzeIZcl5yTaCJmB1FQIaVrWzFIFb44fQndr/Dgt+de/f/6ff/3p+/PD8TCGaNbl0oVwczg+fHwY9vslrx+//27N63/8x39cr9exH3/87sf7hx+owunXp9ysM8YPO7G2AYpg5U3dbLbibJZyOZ/srrt5uI3a19am+QIqInWeL9N0YRXnXSqJLB2PI4sYA30/OOv246F/ODx/Oz89vj4/n6yneamvj8+H+74bnAkU+9D1wQWXa17WGRWn6RpcDM5774lAQZoIIDrnBfT09na+XppIP4zdMIz7gzCv+ZJr3bCDt/e3JdUYu5fTSQGZBYm8tbvx5u06++D6MEzXa24M6LL1Rlsjsb3r9j3t+st8PuV0TitYijE+fLp/PT09PX97ev7y3/7t3+5vbz9++tgPXT90t/d3sY9vbydVzTkv8zJPEypF318ul3laX0+vz88vh/3Nbr8fxvF4f2+cVUP7/YG5bShR771zcZ7mr1+/nU5vOefWWs5ZhGsprbWbmxtjjLPRWalFljn/9a8/e+cBKKV0Pp+u1/nu/h6IjPM//PA7Ybmcp2HcWwogtEzFWQtCecnrnJd5RX25v7/97i9/SWl5eX1+eZmJIAQfQl9KU2URmOcFNHtfd7sd/B/9Z1W4zgta2tOuD/2GM93toOt6APz555+lNm/sX/7yl/PlvG4r/VqJaOgGUS21TpfpeLw9HHa//Pw5pWyMtWCmaXn8+vzrL5d15RB87LqHGKy1OZfgwv2H493tvULLed3txpTq5TJ3He1248PDAzNbY463d7Xy29vbNE3MnNIqwo+Pj96hM9D3+9Pp9PXrV0c+hOA97vfjw8PDOPan08vlkmur83Jd1znnjEjBx/1u//J6fn1+eXp6HYcDNFNXLiWD6Nj13//44w/ffb8fx/Prqawpr+Xzz7/kPBmnnz7+KYrFWYCaC5Y8Pj1/66Mfwj6lzHXNXFurPpgueGfROkVkUPDWWgSpBURqLtbarabRKm+Frm2OtwUCG7fWKpIaIgT67V/ILLUyM5fSuoghhFa3QPEmVxQi4fZ+X3ROLAERMatIY66NG3NTZUB41+Rt54WsAEBuC1si4nYeBLW0nAsAOOe989uYGomcc1uKoaTSWiu1EEDJuZRqDFlribDWCgDWGh88vQ8ntdZKaENw1pltI0yAKrL1SrZsKqBUqQbNlt8H2DxL/3DNAxApGgaqIinVlFOt7TpN87K0xiE450yrFRAQoVVGBFWoFYKDrqM+drWWtnWclFHZEBAaayw6lMbSuOayWfcAoIvOOo8ILjjvjDcEBKKCsIVoFYQBENCINFFoAqnUWqUJbGVKQnAOZJvNohMlaSBSN9OgdYalSK0CoEqqwlVU1TskY50zPpAqWJudL6CUc6m1ERAqMWvJDRGdc+PQ46YtLWtwbBCds8agteA9+J3Y2MTVWkQqKEDsHUU75+Xr17Vm/PM/f6KeeudzOkEACqiZc5pbdmqN983YIlAUNg2GUBQPCshoGoNoYUSxBM6GPobonTVS8sItsQIBERE5CTEYopQLM2+jauM67z2UEjprTEBjcsJSjCqktNbCSJXIeG/7PjLVxrVVQdDo3e3xYZllmkrJy3be0Fqe5guR+mBicPYd5ZhVq3PQ2iqyAhQiaw2hwVpVpOa0qpTiHRkMzpPFmiX2vovWIBBCzYv1odaWS21NQtdtp07R2rELMZJwVanObehARtQQXMiutcxSAMUFK5hzY5YmWIV4bYlXZtTj0G8DVZD2PkXczCIEFKk1qbqeLs+X6dz1YRjDsDO76MfRky2Nk0Kzno0tABB88DYaS63VUnIpqdaGaGK/cwRMSgTBIaquywRqLME4xFqqCrearQnKnJcFqjFgvY/z1LjWDR6qLPM0pbSMY//p+4fnl29vL0/Tej7sB2fDfM3TdEXEm5tjasrifNS0TNfr6XI5Iba+75G0G5wPVGV25NCq8DKvF2Ee+sFFDyJcF7J+fwx/7n4k7NMiz99Oz6+/TNPKXDdQXavMTWPsFdrDw4f7D7cfPhz//f/9Hz/9/OWvf3v753/9/cN3R+cCN2EF7/3b2/X0dt7t+tu97aMTAFEolc+XOcQ+dKRAaAitA7AsqIpEoe8H76BUMuhAiau8nadam3eh1Dwv89PTUx9j14XYhRCCtQ4AY+hl1GHcMUOrFcEBQE789Hjq++hD8N4AOBWTE1hPobfjoSeCysWs3PXReKsAT8+v8/r2Xz8vNzcPwQ9gSRAVkIGabB9bLFw8V8bWuW7chdu7cQtApHzJ+YoE1nXD2IUYjDEprW9v55cXOB5HY+Dl+dvWhTaWYnew1mFiYW+N68fhTqmkmlvNJQ1dvz/sU8m5pSUvQzcYYy2AKAla9NHnbBUg5dyAq0hj4QbIcr2mh3tDGFozaeG0NG5IxpEYARSm1rTWgqjeub7vyZhayuVycZb6PgA255z1TmoCwq1d/X/kTLZk528t78aK3MXx5vjwxx//qEP/7W+XkjAnyKDd3k5L+/nnXx/ppbPjzt+sr7XNgsXc7e9d6AyFlFZg8I5KKzm3LhrvR9XofacSuLG07rfjZqOqzCpSW00JMKeVyJJB61F0ES4KnbHkybMhEUDw+/4u87LO7csv33Z9WK6XX/7215abVdPZXgRPpzMg5JpcMIfbQVBcF+4+7QFgXq6vb8/OC1IVKctUXp7W1+vaex7CXRf2IR4IXQymC120wRHken69zGAnQ02Qh91g7Xu4ZFmWdJ5e36ZpWa/X69vbq/dY6/pE8HJ67IMfD10cAgBcl6syoXfHhw+MZi1paqzWAhq02t8eD8f78XAjCC/n0y9ffi2cH1++zWntuhjHHr31fRyHsQ9dmkvL3EQueXJR/Oi72AffORtqE2AEgT7NOqsos2GGWnQJO2u8zuUcqBdqJlDLTUltcKmWry+P58v0Ol3Dbv/x+On+w67x8vzyeZ7efv3y8vnX55/++vPp5VozXE6fD/v7u+PDYX9jrb1Op48fH2JHXx9/ZuHcXhO/ee+dt8bSdHqb5ywMnz5+L0J55cvry5pySqnromhdV22FzK7r4230hz4G5xFQoIu0H5w9pBXuz7uljPcfwx9+f+vjtZRTXouAGmucwyYLoMTOGO8k5ZJK5dVoIozLOq15yVw/f/1lWru721FaUYh2NTEOoeuU7OUyv5yev3z9YiwFH6dl/f/+139CRlmadUOr9eky1zF2noSsAAtsh+/WIILUZVlBGjqTubDKss7X64UIYwzM1XkXglNsSkgGUl5AwbtBGLm9vsn1cj03rsZhS61KLpyn9bo7frh7+NTvQuXydk7zMpeanXXOu67rCPDmcKytXqYzWdPvXBx3qWYFJGvHEK7X6/Pz0zwth93+7vb2cLgBUWPch4eHdcmltH//f34Jnfvx9/fH/b7menk778f9sB/7Pr58fewAbvdDVVFQDNb1gS3MaTrVtACjJd/5GAMhHu9ujEVEeHi4u7u5JYRU1nld1l9z49q4Nm4EtK7r5Xo97G9qa6+vp20pnHP56ae/dcNw9+H+7sN9YwHA//rrTwii2gAoZ2fMmlK2lj58uHfO11prrTc3N8aQSKulidXg4+3tB0OmlPb68lZqFVHn4u3tw+FGRMXHbn843t5+yCmXfOLGlkwX+tPLyTnbd6HvupS66UIl51oqIXVddzzeGIPn81kF5nk1xtbScq6/8Tl4XRMR7nbjNE9oEAiMQZGWctr5HSKmlL58+bLF5lprFgli93a5rCkDYGvcGsfoP9x9QKJpWXIum93MO18Lt8rPzy85VyT67oc7ULLOdUMMIe72+6Hv0ID3Jsb4enp6eXlJKVmL4xhidMaYUkoI3cvLy+vryVoXvcdh2OAZLG3cDdFb7+Pb6XI5TyVXNYhovPfG0LrOtSbn3TAMhLI/jKe3t+fnZ2b5pz/+6fvvfhfD+PY6f/n1+fR6kYycBAF2w9iHnRRcLsmy8SbGwQOwcJ4XrJymtxmtIPtlzvNclTRl7DsqC5aEBbSiMCsXhcYSDEQ0ZpvCFZGqTXWzAPx2x6raRFQY2jt1c0Oh6G9IFFDdVtjvCRbddOjGtCYiiVkMOUNGBXhzkFUGREKyaMibba3GhkTIq/tNxbndMxVgiyPWfxTyNnrKtu2sbevVgzGN1QAqESIii+RSECCvuZSsKtY6sXYrGTpniVBBVHVjiIJ1oGCNwXc5hUFEVWXeJnrSpDZlVSUgRd7QXO+XqNq0ibDqZs8DYp6LTgyl1GVZlmXNmZe1lcKAKtoaSy7vPoZWlQg2CC0SGWeNM6yGQMgaT+jAGIPeWgQAFeds13cAyMKqsFkHyeDGwOHWssr2o8ACqqgChCAshdt7915AZWuYgAIIgOJ7t1KBVIlFG3OrrTE4qwpYmzTW97cbUETJIBGSKEPbIqxNmiITQYgmdjb4YMioaEppe2WsLbU0ASYvMRLYuHlfyLC1ypgyqxomq7RdFqIoSbPrCmlp01x3ex/CoJrAFIEGBsgw8Lqu1XkXPIgUlarKoGotGItEgqSKEiOqIioQsMVMAoTGYTamojRRC2itN4q1CShWF4y1DhGsQyKJ1tbaSi1agJsioPOBADPWnGvJNa+lVfZdM44sgUITWFN+nZf6dp5fX2Zuxhjf970w2GBBsJS0tGWeT7UlQ7jbDwiwSSzIKANLlZJzq9UY4lYLSAzBWeOcc2S4NWncdzGvudbmbBd8Z0xIqbQKAtrFMRjpvUMVZy0xZK2vLy+G7Pc//DD0o4K+nF9csGHwcReVRJQRFCyARUBcSxGgEMt+jNE7FQsq3BjAIJEh44xTVhtMU1EtisaFEVBZkNAhKGHzznlPzhskUCEQYym4GL3tFlgIMgA5G7jNec3OOtdZRPOWrsKEaPfjoNt3VaTVer1ecl6tBgSPQGktzLwfxw2yJLUKYyK4ns7n19e8LodhOB52xsDb+XVdZmMN0S5G75wRyaIrQLaGW0ulYuyidZYsrqmaZoxCqoLGGwOCRhUI1UeHIdSEtWRC7Dpz/xCXZFNC781u+P+Zeq8tS7Lj2tLEVi6OCpGZpQGS4OjuO+7/P/dnkAQJFCorZYgjXGxp1g+ehds/EOPECQ93t71szbkLvkc007QAyLYlnnN6Pb8Ow3A63T+9vkzzPMzd7rCrpaKw9X7oh/Pr8uuvc348P97j4XDY7Q9N9Ha7TfPKxo7DyMZI42nJzpIqrmte1ioCpTZy3hhnDHZFOBdCQhBrrTWm68Ju7ELnay3n8/l6fl2W1Rq33x1iTHGN87LudjvvPCIQ+lpgWRZETUlrATAgTDZ4JIUGntrutLfeplzpeoPSrOsEOQs0NefzQmTv7x4Gw6CS0tpUcyONUuUmBYax67oOiWKMpaZScm0JsSMChYqk/RCYHzbydgh288Yi4aYE6rveuc6w68fduDvWXJdpWeJcnjd2XQRSdia3Uls1CiJaq9a6zXetllIbqSioEgKBcqsgDVuBLK0kqUW1IRIjGsIN2IqEwITOWujCVuxOMa1rJAJrUZqqqCggESlvrQQEBQQgVPinhR1QFUE77x4fH8euuzWdp8QQLI5zznGBl+d5vk0Msgvju7s3siJVY9TnGgiVxJRKFo3xkhPEVOe1IHljnAjHpLWwoZ2SVW0qqloBGqK0mqOoCnrfGSRELWVtgOj6rt+FLhj1t3Ul5KHbQ9S81t9/+zj2Ni63r1+/QhPPXoIuMYNgExVowz5Qx6qt9eTXmlK63c6v56/dQGyK6ppTWVuKklgGKqNCQ+5874bBPdztxt4bgqevX6Sta1VnyXXuzdvHlKt11jlXa12WNE3TmusS19t88zcGLJ3nfuePu6HfOTJQc15qIrB96PaH+9ja3HK1pusGR5yrhsO+P+33d/efvnz6/Pz1b7/9uqY1lpkM+b7rd7thvzfeC+Fasx8Cmjrd5s/nJ3a13zXyJvjB911bklZAQDeGgrXWPOepSamQ3eAE6nV5GuigaFzHa8mKgoau8215ef7w+VOMy+Pj3U9//vNuF15fPy6/v//46VXk88ePT9fzsi5VMtWytDfu7vB2HEfVtq5nY+9ym54+X6y1gkvFJXTBe+e83y5CIvf28U3J+uXzy/PX8+261NaORyKGUpi5H/uH+9OPu2HoOmsM3JarSPM8AZHrw53zJ7zbHY2znGJa4ppyVUEQKVChqSG0jlzfc7CwpCUmjVMDe72dp3lKJU7LnJtVWr0hYk2tCzR6G9h0X1++Xi7X2zTtdmPK5fn5fHuJprnR7Q7dkNd1Oj+BeXNne0XWTSMMSmyYyEBFMqKac4U1FqnzslwuF2YUHRQEGR20rg+imlqJcUnQVMMwsDPITEjgg9sdiGg1MwOraBNoAlK1rrm2mGorbNgH3/f9OAyMvNvtbtOUSyPR0Icu+HSuW9BHzLmUy/VmjRmHcRh3IYSSiqo67wFIMX15Pne9eff93gffSluXdHd/N3QDEuZSg7W+71qubMh6q5Yq1Lnk83StBs3Ql1YlLqi62+8Ox30fwpuHh+BDqzV0IdeyrMuyTkhknVnjusSl1mqMaSLX663kerlM59f55eXJOHedY64VCVVgmmZmtRbXNRk2zvmcKzEfDnvvu23ee/PmDYBO0zRNEzYwxh0Ppy70KZfz6y3FpVYBUOeD7+08TSJYG5Q/PNfSmkhTlbjOJRNo6aBXqZvmO8Z4u97GXT/0o7XWWv/6crleZ2dtzjXGbK0jIlW93WZrrfe26zvrjHPWelaVzXa47RBer1dENsaqKojGmMl+ZGOYbd+PIrBFVcaY4EKOueaSY2Y2lq00QNShH44Hh0SEW4GJmE3f9Y8P901LzpFISy7LPOeSreW+9845a21tVfWbke90urPWMZNhbq2W3LyzzjkATqmUVKVJLMla7xzGtNaajTF396dtRCFiJgbFkos0sNYf9qfT6X63e5qusdYqpXlrHVmLtiZJc47gdmMfPDNpSlCyrSWeX67WGyW9nUtuRVDQ0FnXOD03EQyVO8vsgEkyVlWLTE5rSqWKSCX8I7CqSrz1gQCBmKjWBkoApKLfojcm3BYst0mvtW9SN2LDRprWsj0+2ZBR2nbdVJoSITFug7dhBAb4NjoJbEswulnaW2tNtW77pE2klKL6LWYk5No24zk0abWWbflTRCXFnDMClFxUhBC3Rt9GcDGWt+uw/RMmQ2SttdYqECAjkjT5ljSCKohIE9kyPCBUZMBv3T+VTTLRvs2G2w+cSrrmVkpZ1xhjSllzgibb8LB15BC/DbDKjNYiE3S9CcFZZwAESa01HYMj3eT1UmtVRCTvnYrmkltrhNvCqYDqloK2BimXlEttgshEBMitllKr6rdpTQRku/0piMAfuC4EoKZam5TSSmlNtuYjbsRZRBAU/cafU5CGf/BIibC2KioKYAxZQ6EzdrNQeiutNZFak1BVEusAjedtSw0bIBqLoEVUnGMmYFIpasgS+qZGK9dc51sZ+953wbA0uCqu7EEqlJSWeemCh8AombAiKhAai2wAN/MgqHcIStIQRA1UVmRhQlUCbU3UIpnNoCMiiGStc85ul6VoI+LaakoZAUGJ0IICkzEMSWvbXIuCAugVERFZRdJtflpiXWO83a4lGWtHZzpABmGp0mpc4vn1/Km17JzzgRmtNmoFEzZAUdHaBIGdMSnHmqtYR8jOOmA7T3OrlZFLbrlUQ60fO2ctaDpfp1xrF7rgwXsCVUMGiFIsL88XAL6/e+pAaxgAACAASURBVOO6ELqm52dEMtY4b3NNrdUqm1FeiLiCFtGUWy2qTESs2hBMcEFFEYjIGCfskIyGzg27rht8zsu6ppSC88zk0DZr0BlkgzU7EE/qGYlZMuoWCmnjVkAqWe8te1UjVWOMhNbufBcCIuSSU4qlploiQVGxJVcCg2hCCHEtrdTtf6uV+vr0HOfFEB53u7HvW0utZJCKCETNWrAWRAqb5gP0PQMBkiAhIDahXIkTIkEqBpCYUNWUWgkErXbeMMK6NG0rIY977gdX8uBDF9zAZEVgQ0PVWlNO8zznGkMX7u7uh88fapF5Wq3zbMiStdbf391Pt/r+/fsXvjprDsfTbncQgXlelyUhrs71hEzEIloJVbE1vC1zLQ3REDkky0A+eGOtiKacGKnzoe9C13Vd58+Xdbpd47IgwG7cAZA0rVVaVQQ2xm/nXLWWuBZVSam0ht56Gzx7ByBIwmhN541zDbP1zjb0YUB2gM54l18jAgB56zpQyWU7scGmkHKBqs7aEDwSqUrXBQUpOZeSrbPMxMzeO8O03f2dc9tDltnUUogo+BBLY7bGub7rQdQY/vL56zrPpSTDDkiBoJTaRMyGVFnW+fWC63RbYqwixMYwkxAAOA5jGJvoMq+pgTYloK2OTQjOWiayTEMfllrVFLRWWq2tWeulac4FwFyvEza76ywAIW37/frPisLGK9seG4YJAbzjceievnx+WvPtderd/jC+nV/q65fL+SWFXjoPsoveyJvD4+44mObj5Xq7TVD8Yf/Qd6P1WQBygi9PV0ILAjGtMSERdf2xU41xeT0/h8BsCKBVqShC5AChtBLjbV7ODcX0g+m/2/fhMIzpU0RUJgrO5zp//fzlSROhWMvbs6G0EuOas9SmVXIfQ9ZWpcDL8p9PEzMjapPUrRCG5kM+PZxMsHNMvbEtyuenCxQM3qLp//Rv//r9D0fn2n//J87TrXOhVgljN+z3nz49IznfhwZmQFuUYJrJctUaS7z3u5/+9L391x8sg0GJcW6i4BgAqbO2D6/P14jZH3d3b95YH1KquWoByVD+8fH9f/73X//n179bz/3oT/cnZhz3u59++fl2vX768PH9b7//7//nf3e+n0v68OHjml5dF//053/57m0+lFqykhKzQcceO670/ve/C5Tjac+dpnV5nV7USNcf+n0/pQS5tiqfv3z5en757fOHw27/1r3dHU9MCmABbGkw3ZbrZbk7vq1cPr0+GeqWOV2v0+E4ILZc5ufX3wF0muZu6H1PYbA+eGP8uOa+H3MCUOOsJ0VDYZ7SdF0Qje4MIEPTfugeH376+af/qxusQlnW6f3735bli7epZhfC3fH0rhv89SrXabrcPjKXsQsEVtZa1mvfdcFZINifDgfvD1X+47/+cb3eOOr5/Hq+vl6nqzGyxPL0HPdjH7pgrTXW9f1I6J7PrwBojCUy87w+f5nTpIfufgzd6219/vzl5fOH4+ODsAW28I3v0BwbY8Czno6nZsD0Tgliysu8xBi7zhPRbZqWuGYpP/38o6guz0/zNKc0zxP++18e/vTLn948fj9fs+XQClyvc5Yyxakbw3W+fP6P9z/98v3hOBgD1rng3XF/3O/3Yz8SUK11mqbr9dZaO5wOR+drE8vWWv/y+vr89JJS+umnn96++853IaV0fr18/fJ1nhZnnfdmf0CAsiyziCAgoyWyJUuuKwD4rut3Y7leibgL3dpSBaqo0zIVRouynl/XZVVp//5vf/nTzz+/eXhcp3lelzXF0+nUD/2yrmsaSy0pxU+fPqWYQghbkS+ldDlff//96ff3z8aKLPn1mkotu/3YDd27d++MwRhvX79+ddZ3XfcHbgOsNRt0cZ7nDcK5ce8AKOfS6jxNy6dPn56fzrWKtcZ1ve16FVnibVpKTsWwkSa7cUhpOb8+eW9qra+vX5+e6vY9dMHP03S9Xv7lX/5l3I3j4HfjsWT98OHrNiyqIoJxDkTh5eUKqLtD9+7d24fHu91uJ1JeX19fXl6WZdk6Nq2JYUYgZH45P59fnl8v17dv396fTr/88qfz+fz6+vrf//O3sR+HcVympcSaY1VFQ8b2/nR3dzgcvffvP3yMa9r4eLXV7R1/XeO6TsMYvkFBFDof9oe9sZvtWkvNTYqIXK8XZsPMiBhTSjGqasutFd0Ne+9Xldd5nkNQY8yXL1+GfjgcdikuyzI9Pz3Ny2232//808/WupTK+/e/Hw/3D/cP//rn8vx0nl5u5RaD71E4LQlGILCWPCkxEEKbp2m63ZZ14pmst8h8PZfaKjDaYD9//HK5nfuhe/vT8bufT6fDwTkErFUmECIF0qaltFaMN4CiUEEBgIgYkY0xiARKgERMtVYkYKPW2u1qKVqlyUYdQPqDlahKwEzGWcfMAMjE28OQma21xlhmIEJrrbG8qR1qba2VWqvK1t9TZ73ddjVVa/3WQkEkw2YTHG1ZXM6ZmVW+namjfpObG2ZCbq0xs3NOVYkQCbzzTWr7NsjptnOowBsxppRaa64tIyl9C/M2Ex+hAbZERKC4wUIFpHwbTb8d5y5rWWJVFZBmGdiDt4AA3rMPjg33ITMRM7VWjWHrDDM5w8YwbpUWo9aYwGRQt95FrZkoO7fdV7k2bE1rK6CAhABgkIGUkInAMMo3UOe2TNtKbRs9ozatVWqF0qDJpg6EpmAsbWil1ramItTacm6lSCmgAvx/1BjQas3UQAUJjWFrWUVVtdYCSAxSqgIwMRI12OZKzQDAFoZxSwQFQAAaMThnVIWQh6FTgVxamnLvBmd2SxRPnADWW5ET9Xbn+35JptaLD7BWvdzyMmVvi2NwrN5zsN45R4QKNZdYU2sC3gMRMCACWSCLxqBRIFVoKkCj8gAKIA1BjFFCA0qgrdRca1OtKeVWm3Oe0ABQikkFRZDZesetiSqkRWsB78kFBmq3+RnUek/D4K5FQMCasdSUU0sxIyeRJBIBhdlZYlBXmykJUrw1Kd576533jAZTrqWUVkEEEay1JnHNWlNq0xTXNbVivN+HMDbxKU63KfGxx95Zy6CA6ETK+bKcXxOzW6KggY2km0qWeVarua6ppiolp9oaknHBBCIrQPOUNWrXdaEbQnBd51MuqeScqoCQFT/C28fj6XRPiB8+vpZbDMGdTn3X9UyMUEDEkrV2pxJUQLLWWmoiqVYVUlGtprPuzf13SGFdK2NISywlSQVzz/3QW2uMxZyxlNwylFKWNY79gY1rW3hTxXe+60It+eXrl35wh/1u7HoCLCIIMPTeegOgpWQAZTb9YH3oFVoTQrKElDMooNRuXRkQqgy1ZmNwv+9TmlrJKy32fuiC3x/7ZV5qikg0jj7Y4Xi8u17m63Wa5/V2nQBoGMZpmhRkhDDsuv3h+MMPPyxxmqZY2uv9w/0wdr0f3bsB1H798nm6La+v7t270vc9AN1u8+VyrXUKYcDRd10Y+iACKjgO4XpZptvC7BBMrYqAPnR9FwBw/bzWkvs+2A3R672ITNP0+vwCCinmYRgRkY0dRwNgVNB1obUGgNb4y+W8rCsoHU7Hw0NPBkUKKCpiKlUQFcF3vWIj9oaDt6P3+3WFFOuylFLUsDG2ZwY2aAzVsohkEZmmGRFba9ZYy/Z2uy12scb1h4MipJTimksprTUAKlkYofN+7Hfb2v/L+Qkoha63tlgy/dj3ky853abLYX8ExFwzAgOAqdBKresaX2utaU0piwiqoqpqI2RD5Kw1jAA1xVTKhJiCk6ZrbYs2ctSrYqtDLbnVuj1RvAvuaIxlw4AkcU0GZPAOAUFRmgoCCogAKgEQCMhm/SHMtS3L/PL0NeG0gB1Cf2hSAMHwPz7+Na+JvBtD2PXBG9MF5xxJrP1+uLs/7Yd3Wrmm5Tafa6ZaWKTuBssIMZVcIoO1bicVydpht2cqCrG0iohM3lgniE2gKd8/vKUg1aQC1yWzHSyaHHo8ah8TfPly/v2393enYb/rQghutAYtKAOXbrShG4C0qVSpX54vEV7ptux2u8NxdzwdGlyAyrjz4yF0Y0B2Vt/Mr2PJ7fXrYhzvjndR4nn9GqDs3zoM9vX5NS1NCmM1uRUQWFPyvfODG5CL6rDrd4fd/eNpfxzQyHDo+mAY4PJyQQOGQrB7qfj+6++X88KD2bv92vIaW0wVgOOtPN/OL5eXNS9VMoFja3aHw93d8Ycf3g278fPnzx8+f/7r334d98c3D4/CcJ6upS0PR8/ONsQ5xdtlzalI07gspWaAGoYQ+rHrne8smBprsB6Rm2Il0qZlWdJ0i6mlu4chxfj566f//K/gLd+uz7fr5GwYurHkMt2msmpw3en09scff/r55x/v7gd2rcoCUFOKYM3j47EfO7bqXXh5Pr++Pse0OmeH/lhyvl7W6+WMiKHrrQl9NypAKa1kiKvGFQBhjenz16cP7y/O6/2Px1qMtYMxLsX68nqb5ifr5PHh/v74TiqHw7DvDl3ogrfOkQ0opEtKf//1er3d1pimKbUGzoXb7crs94fTfuyc60ppzMYYi8DWegJbkr6mW1xrnOvY3d+Wdbn+Ol8nb/Dhh5/YD5VMISoNs0JuUFOtTZM2BQKApqgKXT/+sBvf5DcxrTGtoRtDH/aHne/6mBIA+dAfj8fv3v7L8XBXUvn86UsVASLF5jv/8HiPFneH3bRebvP862+/vSsPP3z/9vHxDaoy4jTNt8uUY+lCAKTT6e7p6WuMOaUMgsuyTvP8/PoyTRMil1SWeTXI0/UW1wgAXQiIpKo///Qul8LMt9s12P77738QlGm5na8vTVQQYsu5lgZVUZuKGqPOjof9JcXz9RZzadIs8cvrObjQirRckMA5ZwxfLudff/37tM7WGu9dKYWZvQ+tNTIGiT9+er3dpmEw436wzhvnTneH73/4/u7x4R+//frly1OMV2udMW6e16enV1Xou741CaHr+34cxxA8IgJorVuKdWlVpmm+XC5PT8s06ziS6wq5hKin4/F4HAQw5dRaPZjhcNohNsQGqqWMz89PpRRj7d39Xatym5b37z8YY4ZxGMYB0TzcP07TNE0xJdmN7u7uvuu62zQDwn6/3+12XeicsyEM3vvdbmeMmef5crmJFjaOjHn6+lxKuXt4fPvuXd93uTZr3fFwZ43/+uUrkfHW/+uf/zWlcrnerudb6Lrjbs9s5nm5XK7zPIuAsXb0u9ra+/e/N/m2E2FeMcYZAUXk5WW63upPPz32fSAiBej7fjfuQwgAtKGlay2FMKUsoCh8q7Mh+913PxhjnQ2g8re//888TyF45/04Drtx/PUfvxpjmU3fjeuSfnv6/R/yoRZNqdZau+AGciVvAjpk4lbadJs2F2BKt9fXL9abcehDCPOapmWyrjdMitBqa8muN3z6vF5ubZrLv/1luL/f+Y60QlxyyRnJsxmQmQwQfROjIG0BlGHDqkjGbvkYsxFNokVlY7X8IaLbUJm4QVx0g7MhEiEBqCoBEyGCAjMzb1kBEZKK5FRbqzmXWkuThohImyKHiBgB0GBttTX5IxgjANym6w3fBqIKItpkIxOIEiKR2/QStVZiIsJvPVABJgJgAN2KfNup87bQqP88od1afX8AYhBhS/aQNvg2CIho3bBusg2ECADgLI+qAIzokBBxy3DRGCZEQBCxzISImwplA2OCitTapKGKQWVERLP9D27JnAIKNAFmY6x3ippSIiZm3maqUpICfdupNdiqSmsiysSd90RcattEzIACBE0BkRSpNgUiRam1lSS5bmmhqoIKMAEgEENrG4AOSpGKyKzW0jYLExLRFhdKLdqKFIPMiCjb12gYKGxdQQJoIPKtDMpkUQGZEK2SAqAikPYmdH5wTetd82ClNNPQKEtMHm3nR+9gPNHeyWHn+x6Hni3i9ncgNVC1CWtFKbGUUqJ6R9774Hfe9YYcNM0x1QLMTvVQa59zwg1WBBRLbpJbzYjbvNqaIKO1xiNgrVprBUAiu9sNRLzRg66XNN3i9Tzv9i4MzGgB2Boehz00KNlNt3VdF8RibRv32oWApwMze9/34VCSE2CDXKAB5b7bDWNvnUk1rUutMKcot1sGTUMgBGfMlkbEWtr5HEPICi0XLYlLNvOsbx/7YehLaaq2VCHsdvt7BDPdSkw3YAlht5ZLLsWmUrXVWmNO3+Y9BGc8AtesX1+vmlvfd4+PD3f3nXcdkyeMtd4Aue/Du+/u9rvBBSpFcpFpyvbrtQvd0HeGXSlzLomUECyIVdUmtTUC7Qx1tbZliSVZy8HyAcgRJm1TjC3F7JyUIjnXJhmwbapGUOPI+jCAco71Ni3SgNkxeanIaE+nB2OBCJYleTUqYK2zrg+9H4Z+gze1VnOZcp7naUEK3vu+3+fKpWBpFptRgFKrsQMI3K5SiwdhcnC7xsiZUJ3j4DoiuL6AVjbsVJdWVRpsneTpNm+L7taaWpSs3e3uumFMOU7zbbolNoltmaYlLuXt43eor9rk+ekV7omQ+jCmtbbWlimRRgLXB+cst6bLvD7cv707valVYoylVGZurSVNtbYY15TSdkNYl3lZunmaEehwOBDS0A/M37hxaWs453o6hTUu30CUKVvjfvj+x7BPQKW2ulmGlTmlJRVkZtGacpzmy373wDvT83C6H9Y5xXWdztEac3c6pVgA1Do7uoAU1nVNJYs0JvJ+IHQqJALznIhWay2iGbpDxJhSyjnvdvvgAyGpmJzrNM3rWkorKf1+POw67wnVGNrt+2y4lJxjBdTNfmd0I3o1yC2DKAIxMSEpqEhDBSK1FqxVazWI9r32WVCqgAAKIwZPiPM69ykmKdWoYSQyBtERb7F/TrlYAv22Oq+tKRGQfEMOIjACgW6nSk0UY4wvT8+LuuZ3dn83hB4Mhz48f/3U0uLAH4bT/WHcDw6BS67acL/zb+8evv/u5+t5ub6KgC1aFNQg2qEiVtVLqQuaPuz3eQUhduRVRIEdGETD5A16VZKmArYbjn7fsnl+fb3VtZJnIA0dCFhixwwxrjm71hyid94RmpKb7dww7N+8/Y6Nndb49emr0rk1z8Aifau+VovGEyFbqppt8N/99NjWHWq4ntuyQBiHbj9GiU+3idebs7Tq8rq+5ITcQoBBCXOt5+l6dB1774du0NYPHTsWakVTbPPBWg7GIPi9sY0cdUMYl1le5zlCCpbtGJLWuK7LEq31RKwK7CkM3nrDBomRmHxwTeTr09OHT5+enp/XmC636+6w3++OtvOO8O33D6f7RzLufJvnOaaYa65xXQHFez7t98NgybQwOPbaoLBxqlBrJlZmJIKNojke+q+fX8/n5/+udRz6kpbptmzZlxQ5vyxSqQ/jw/3Dd9+9e/vucXcwxlVBLm0tGUvzj48HH0ITySmnElOOPjjH3Tjs4lJUSymrd2Q4ONsxU2uCQCmWy+v8+fNLN4Tb7fz+w+fzS3x4tH13FGdEQ4qtlDrN+XaT+4e9N++G8BOp23XHu8Nj5zvnjLXQIMWyxnRuNRC2oeusjapLLhJj63tkDrViSuJtQ2QEEtGhG06H+2WJHz5+ul7mktRbKXGdz0uc1+/ePp7efGe6sbEtiBm0IgpxbS2DFoBSRRCNABBa50IfmI/X27W8PvV957xlY1KWlKooOT883L/9+cc/IZm45I8fX15fz9fblFOJaym1DENfpVURMqaJLmu83KbDbrDMKlqrrNM6XW5d1x2Ox/3ucL1cQaHmikBpzZfb5Xq7KqgPPsY8TzMpXs6XFJOqGjbOsnHul59/XGOMMcW4etPtD/unl6d5njf7jQBcpklLKoibpoWdM4asc9xqmWsqxYew2+2Jzfl8XW7LGLr9cd8NVqTlUtZ1uVwuxnDXBRFx1hlrFEBEVGVZ1pyz93a/H4+nu2G3M87c3d/d3d/953/95+16q3W11qeWp2m5nK+q2mo7Ho8bW7Lv+y0+TSnGuOZSp/nWquRSui4Ym3JeW+OYSstABLs9WB+YjaKoamvJGDge+hCMc1ZECEtK2Yfw5u2b1uDp6fXrf/y11DYv0Z1nY0wI/bomhMJEXde/e/fu/v7+cruKyul0CiFsGzKq3wilRASA87w20SZSlhhjMtb0w9j1AxHVUpXUGLffmfk2qwICH/an6TY9P5/XeXXOW2NrrTGmZV1FxDjvQ9jv99fz9fnLp9t0ZYPemyZZtYmWnOu6VsSW4j54y0QK4K0LXR9CAMDWhJk3lCgiMBpGF9fcdd3peD8MIwLN002apppSSimVvusPBzsOL5tygIhjzF8+fb1cZu/73bjzznuLpsOSZJ1zTTJNc0mVEaSllG4pXZvE43FP+91uf6jtNk01uBHIVGktRxAH4ksqT59jqpVgl1a4fxxD1ytSrWoMIAkTETY2wAYAmkgFAGajAE1EdZtmyFpTm2itIhuZU1QBkdgQs2Hibd4zhjeQ+rbyiCBEuPEPrWE2/IfskUrJOeec0ybBQ0Lr7JZVqeg3QCduYBjd1PAICPht3tsqfwpbuogMBMBaBWFTlBMzAWw8XUWEjaaJCEQEwA0bIAB+A4RuH4CImFmA/5DDf+NpK5BAa9o2X72I1E1ljVtlg7ahrycOzmwqQmMMErGhb93C1qQ1JEZEUdmWUAl1c+tJK9oqETKzIaFv0nnATZuBvEV5ZNiiVZBcM6ACCQK01mprVb791mTYoCKCiDJZMJbJpJwBlQ2bKka0irKxSCaXVpqU2mBz0G+uin9O76Ai0pp+A9BtmilSNrQtZUoVIiAAJmCC7cMI4rf5HhQAnKONaUCMKEKozJv7kb/Ns6qaKpMxaJy3gWxA7oege6Us8zRbVaoNtHlvnA2ElTs7Bt7tLBNaJksmp1xzRTUiCq0xBAJLkFpTEdeqmyuUrN6gN6E1kmaIOKWwRLzNSUGYwDpi0wCbtsqsxAogxMTGEGETVW1EgEjWctd5ZgYkFY0za8O4rEQNkHywqEywbYdiK7hM6xpX4rYu3I/eOW/M3hprTEBxrZqaWapjGp2p3u26bjDWtHV2NucsOSeVpMIGA6qzxiKos8mw5iI50zy127SmSKCdSBD1QME4qhmaKvEwjL0KrqtSbdZDGAK1tWn7JoYkg0BMBhRVkMk69kRmKut6jess3h66AN4SGSO1pShAgkT7w9D13lvLBpxzreHz03Tcn3YDuSForSJacTOFMICmvJkFPRO3WqbrGleDPrTaOd8xmtZsjhBjqwViqkCpteg7y4wVVRDIuLEfc6y1RAAiRmtD3+9UBLU555GralrmFVSRlckbtpY9kQeQWmvOKeWU1mVZknGGmZ09pFxTaqUhs99ok0ROQFuKokBYa21TzpZh6F1wmzcerIUIkGIVAWv90Ntlycu8Xq+zKCAyG2tDCJ1ldDYEY0KpWjLcLhFgnqelVnzz8EMtdL3cXp7O3oa+6y2HsdvnUlqBdU4EqzMx+CAKJcvpdLLWresqTWOLKlByEWkppVIKKChAbVVFADTnwsxj31vrutB5753zrUpta621mba9OWzLDsawD/54PED3XGiuJRFYBRVJa4wK4H2nWlRzjLe+7xR60dD1xhrDVHJOoJW4pri2WlUcdB0B17ykVKWJMcYCGPb7/d0aY63tel6cd13oQhgqY0UABW9Hy26NEaHGFM/n21pSlbKusfPOMiOIYfLeoeg6JZFG23EagGGw3vbB9w7EoDhrkLSBpFpqyZvP2XDzTsY9Hx8Pi+41zE/T2vWuG/q+C3ldSZbz0ws0NchEaMlqlZwSAKg2kQxaxbL+sxUt+kd9j4l02wRAIBGIJQN6Eblep0WNerVg7djf7fYns3v/60Hy5MGe+se3p8fTcXj/229puY39eH9v9w/9mx9H7lvY7x7emn/840NcUueNsUvK17R8qjYP4+PdOztf4XZpa85AYoMbd6Mh3yrFGVohBRRtawTs1YxQYF7n25rjbv/ovFtTYQPD2D8+PtaSpmkxhrcD3RjTOB7Gw/Ddz98b119vS0US9mrL4Y2blmmeXn77x+cffxkJ3TRdz9PldDr+8uN3l6pgWje6n8a7LgTTkVC5ri+X+de43FoBaL1CN9jOOd/lPl6WLy9P4PqRrPX9eNy5r35aptfp82Xuyf8wZkM2o7bhsDMmYHPBO7dzduz59yez88c395fzZZnjebpY6+5O9+/evdvf7YHkfH2utYjU6/WS8/Lbb7+ucf369auKvvv+XT+O3TDev3nzp5T6wfzl33/Y7fafP798+OvvfRis75iFmPshPDwcELNiatB8ZwMZsiBg4tpizkgwDJ0xg2GfZVEXg6f5un75NJfDCbSlNYPGVlOO6fW5ENo+4H633+93znMqS6yz0nL3sA/dCITMtjXNsV1v11LSuB/v7x9IDTQ4HkaE9vryBGBbRQKI8bpheGNcP3/5jP9Bu8M43W6fPn8MfTBmBPWEYZnLy8uT9x1Sfxi70/6+93eSd/v9o+dhmXxLwRgiEnY8renT0/Lykvrx9Je//N+i/cvX6ePH5+BVWn19ntZlujseu1/2oNREcmr3p7v97vjw+O756f+VFq31JUtelzkt/dD3u50JPYURrC1aEqgYYg5Vi4AqwporALMSoclF83Xph8G44XTH+8NumqfPnz8bb1ShCRoevB+9750P8/T08eOnv/3t75fzlHP77f0H6+zD46lIdsE+Pr59++5+nq9//e//Oe33x/3uuD/cHe4NuLKUtObSFXu047hrrWkTJpImy7QAoHe+D11OZV1TsEEEpmm+Xq7e2Xdv3719+9Y6F2O8XC5fvnwpOeVSXp6f52WyxhwPO2j509OXwdrOOW2Yc7ag3plYFADHYSw6H0/3f/r5l8F3Xz58+u0f73/58cf9kYzh19ertfann34yzpwv58vlQkTf3guJRCSlOAy8LDgvjdne3d29efvutsxrSp8/fy6ljONozPjbb78vyyoiWzcAke7vH47HrfhLMQAAIABJREFU41bI2eIN522TUlstJTLb02l/PB5C9xvx34fep2bnvNENUeQbJlGqnaaL1Ois+eXnPx+PB1VVSbXWvh9Pdw/zkktth+N+mpaU6u/vP3adOxyGeVqI4HDoT6fDDz/8+Muf/lRaSzkaY7YNk5TjPN+GYei6LsaYUgIAInt+PV8ut/v7BzIUU3r6+jQMvbdunubgQxc6a33JJa7p9eU8TfMyLSoCorXUVGrKual0fR+6ftzt37x5hKZf4FNJqRZojZb1VlveWmQhmL6nabqKlL7vQ+iEpeQsItvG4Lt3b1urz89P1tpdd+jc4enpydkwjntjbE5pXePmFl6W9f1vH9Zl3Y3DBk8DoBTLNC3X6/T8PN/duceH7u54j7lITKefHj/+/uVvf/3t5fli2VpjpEWAHDx898Nj6FwDGQ975wcXdgKcs9ScCRuhC7778fvx+Xr7/Ol2fv3rp09P//qX7/7X//pz74OSL+2qUgEbEDKz9wzQckmtFUAqJW/g1s1mjo4YjOq3spM0AUBm65wLwTMxIbbaWmsprc4aAG2ttVqAmVkBgI31npGwNai1xLi13JKqeu+DD10XNlpmzLESbu0OUCCgTce37ZFul337oze4ocnM1sIqtdW6LaM6a/9J4KT/X8mCCBHZWosEClprFRUAIiJmJ8rUsDWorUhroK0J/p+gDc0m5atN2+aI2KYsIkQM1lqGuF2fiJsigghFJbUiUpistNZKaiWDKhE450AaaQVozljniBm3TUsgspaZLRFvXBhiJLaAsJa11tJKYeYqLTfJGaxF58Aa45zdVjCrYlO01hIrMQhgbVhVaxM2DtiknJc1iTRrgBC8BQUwZKx11tpSaoz5esuMYOzmwwIiHDpLBKKaYmYGa8EQOEvM1KQ6x9YySCulqULnrTEMALkkFLGKYXtXQ7OusZUqTYrEYXvZGsYUVWJ6fHgoc0qW3BgsCpS1txCcMVZiWgSCsf04DrU0ECDuAAxARXCEQGbj5yTjMhIT0TzH33/7IIL74fDLj78QjcBQFS7X8vR0eXr+Oi+TSA0dvvvu/u5uZ6xVqCoNiYwxbKi0UnJBgNBtkAxjGGpNtTYEsLwf+x6Bap3mqRI6w1aFctJStBRNSbaCq2wPNrCEAYBKgrSm5VbSYlSgH/t+2PpatjYSsc6NvuqylBSLtDR24KwjIkPgQ9ntPJLp+l1K7fcPr0imH3bjeB9zvdzy8XBPjEiMtBgLKpBz7oK3FqVlAGuthhCIWxG7FWqlYlxbcGPwQ3C9a+HG0/ky1UTLpCjZ9a40uF4TUlWoomItj7vRu26Z13XJv//j/HWchjAGO4B0IATNCBpFItqOeMAwC9mU2vW6AWt5WdC53pCV6krhUqgJLUupragW31kgWnPK2VgD7EJviM1IPMy3xXF4eHxXS4nrPN2uDg2AxHUGaMYhqE1RmqQq1A8DsyslxwXWBdaZ2IF3xpmDtjnFdU06DI5tAKgloxo1bEGsSkzLgoroiagHQBAABGsIND89na11+/0p+D6lNs/p9TwTe+K0xqc153HXOWdc8D703707vLy8zLdlXV6d9X2/Ox6P0lDbh99/+zCEARoB4H48tSa325RjK/E6X9M4jsH3zEYrCEhNtXMdAy/rkkvKOa3risDBd4CwlWRVJVMEpL4fxnEMoWM20mRZlsvl0nUdEi7LVEpGBOes80djeI1zNyZjcylrSksueV6WWv+JvBLvYb+3/f9H1Hn1SHIlWdrMrnIVOkWRVWSTbDFYYBeY//8zFtiZnUYPm6JEqpCurjTbBy/2xmsgAY+MyEi3a+d8XwNEc4hv1lRN0+z3u67DHIqzEudUIDKXeZrZ4/ncFy7CgipJPzdt+/Dw0NSpH/qXt6NSMXWgVcOZQIxRCsCEIOfTwCzzPN9uA+hsnKqqarc9rNdtDFPwc865lGydAaEUGUEhokZQOZYUitFUADiDMAAIMgNzKaEYAxDn+SLkySqlxvtH8/jDt4/f3HWrCqD8/T//43byhCtnHRaMcxSUNKXb+aY0OWeaphJmRA1MnFkEjNIoDIxSRIqAIIEGJgBUWiUGBiCtHLqsVIkRAwkmLvx42BL4cb5Op3DCKY9UfENgY8K380VVv4jzw3jjFC1Ce5c2ynSdDeE2TCPXoa3XXbVyVb70YS4xo1hrs6SX46WuG021UFWUUpVq6goMzcnz2AtB1bqmabTBUsQ5Zaxpux9//OGnp6fPz8+fnl8/KwWLgOi91Qmiz/Pr03PK2G52D9/84FpFzr8ev3z5Uq63574fTAWmpqbZONuFmLSpq5Zsm8/Hp7er//Qa9g+gzHXwb6fjqSSs7T7FcePE7VaidQI5366ZnrepbPb32mgmQQOHze5PPzz89X/8yGXKmKwhVeNiMbr6M1Gruy6Sv1xv4y+zsEzTPM63Supx1ueL9rNnyYfDzlWOuUzT8Onz53EcYyw5hbquuw5LKbkwi2w2Wx/7//jPv1tTEZn9/qFrVs46TQoJCFkgvr4dcxnrVl0vLMg+eCIzjPl8nrv2ztnWWfXy/Hbtz2D9YbO7W9/NU3r+8jzcbilNTYWKhDNYA5vN5qcf//ru8ZumblJKUEIog89nsnmrNk3XvL09p4TWNG1XLxUXZ2sUlMTMuN66d99uht7PQ5zGOMyjVm67267WtTI2xvDl8zBNk59jETyfhi+fRKn6chm/PB3X691hf7i7O8RZwiRq1x1271fNnrPu+3Ecfc5RO2A0zm5Xq3ttdS64Wm3ff/vNPJ6fnp6Pbz76S1tbQ13l1jEUhCACiLUzVeOAszaq3W3vYkhgSa31erVmwt8+filMzbpudPny8qwru3u4KyygQCks4y34GAG2d7vZ++P5BLiw1E0/RgAGqo7H6zCOMaXdboPwNt7+j9H2cumfn16NscbY2/XCpXhfjsczadzZbV23Tb0ixGEcr9ebJKls4+fEmUVwnsIwfPr0+Ulbs9qsqqaBko02bdOuNmvnnNbKWivMfp797Id+OL0dlaK2bglAIWqljDHMfOtvcWal1MP9Xbdu1+u2v51fvvjrNM0hdFVljfMpHZ9eP770unbbh7WrGlJm8tGQbZrV48O3fk63661qTdd1pIilfPjwYbPd3G63nHMpnEuepgkZmeH+/r6uVynx4+ND27aFeZrnNEQWTinFmKYpzHMUwcrViMpat9lsVquVtXZZs5xOx+vtIlKstc5Za3VVVZvNumR+eNwLpO16i3Y7J/P7x99JYT9cTsfPlaWutc6QMUhKZj/BlRFhv98xl1JgmqZxnEtJbVvP8xz6gVRW2iKi1maz2bx79+7x8Z3W5vh2FJbK1VVdAcA49tM0eD/fbr0xRms9T76/jT4k74M1tm0aIQghzLNfjjM5lUl5Rf3YD4oUWDy+HYdhmsYJEb0Pl8tltd5SrUJOy4lvP/TX2+X49HZ8ew3B3z8cHh/v+vE6zX3OsW5rkcycjdGllHEcU8reB2PsarXSdb3cyggXrbXWmpnHcZqmWQQBcBjG4OfgQ9d1AEIKlaLT6fT68rK0LERwHpMm/eH9h4d7tsZVrso5jdfLeL4cT9fLcbj2fQy5qzvnTBGx1tQrXTCTca4x49xPUxz8BGJYqHCZfK8M7A4rIoyYpuznkL489TGXOdw+fLe+e+yqBkhpljiHkASyqKqyymhUuFTytLHWVQs0ZZrnHH1OHmlR7WFTV1prIjLKMHNKaXHogUiUggiEog0J55SStYaLDyHE4EW0MKUQQMRaq5b8tzHOuaVMoo0pJaeUgo8AgoQLp+dfkxWgEAIpJQQhRC45o9Jaf81XCosUESJlluk051xyBhAWjYtuhfPS9CMiJA1kFaEgAwsysvDSJyQCZUhpDYjMhYVzZi6y8F2W85F/SdsQWRFUVi17QlrIoiK5ZGCFnKUkFNYEtEjBRDhHJDSalk4icxbBLIVBK6O10ku5LkvJmUNOIlxKLlKU0UorRCghSGYkyCyYWBsUWN4xyQxFvo4lwoKoljipUsRQSilQklGAlQ5RRAMAaa0XnyBR4ZI15VWDzAJAlXMswszC2WhlrVYbJ5xFCiL/YbnXVeWM1jEGZ4wipY1abIROacmiGZyqal0ppRUjGOHCKSejtAYwhAwiJfuxD+NQYqicdgYUFikxhVSyz2XkwqkoqBY6du77Swq5FNC6pJRzEW1MVTWmXiOqafZjyIVW/TQFToes/RSu59swjClGYbbuq6+yqqntTFUjKShcQDIqAWRB0lohIBeJcWYuzKaoEnxMKQMAQdd1m/WmvfXHfjyf3oLS7Gyz7nZtbXwr/W1mzsbhbl83jdaKS8GcOEeZp+wD5QIkmciK6H7wuaBxpgjmjDkTiFGkRcytD22tFcLQTyEwKWtt49xKIBO5tluvN/u2XcV0PJ6nkEycS5gK6TqnEnPygVcb1zQuyeBUxQQ5l65yta2ssTmzMK07Q+A0Oafr7qFd2XXJX6Yp5nKJa9BDKJhTVKi4lNxPvTAqZTeb3X5/mKcCRZeST6fbfndICXOSMHmyIpSWOqoIiuAUkvfJ6EYhgdi3t5twRWSsXTfNAcgCLMkugyq5xinFVQ4CDoTmEGvX2UoZD5ttY5Uj5eIYSlH7u3fRjzFN3YqsJWUQkIfpNo7RxxgCCcA4ZoVdbRsNOSSZBnz6fCNdbdZdJxpJxVRiCICSMxglVVUZ48Q4lKgVSDExl8hFoISZc4KSYbNebTa7umqPx9swBmvTer22lc059/0cY9lsVizLFl1XppOsh2EI4DlTW2FTrbar/am6KjKE2mhHpKSkkiRHRiStkDOAJatd8CGrrEitulUumd94HHrOhQCNtnXdbjYrJMkpzdMY/OTneRhGZi6FN5utqxwAeD/3/RDCTEpKzsxZpBhrACDnENMoOObsUyopZ2Bp6lprh4xx9ikmq4mzD3OOqJKyyVRhrnPinNiPfZgToaqbNg956vM4zIvlRgBDjAB+HH3XtYdD7aoupayNdq4mMsbknHLwJYaYkoBAyRBj4RQQjVut0lfoGlWu0kBSpEQ2GrfrDYo2xmgEKllSyCED5JizjzmBYmZeyJuEIpKZvZ/9dJ3HNNi1effd3bff7a2j2+XNVpOxpdZOo86+pBCLsB/D7TZYZxGpaUhrZ4wl0gCLB1ZDScILeAwJkFChEAgC4VJPQCKUr5SiEuY5Zs9T52xZrcM4XF+H+Zqd7Tf7bdN1pOQ2Tul5nODVxxtJaoy6u7tr1+umgTJerLk2Nqw7sFRSGIIkJlWtVpU1IU2DnzpXO9dJsYhOk1aaYvQJPehKGQbQZBQoMFpvbINgrW3aqjOuHuf5Hz//0zjUBrShBGlK42W8/PzbP0uxH77/8+7QVZWe46xJOaudUzn7XJS1Xe00gul731TbZqVDKNdxCPM5hF56rJqMiqIAo2pslaLMuUwxknHaWSZ8O59uc1hNU93Ul+FGhh6/ffjTT99/+NP74/HTOFx6P6JFRTFFnMZCODobX/vX8+3GJ2qbFgFDCNYZH+fX16fL5TxNMxJ3XeO9P75Np+Nxmjwp01R2s9k8PDzUdRNjPB6PVVXnzF+enlPidbf95vE9kanrrm0arSlnP02Xr/UOwPP5nDkBgiLb9+F6Hiq7dbUSraSU6D1m3x5qq1vF829juJyuOQV76LTTCqi2Zb9df3j//WF/19SVQLjd+svwMoTXWKaQ/Cpsnp5eAPRu83h/OCBAf7tWThttgMXPcbW2777dnY/XN07XfmaZXe3uH7YpC5FBbU+n84JoK1mmMb6+MOB0uw3n01kYN6tN07QEZHRFZCvXdKsNShUizp59DH64gYrK0nq9RwUiYoyt67ptai5qniJx2q3uKrcBMeMYRLBpaiKdoox9kKyRHbBG4LZzTd0YY4Z+ent7JuVcqNHkc39bm93eWcnAJIygXT1N4zR426be+9fjNeWsNDlnBaTrus12zWK8l1s/M6vrOUB6stYFn8ZxNrpSSrdte9gfxnmOMTiqmCGGEkKuqvbd4/tfhzlGjqEMvQcuPqR+mG7Xa8rxz3/7S9u0Td0O00BIzrrD/q6uq8XfNdz663D2s48hpBCpcjmlcRhjjKVwSblt2zhnKWW1aqvG1o1r2jqlWRk9XXwARCJbNwoMJJ59hsK6Meu7g4AaJ2/QKCFn6/5yuZyuaPj+/t5a23atSQYQlhvf4OM8z8gkBYFwtdpsNnGafCk8DGMR0YoEdcqpaZqUwjjOpEzX1ZvNGoG0MW3TKq1zzt57AHl9e/7y9KWp3W6/tW5bVVZrzDnkUurGfPPN/W63N/UhlirEIYZZIIUw5cjCRm/Xta6UUm9vR0QwWt3d32ttco7X63kY5+C9tUprBEhdpw/77X7/0PfDdrv95ptv6roJIfR9H0M01uSUF3blPIfL5VpK1sZst5tl1+FnXwobbXMupAkRQ0wiERE1KWbRKNZVCgkEh9s4h7DEp3POt9vQrTZLRi7GmJlVSqWUcRpDCMzctu3j44M5k1IS43x3vw9hHsaxruuc8zIYex8QKaW0Wq3aUoa+DyFUzimtNViOWpGKMZ6O57e312W5t9mstUYiqqrKz/PkIxcpmWPIRtm2WT3crY02KfE0zf2t7/v+eunH4TSNOcxJExmnV5tO0Lat7laGVGlXVbNyoAtTEkoibKyzqMfMVUXWGlIU0Xu2ZlYMPPnh+WWw9WSbPRpniQE5c84xFSDSi/ria8QHiVxVLZ+N4H2OnksyhkSW6KMmROCvzPRl4iUCIhIusPzbU5hSzjlp5pwTZIkpAhsQCwJWG+OWvh8qpayxCRZkC0aWxLGkjAo1qq+VugW7ggAiCLJ09rgsP/I1kQgihMRcclmESMAsMYack4gUtssgJsIK1BK8BDKAGhEFCkBZcox5YW8iEgCDECyzzoLaFq0Wqg0ttM/lSkiAlkUGoVK4GP9EBIFYK2GVUloKfQCUMyyslyXvikTyhxc+fWU9EcOys0wpc17QMCIihUGM0caaXPJCGdcWmYEBFhTNwldb0LXMIswgwMykmFChwgVZA5KtUlohCoogknLWikjOhYU1ZjBSOxJGQFVVhgvnlHwozlLTUFXbkjFn+NpUBABQlTNGa5Ll7MMQQYyQRZAIWRlFla6drpRSqiJEFC7BB2GRkjkljVqI5mmahiF6X7vOalU5rXQqxefcCwUGxxm+9mQFfUwp5VKEcplDiJlJ2S1VrbWAJmROUpsGTalY4PU63y79+XgZhqlxebtW282KBQSy1lDVxbhMqkBOUtJytJELaW1JoQCXnCQLMyvFMcYYl3giG02AQmQQbAopBBHGdde0Tdc2ZMwwjL1IEgFgxaxKLjGE6HNKgEhKYQohF0uJ5jmJkGVAkmlO3mdEs3ze5jkRJE0QIgtopY3WFYApzIUxFywFRVRIwqkI5uE6Jl8q06WCIfI4x1XMjTiljTN1EQ6+twYrZZw1moQzgJAUQWaFUNVOMa3X3ek09rehZMXAqKGqv1J+CJ33eRwmH4Kx9nA4tK59/vIyz+F66Z3TilzJoTBn9tM0ISitjeDy98K5SEmcYopxrlysa1e59WrlSRuloKpW3bo2jo0FlmBsnYrLSfmQq0pZ1zSdIVFSaJjDMAYA2djW+1CK0rZWWhFBLgmg5gzT7P0kpBSg1UobpatOcT9Fz2+v/e5Qr7eda7pxnlMeCdE6QwgxzsLaVK6uuhK9lCRFYgjz5Ie+D5NKgUDU0iEE0HXdbTb7nLOrayJCSpfrZRqj1lURVQqGwFppEmuonr0PxMmzc/W63WxXO6drZFUii6KSFnsiKE1G2do1TdXUdT1NU8HSdV1T1bkkrdRCPCZLlWuapu3aToAnGXPKMcQY46JIXfBUSim9fHXklHNIeV1yyjmWEpVpkZTSUHLMZQ6zL4wsSKINNZocM5Q0ScHKORApKXLJviChqYyztuGEY+85kTM1MeXMpQiRdrYy1iJCzhxiOp8vTdPUTcOC8+z5/xOYCVHlFFIqIItXiblAAVaoNqtNTuV6vUqJlbP4VSJKxmpT18DKGKMBkIBKKtfbUOJcciiSTa1QAQBWrnKuAoDauZDmz59/78uwgc178zj569vp/I+//2cOc9cd1nY19fPXjGwqwYeUijHADDGm7bpumsZYp6moIgBhMRMBgEJlyBhlBIgZQk7GVUgmljL6CSy0TT2m+dyfn49P3354aIxpTPP2fL3dnnzg//nv/+uHv3xYrVbH/tfj9e2cpjmegKdas938z4oO0efAt0wTuHKekqQRU/TcVd39bv09EYYw2qr+4cc/OVfd+qlp1loZlny9HguS7dpff/31dhvibWwbvd/v7+6/K5nmIZ5PPYBRpgNym/12f+i6tevH63W4qtPL70+fp0luc7nckqJ0vvy83htt/f6uLuKdM5v1IWU/DLnksXoP3doaC2C71TXPAYbxhEY/vPsOTUdY7zcfzief+zyGsNut14f9IZR//Pdvx09ffErduiuSQOPjN48P7x5d49a86afTz7//c7PZWNNIMT5Iiuj9r7/99vlyHbLgsrjomsY5C8Cvb0//9V//5b3fbrYIZRqnz59+j943ldvudnd3d3/64YeffvrL+Xx5fnn97bf/+POf/6wUKqqu42UaXsbev3v3gR/R6ip4L5CQ1Lt33wjOuUz/+MfnkObVeg0i4zAP/dDWgxQL7JyxXd1mBkgwzeP55YIFiE2corlvG+dKzslQU3Xr1bbrVm3nsqj/+/enj0//mMKx7w9vb0fjnAh0zbYxSd0bYehvQ1vVddUYawufms5qvQthSs/z+XYy2uwO3TfvH06nW92sHu+/PV363z5+/OWXX5uqVSjD4KdpSClZQwBZEXeNe/fuXeUaQp5D36S2qV23alkkl/zzr3/3qd/sXbfqXGWUUjnF8+n8+fcvOQSrTONWD4cPTb3pb7P3Xit9d9dZ405vx5//+1cUkzz/9s+P+7vd4+Pjh+/ev76+HY+X0/liTF2ueFPz4f7Ordem68jPJXqfcrfeR1Tn15eX43WO3gcGpGmIzy8XH6aHx8e63d4/fGftuvCnl5fTPAwS82q1ZZZxnLng/f3jTz/9xfvw8vr69PxUNxUn+fzxSZj/9OP3P/3pr2H0YZ5KktttKCmN/XC+3KZxcFb/5ac/v/v2m5jzOA05FWbQ2jhXA7Cf5mEYbtdeckGgpmnfvXtwzn3+/NkYIwBE9N2H9wTGTxEJr7fz58+fdn6TcwSiJJxFEjMZs98dvnX1avv6+fX1rb81mx0zxFSGKeTR+8utIn3xw9vtKef88PiwWW9+/uXny/WCiB8+fODMwzB2dRfmNA1z267nyX/5/Py///d/VU31l7/+8Jd/+1vdNjGn2+36z3+W0+l0OBzevXv3+PiIoGKMIYRp8rmkaRq9n55fnl5eXg+Htam0q03VVH3ff3r6qBTVVdN1K1spVIUgvXu3Dd4Klx++e5zGfrhdnHOVaxTBL7/8EqNv6jpnWWKxLy8vS4gUiKyDtrNt2/7b3/7617/+r5eXFxEgouPxFGNCxJzzOI6lFGvNOA/DMB6PZxFumma73bVt7VzjfZwnH2N6eX6pmtrWLpdCAEppY1zXtptuvdvtx358fXkdxskY07atCI7TGHyYpgkIfYpFhGO0zv7444+trfMcvJ+rqnLOgUiKKaVoteZitFLbzcaHcL3eAGCep3Gcnp6eNpvNbrfz3td13XWdUmpVHyq90VqfT+fz5TKN0zyHlMr1Oq3X1cPjruu6/e4QQ/jy5cvtNgDg9x++3+12u83eucrP4e3t+OXz55gSkHt6HqYpG0WHg13v1+8+vGtXdr02baNZPGLRltarVTM5eyUf8mbd1W1LX8LsRwSuG5e1Ldq5yqHKhMnVoly+jUcxugNbVaQslFxiCtO0VL++Suq01v/Cl8QYgQsRGuMW8oohvUjqJhEueZlVtDbOmZIzohABIANk4RhC1HoxInBhAKbll7zQZZd7Ea21FE4CwfuvanARAlKkFKmFvPKV3C3AhUOYYwrLho4I5V82PCRees5lVkoRUYwhpbTs+rRWS8JwOTFxzjFoFiK1SAtweb3/8tTlzMxBa6O0JVJOKSLSxiKpJSOXUooxeh+ikqhJG22ttSIWZLFBACFppcTwH4Z6AEZFS/51IdH8i1wJAAySOGXPSmcASjECqkW+R6RQK2RArYAwhZyZgcBVRlhK5phDKQJAzjqlSCsRkZQlJmaOLIvSwhCQUmDgKxYGDJQiiOwMiAABxJSshsou7cw/1owpK8iKwFp2JhsipYsmUX8geQDAaFAKdGPx6/aUrKJiDJdS2dpRBQALy1VbUgoFCnDyPoXgc4Ku3lpXDX0aBz8MU9M0xriua21lLsMt+GANKNMwtPMU6rqq6opIz36aZ5/SVCBn5hgiqCqxUaZNbLTbdHa73etpmv7x8z/naQKGquke7svjPbVdHcLkfYjJAxXBSEYZlUpJUmLiApGQqqXkRoQgUEoBUPIVZquRYPK3p6dnItTGdOvDNIUYYBiic6ZrG0Rzvlze3l6OR3j/4WG3WxWGYYjRR+fqrmtylqf+jQa0pVnoQymVUtLtOvgwN02tjV7kHH6O1mDTdMIoohDMNIXLpe+H6XwZT5f+/YfvlGNTOePamMd+mJNVIBhSGsbh5a0w+YfHVdM0IaXT6zCO56oxh/1GK5tzfnt9haJr26odsIrCsNm2MebTeToeT7MPxtn33z12XVPV6+1mO02XaYqfPj4ZZbt2/f233xPqL58+//rrr3/725/v7+9TnL3MQxgYvDG1dWSNqqsacfr48WkaslL1/d17AFJkqlqt1om0KhyrputWq6YzhadpBgGDykIxKYkAubrp2nrq5/Px9vLlmRNbYy63YRx9DEEFaaUGLOfrebVeOWdO50nE13X78O4xzwmYutUmxluKwzBEV8duLU1bD9PeQYAiAAAgAElEQVTAnLqueny8E4HffvslhFBX9v7wbrhdp2EQziGk19fpH3//ubbbrtl23WqeUk6XpVy83e59TEgkIo7MND6HGOq6YaYUSskZEJqmuTs8XG9XYeEEZFXjmsP2QKhizJfLqa4bEYQMwGBQdVV32N2tVisimoYpl7y4MVJInLLVxiiFCFW1UqT7aw8ofX/9/PnL6fyqtd7vD/v9rm1brXWMcZ7nmJJ1xhhlrQmSSkrTPHSr2jlT19XEGKY09KGqOq0rZsXesraojYZMlFtXC+Scgo/5dppKhs262m8qElNCgUKZYbpFDa5tq6qq2q6zzhIBPuP5cn55edps10XkeDx570thYwwu7RIgrY0xppQyz/PS3VBkum797TfvX9+en56evnz67W6/X6+6yri2XjV1V5lGCmmtNXLRGpXCWEpOJaWUOYGypJWgtrrVVAUv/S1mzoh1ivM45PNxtFUdAo5D9NNs1WS6cZrnwqVpGy1Wq+B91sYiKgbMzMs5n/whphEABlkOSRfYceYMhDWqwgWQlVZNZ1k5EZ7Gqb/2fT9cL/V2t/vxh7/crv8H0K/WLWlCRVVbrfVmSNOYhks/gox6Y8c4vd14Gi+AIacQZs/RNRYfdz/cmQclDxqblIpysL03Rem5lIRlCD0iAPLMYyp+uqaX12EYxqZpABLSmPKrFH27Ti9Pb4JYhO7fva8alUFu0xhyaqzeHvbf//Cnl9f+0t+q5iI8Ho+/i+66DSs7O6s26267PgjQOPrT+XI+XUc3k6bNXjWbdp7xepVc2Aeo3L5tD4f9dy8vP9/6virUrIupqsP9/aWf51SGt+P5ejGW1pv1dr8zzp4v17e356fn1+utZ6GmFmPbqlm5xpkAD7mwUs9PpxSjIrXfH9brNQDklDbrNYrEGD59+pRiYhYidX//8O///u8//fjT7nAApI8fP//++8ePv39+uH/YbjfGVJfLFUFt14dS+Hg8Xs7n3W5V1VpprioTk79dx2GYp3kIodzfvVt12xx0SeX5y8vxOByPV4Vw2K8MuJJy8jnOGQs2rkbRUoxCIyXervOnj0911Q3j8Pz68ef//p2Rv/n2x/1hBUq8Dw8P71btFsT+/uvT8/PTr7/+ZsgiKOtyCGme53GYBXi/3+p/q5mpqrpxHAoXBCpF/vnPX3///VPfj0bX1hiFtmQoRbTGprZKyTT1Oe2mksZxqioFyN57Lqbt6s32O1H+89Mvr+ePw8sZkZ1zuYiztm1W13NQ2rXtIUY5HfsivmuNtXq93giHaQpV1b17/DZ6vl37/W7/p++/+/6H706nUwjBh9CPfm0crmq32RSl3q59KMnH4FO0UKfMKfHL758SFyCa5qkUVlq1qz2p+ngaY8Tgi7DxnochZD8zq7btdpu9MG1Wu7bucigp5OE2hZDqtlpvuqZea3TRFy44jXHqp7vdrqnrw+GgSU9jC8DTOH369GkYx3GejLb3dytnXX+7HY/HeRqdtd9++z6FsAu7GINWlFMex9HHoJRardc5ZxDux15rHWMoOY/jGMJ8vd3mEJq6dk3DSAKktUGApm6+abtvP3ywTcMsHNIUQz/cxlRQs2rk06dPKafD/T6EoJSq69o5l+CrxFyhTiGnEFKMABJjYfDDMHg/MbAPHgH2+wMAVa7e7/eHwwFA9f0tpXy5XHOJpaTL5XS9Dt6XYRitU1rj7QYA0DSuadq6qq2rkGSeL7cxjuNgje5W3Xq1ahvrrB77fuGA5QylqJTg99+fAZ9LSX1/s9ZtNuv1bnP/sMu5OGfv7x6qynVd9/b6djqfRWAxAQDgNM6XyyXlaJ2pbLVqVyH4ksr1fB3NVAr7OcxzCCErhT4EPWpFarvZ7LY7FECgBcW8ONbW63VV1V23YpGX15fj8UREgiAiJWdjbe2qnHPT1O/ff3s+n7XWIUalKGc+nfpSftcGrNPO2lKycIkpI+KCtzbGLCW0BemotU4ppvm6GLsIoWnqUtiHEjwDBuv6/X7uHrqmrp+enhSRtc5Zk1K8XE6r1SqGRMgf3r+7nodXuKy3l82u2m2333/3zW673qzb3WFFKqQ4TOGqNTfOstL1mrBy12sgN4rO7Sa3G6ONAmSs3epuu92uBXPmGSkVngQjqgzEorSUKJSXYiMSKlTWagAU4XEcQwjehxiTM1hZbbTSSiu1DG9KK9JaiaaFGKQULQlKoq/KAKJlZ1gKCwuKSM4IoiwIC6ecljAkLOiRnBe5wuJvALBGa2O+Yk7+cJ6VUjIXTjmWUugPOUMuGQWIlCAD4IIZKX88liH2/8+xCKgUEApiSilGVpqK5JSjjyGmXArLsrljFuAYmVReQCNEyrCQUgDIUgQYUABKSCUlUZFUCFproxf7sV6sklykCH712SMxakEQBP66IuXlGgGAEQEwc5GCgJBFjFZKaSyFlFIKC5ciJcWchYFAERERg5ACQGQowpC5KFILtEa+LkdRFhiLwsLMhWUZDRW1jSNSSMpqk3ImKCUXWxnnKms0ERTO3ieNBS2SdkYrrWk5sC+FERi/2g6N0aS1QjQ5l1IKCWuttbMiYrCxVJGCUlIpkTmCQqWgWev1riawOStOpiRxdUPaRsbR52GKjbeiWFChNqhzTpAzKqwgqZTzPI2FvaIoKri1FaimSbyfj9MbKm/dSimXc5l5PJ1uv/zSW5MOu2p/2K42g3Uz0ozkyQRLjDoxSi4kUAALKta0MH4YkQFBGcqJRUQhk0JL2hiXQggpkS5d19V1W1iR0tOYT+frPHPXbbebndE1iD6fL3XjjFVNY9u2q1wWAWUQFa03DQilEGMKIuzYLrEFAEwpcSnOmrZupSx9bRNTDn4OYbjexsutjylMc8hcYrxfr5x1ap4DKV3VrVK2hCTAxun1uqvrahj6fvIFRq0UEpBg8CFCij6nECprjFHCGS0qrRpU29xmhmm6Weu61Wrd7TerWigdj7dhCkTSNooZIsZpnonQOjPGCWCJQyvJWVne7LuvcToIymjjSBvIHASUq00uuR+H2ce2bbtVexsuPpTLddR2HQtPcx6mWIpOCf0UNhsBIBa4DdPr8fj0+lYZ17Xt7FNI2YeUUhjnWWsE0uvuUDeNc6svn5/Ox+vbyz8eDg+7zXYa+XqZxmm2zgYfjq9vl/42+7lwNlaPg7XWdG1FBM7anMpwm86n8zxNIBIDK3IiBEDWVTHlOSQB0NpqbVbrZhzHEHwppW466yoR5efU34br9VpX9f290veudasY43ibgmdS3FRdjLHkUFLRnSFSnkKWEkM6n6/r9dbZqpTCuZSSr5dLiCGE2c/zssGrm2pp1JfCgExEdd3c0YPStLRLmNla670fhuF0Os3TaIxClKqyzlnCrq4rYxRzLomAK6t0bbdKVVmQWSuoatuZVZc5EjFLQFKioasRBNfNqqs3wjbVBooFMZgNoyAWpWC765TWp9MRiOvaVpXpx2s/3mJM/TAA4EqtlYKY0jzPKFQKx5Qu52sIgUitNzUIfvnyVDmzW+3GrueCfk4a3TDMILrdb3IuIqwBilaoFSKAIhJlkFAph0iZmbPmYgTMOJQsQNiVPPY3/vTxQqYWEIA2psCJgwuCYpyuVeOocTYLoyKljbaOUEn5w8FKXEhkiVEILGoeWcIghbEAlZwVFWNV223JtRk0a4VGU2WRhEWtNrvVdlMI15vN/eOuW1eg2DRWTS5M4D0Y41yzHeYy+svp/AWk5Ji8D47aw2barGKtBLlMYZznyCLO0RgiEmTJt+GWUhQoBVLJKcZ0Os/DOPsI1z7b0+zs1ZpuGuPz05uxDhD2d49zvA7+FvNgLGUERrR11XSlcEGCXHKR2HR6tZYCIpgEhKhqmz3I/Prqv3x5FQxViw+Pe1s5B2KDiUO6XWPXHLRah0DXq79cppZUM/tOV/VqdXh4SEDKuevtwpyQiAWnOUzT8fOnp/42VK4F0HPIsx8Od6uma9fbdr3b1+26JFU5t11tHx/e1XUdvCekzWqtkHIufd/Ps0+JmaXrVj/+8NOf//yXwvzzP395fno+H0/BBy5lGd9zLHXldrt9398+f/rsp/mvf/3h/mHXtraUElMIgRFtTnCe+sPufdtsFHbzWC6n8/HtGAN3TVubdaU7U8Nhy18+vkVfhHHqExRSSseEt+v022+frK0F8qcvv748X9a7qq73le0mP1xP18NOE9TA7vOXz7//9vnzl7f73SOCIQUKMSXJhZUybbvSqrnefAi55L5pN3XdEpnXl7fnL68sUlfBGqVRWdtp5ZFKU9dt27R1o4hERDi/HZ9iituNr+udNtpVzf3j3TAfPz2Hl5fnGGbrqt3uYJTr2o3Rg7NN125SghTnVMZpZobCAta0hG6z3qK449sVAK211lmlaJrnaZ4yMyChsVSZovTNh9M0pZKFEJUKMl/78XIdXo9nIayaZhi8INR1vWnWSlfDEI6vfSm5lERglHIZAyBaY7tuLQWttjmWaZjHYZ5Hz0WsqUg0J5gGL7kEn1PMJcecWWvTVlVOhRCY8zAMt6Hvhx61Xm3W6/UGAfpb/+XLlxj8Yb/fbncE2NaNMTrMfuj7EGLOZbnXnKYpxny5XpuqYc5aKz/PfgEtCwsiaa20EQDv4zTMiLjdbOq6JmtSyrGkwglIckmKRINammOowM8zaaWUGochhhRjLFyWs6Zh6IdhGsdBKVAEMYZh6HEap3luu66u68d3lRQxxrIAIrBAjOl0PhdOiHK5XqfJF4Zc8uxnukIuuW3a/X6/3iwLehSRlKZhOM/zbM2mrtaIWSmwzg49sBCStbbl4mPifriVkoWzD9NuR1Vt7+52de0AJcXInJ6fnvq+f3l5eTseq6o2xilUyw7tcrlO89h17W63rataWLz30ziTjsJfpT3e56pSuWSM2HUrZ6u2aadhCjHEmLpxSikvlTBrbdM0gHjre200KSKta0L0vq6rpq5vlwsB1VWV2sZZo4i6Vecqm3I+X87rddN1dSk5p8TMiqjrVm3TAiIXTjnHEFJK/a1PdSphipMAgA/zMvkAARFY93V0ARAistbWdY0AzjjnLEiZpkGkBO/DHIwxWqN2eHho2qZ7fHj34bsPRhNiMbXMfrqNbzEPrbFo0ZeLdbZaUYIskApNpp5dZZxTPgZxpUO12xlBTCULgg+UEmvDqIAhswSBLMIps/qqZzAisGgJU0xc2BrbVLqrl0mPELEw4yIFR1BKLyFJIlhgj8uAwSwAQoQL1RNA/nUuWkqKkXNOJRf84wECS7BHKwIEsxQiFTHnkkouCUTKH7tEkYIAX6OECx37K3JIQAABSRGz8B+C9eUJJCSlkFAAcimUU0wlpKKYiuRcFvG0LJqF5ZoLLyudYjQva6uUi9JaKQUAuDAnjYqRYy7ABXNGjEopo82iD0bAr3PsH61BEWCgspjul8bhYktYLhVRuLAslQ9ERaQVgwACixThmBJzWSAzX2mYIgJCix9hGXQRFH1VACtCrQlJkdZkTCmMKXFhAdGGmqYyxiApYNAJFBYQXVW2claTQlVyhhwzIGtNzimlFuF70ShFfX1TEckaIWKFWWuHIsCskKxGazQAKFKaSGtISTgmTp6RkUjX2NaVUS54GG6cYxa0TJQKXAff9lO91qpSsUAskKPEKXPIlbOaERVIKkoxqQIcndVKEwlwRs6iSTvtAMwwjdPcX8+3HOK6NauuqhxqLYKZGUiBQ42ktSFEKZwQeCnJk1popYLEAF9HZSkMyKgEZbEbRgGqGtWtXV1X3heBijnN83Q636ZJrFkRVcZ26XIdxzBOc93Yqq6IIGc2yjJjyRxnDKGAAGfOlKGAIlU5t6hHShZCnTgVLkrlGOI0zeM4H4+X0Qfn6pQyoJSStVk56/zsnautrjWZvtwA2BiyTitNsw9FZtKlbpvCQSR7n6BIjoyAxhhrDSICZKCinW1as4rNNObMum26tukqV/s4XM5TLqVtXGXa6GPfT2HOOWfnbEk2BN+Pt6o2QoVQ6qbiIpyBi5Bi0qyNkGJEJiXT3Kc0+JDrpnLGieA4+sSxaauY0zTnGAQVISoRjDHNPlqjQoizD7MPzlWkVMgp5cKC2tiYQkpS1ZWIMrrabx+HWxpusb9e8wZKwXEMwaeSWazM0+zDnKRorY3VAMXPI0JdOUuIInI5X263fujHvu+N1lzAuZpEi8CS6f2aBShFGdN13TTNs190rIBA0+iVUjnn6LNRzAkkg9UVJ7ndLozeVma73YFQMsUYh0BSJKey+FFKLiBQcun7fpqmXLKIhOBTiswcY/z6pSEjKZNTNpaU0uv1upR6Ed4QeURSSt/6/na79X2fYihFz/PcrZqmcTm5uq6IqJREWFVm6zQpqlg0ibKuaequa1fJhZTnXHwusxJNoPTaEZAzjcZK0DZOQ3El0f8j6r12LEuyM821lsmtjnQZESlZLHYPB92Yu3lyvgDR3ZgBmkNy2BSlsjIj3MPVUVubWjYX27MGDvj9OcDZ2377xeddAgkMMaXk/YQRu/4co5OKjDWH02kaxwwQY1LaAKYMwDnF5HPKMaUY0uzHFFNVV9YYALycW3t9VVerm6s77x0BCNTL/rY19jJ1nFgCwtKPF0SmLAlLJCKtfYxt17etg2Q3N/u+7+bIWdQpdt25b93L6HC9Lev6o58VJEQJzbqWIDGKSpZNpVbNFgCXB4H3HRAHZoQAKQgOS3UP3okMQEoKwUAcQgBAVKwU3d3f1LvbLAtZljHnbhz+4Z/+4XA+HLvu6v765pvrZl39+JvvpaW3y3MAN7rUtgy5qatyf/Vt358vl8vh1Pd98HPKDN/ck5Hu8+NnCV7wIcdinlJKIIS4v7+tmhKJD+3hcjn74Kq6AKCxD6PL/RiP57e+HzJDUaxubz4CqHYYhPdFaevV6u3x5dRefOh315t+dj8/fH74/GrN+m/+899mFuOYlbn62//y27IOD0/zl4cnhnx9/X1TfauEdrP40x8/d9NT2eRv2uvNdqd1czr67sLTROU3H/o2/fmPPz19Pbl+ZCXU8ZJANqvtdr9fbfd//Z/o85dfPn/5+fn5y9enZ+fKeb48Pb4VpfrNb/52GKeX17fHhyegqqyv7u7vV+vtx/uusdfB++12++Hu0zxP3aU7nS5KmZub2lr7+vr68PD0+vqIACkyALRt9+XLw9///d8fDgdA+OHHb+qmBshucnVV397efffdd3/3d3/3+9/9IXgWkrX5K1tcfX16JOLNtr65uk8hf3l48DNs1/W6afrWeSe61tfV2kirSVd2s1ptvvv0m5/+8Pmn89euS/MUilIKJRGk9y5+eer7kQQ4P0RG7+jwMmA2l7b/889PHMz335n7m83l4A4vQ3t055ML4TzP4/39bVnWdV0gjPN0OZ4uf/rTQ2Z5e/vh/v7Hu9sPUpSSdArZ+TD0syDBUd3d3RH5ab6URX13c/+f/+Z/ZwYSuN9f/ft//NvxeP70Tb69MW2Pr8dDhhRTJBKZYRzdMAStmsxUFvWqaYwuy7JeqLsk1NPLw/Pr08Pj4/ff/vXH++93u33wR621lKrtus9fHsdpeHz82vY9Eq0266opGcOpH0Nsh2mc5nm13dzd3Z0u7cPz8+eHx0wotXJzBFQZ2HnOTIQqpviP//gfMcw3N+u727vS2r6V69WmtCWRCCH2/TAN4eXltT21HHOhS8qiPQ0xpP7S140dh5lI2coiEnNOzOM4ztNEBPPsgJAB5EKMAhgn1w/jMI7A+XRug09Vaa92u7puVs3aFgUpWTX1sup2PrXd0I/jiFsojCnL8u3tNUOum7qfBs7ZeV+VNQAeDsfj4UDWmLp+eXkCpYDAj6PCvN9vcuV9GBnTt998k3I6Ho/j2GtriOjxywNkKMvKaIOM3rnz5fT2ejyfL1VFtiiEoq5rffTjNEUOzWpjTHk8HrthOJ4vizHV9f3heEwpkMBL2/sQpQJjTQbo+j6lREIygFQKEL0PRVEICQATgEMIAOF0bOcppgR1varKtTHldnf39vZ6Oh2JyJhKihxjICGMMZt1Y62e5+H4dnh4/Onp67wQ8AhFCxdEwQxd1ydmRMoMfT8Gn9abBpEAADIoUiRFG9vgU05glOGcEnBpC6VUiPF4OgUftNInZRYNNk3O+cB5Md8CCQFEdV1rrbuht9ZIKf7tP/49h9zYSiqqSrvbbkisx6k7np4R02633u22l8t5GMbMvNvu7+8/7K+uxnlOkefZPTw8vL29dl1vrPIju5GVek/BjePoXFKabrZ1XRV1XW+3G0Bwzl1dXU3jmBNbo4nIgeva0/l0ulzOMYTEBGhu7nfb3W6/3ZY1xuScHw/t+Xx6btvX1dZe1VfVWh2OX1WSVVOWqxySd85lNYG2oHUKPZADYs8ziYyCpcqkFhXMQC4xJw7L2yoGyJwQcpQCGDgm4GSUakpV1XWhScmlEccxxjC6RUqlJK0xWmshNFHmnJiXDQCOMeJ7SvEvZLslFUfeu5QYABcrTAgphSAShMIog+++CkkiyHl2MYXg5mnBRSCCkFISAYJYdByAencdiTlDBoFgjAkheh+WXGXitExoL7i8uDRXYuAs8uKnvZPTF567XJAMnPOSeowRIMecIWcgGZRatJyUUkiphEAUNHvglCJnjgyRZWSfWCcmxMwcfm1rvec8EQDevU0mykCwNA4JlkbdgjknKf7yncf0TqbnnIWgonjXnO8NNs5KCELBwDEGyow5ASwfGJWWShuljVQ6JvYhKOU5sxRi0XsAMM9OGLK6qKwiWkCFToqsiAkYMUtiQQlyyJyRSCnSSDm9AxsQIgefMoJOkEERKSWIACAAEIBjWJDskZTLsQ85Js5aSM8pZu8CeRYuyan3LvrA3J9bU8l6o+t9M7p46cfEwP0s3OhtlLu6bgwVFRIljl1IyfU5BIJiu9qZ6+tV8zGzOV/654cvfXeCMPz4Dd3fX9V1eToeRnJagCChlZWKpFzckeDDvNQ4ARIAvT95IBOBlJSZAzBQYI4p5ZQ90MqUhUpoCiLFeZ61MQ0WGfTrU39pR6UuUuq63nd9x5Bn5xNHkrIojBRGiSL47B0gs8CspEKElGLfD7awq7okonmaYozz6JxznHL07F2YJzdNUwhBkri5uqprl3JGyARklNXSRhMxY2mL5N3QZ4A8TSPJKJUodK0M6BLa9uScp4CQM2YwujTaKqWl0jF2HKNSFZCsavvdD6vjccxZEsnM6KbYnsayNnW5Xdf7l/H5dOjmaVqvqrIojMLT5TS67vvvPwJmIhSSJCFIQpQx5gwOiY0lBAi+7zo/z0ykDwcplTocj6RyCbbvZx+dDyzIGlMhGaPs5Fw6HXfrK5KiqMqyLrf7bV2W0zhEjqYwHz7cnY5vfddy4uen13GYVqvtdrMvTe3ufEYOKTnnjDFC0ezHOKeMjAKbVaMlSUHLHQwAcOJxnrrL5f2nSe+gTlMYiDrE9Pz8fHd/v1qvAKDtemYuywIQxmk8HA6c8pJI2Gw2Tb36cP/BKFWawo2ztgYAhn50vitru9tcrZqttRUnmue574e27YhkXde77XbVNEKIvuteXl8y5NvbW2utMdo5B5CX3vv53BFKKeVmt7KF2Ww2w9CdL+fj8W21Wk2zez0cx2GYp5GZF1SEteVqtWmaMgZHhDknZiiLlTJbJe3r63nsA4G6vrnbbvdK6sn13g8xzc6rgEKS0LWGjPPkpzHmhAQG0TBACkkpStlf2nM/tgh5wYBrozPIceyOx8Pk5tub+7IygJw4AWKzqhAwJfY+hhgy83a7JUFEpJQJga0xd3cfY0wcQwpRS71erVerzel4iTFKQCZaJphBEAkhgKgom0rIstpyzJWp63qndTP56Tx2Uq+BeRiHXz6/Nhe7v1pNE5RGF7W52d2Uus4eDFVGVFZVAJQhpeQ4jTlNmMbsWpg8R845ASRaoHwIJIiQlMxGAZAWQsQYOCeSpKoyCdV3/S9PL7/78y+j67//q09/819/u1oVLgxjOLXP58P5bX9zTWiHFg6nMLROUyzLdfQ8dt3YXwipqQtrNsrU0ghMU4oQcp9I+IhhzNVoRt9fuvPXr4+zm4w1L8cDAilpjufzsvVntGHO58ul7UchjNb2an2tSjHFMeQotF6t9tLokKDtJ1NUdb2SSjw/Hw6HL3338NNPZrOnfhqOp7ntsCi+no8iBDifRimMFHbozv/2r4eyHLebauiRY6HU5vnxLMgFT9vVld3fbZrCOZ8YnA+XdoiJlTLr9brvN0+PX16+HuahJ0qF3ZZWu4mil0aub6/1fnunZHk6dyEggf3h29/+4Q+/7y/T5di33eXweura4f72tqyqnNnorq7r25ubEHwI4Y9//NMwjEuYuKrK1Xp1f/9ht1lP0xRi0EadL6f//j/+29enR6Fwt9/Obnh6fmTwmdNm02w21yGwECdO8vHxbRxyXW/nKZ5PXfApGNZSItiffvqS0s8AOIyT0kqq5EIERxaprqv1erVaN4mjc1OMWeoSWLWnIGDuuzCe0wO/+I4Ou+nr1+fgxc31t5v1nZQwTzF46qLr++Hp+fV8artuSomsLpSwp8PFzQBZxJDquq4Ab6+v67o2Rm3XG6SglOIoOGit1kM/TaPzfjq+9VLL9Xos7BDjdDx1QuIwXmJkRKlViSi1KD0ioiiKws3+y8MvTVNliMN4fn0bqsrs99bH9Ho4HI89J/LR++gPxxMQXC7t18c372G92TCkbhpziFdF5VM8nNqXt4N5PR0vvRAiRKir1fFynn0wRd7fXOecnXPW1Otmg4ibdX06ubGfxmoqS7Xb77frLQLNo3ez5+g4YXs658jrel2aKnEaugk4SxIIcDydIcemLq42G0IxDMPlck4p1FUppJRGqcJs97uY07m9bDab7777fn99/fz16zgMnFlpO83u85eHsiyrqvz2u+9D8MMwDMOgjE2msQEAACAASURBVA6cfAghhO16dXO1b+qyHftxHu8/fChssapWx9Np7kc3uaoshTXBuWnuwSplVPATAhXK2EqXoBKmw9vhcDy9vB7W2/K2KKqidHbq+/50PLjRbVebul6N4xQDE4mnp5e+76Si9Q/fRU5IdH21N0UdIyztuBjfs47amNVqFYLnnMrSWZukJGtVzjEBN81q1ay00sFHpbXWJsZsrb293n19fJqGy0uIzsUUkchsVnspxDAMr2+Htu0BxG63225WSokMmUQex/Hr168p+bY9n86nELQtymHoxnF2jjPDcl53LhhtjLFzBilFVVbr1TalMAxDTMEYQyS9Q0GiXCljtJBCKbXbbK02HLmwxWJFns6naZq988ZY5/3r2xsRSa12+/1y4FZKFtZm4GmaBJFQJAR1XefDzhidIRKiJCrKoqqqpVRgrd3tqv3uqq7rZQ9jnqau62OMZVlZWwBkLoCb7LzLGZiT81ArXVXV1dW+KkttDOeUOUm5vAjiPE2rpi4KqyQ+t8d57o2h/X5vi4qUDsHXtajWII2zEhuyMU66bHZ3UqqsK/TcJTER5QhOaEnJY54F+pjnHAUqLgpQiqSK2ggpJUMMEWPCEN5XQBa9hABCgCAkBI5RkDBa1qXVSmutBAlChpyWekKKkVMSRFKpJVG5CJKFiZdSXnKP7201YCBCYMh5Ae8SyhDCX8jpS3lPSQmAkNEYg8AZMiEhAHPkGDkxZBBIiICESkgWOUMWQiyOmRJSCoUAPoQUE8KSMBSIuPBIQ4o++MTJBU8kfPAhhJSS0lZKnTilZfgCEJHyUuLLBHlJG2SiZVKfOWXMixbkpcmRc04pZkgL7AE5s8iZMyJwTgvbnVOKMS2Qd6XS4jECAhICYAZMC/UIABNn4GVkE4BIiBBDzvF9M3RhqQuU4n3GZmHCI2KG7H1khswZGGLOmTllWJQjCYoJQmSSAQA4Z4T8ngXllLNAxBT9QpFSgkL0IYQYIycA4JwyEmTOwYeUMmTQmqWWgihlZGbIIAWiUETCGIMolu1S70MMnoTIOXKI0zwrDSiSTx4zCwRk9gNDngkKQIuCGANDBAG60KYsSRXTnKVuVuvswzQMuj3HPx/OHz5M33yzvrpdCakjA+QYYgAQdb1BaJj1cBmkyJjYCHG1qqSy1lBZGiLAlc4Q/QSVrY00SgrAmJJHJk0SMXEOzk/GaCElMwMi0LLfmjKljAiYUAIRI5BgGWKIybvo2mGEbATVVbVqy+hc6LphvV7Xzeaj+C7lTusktZZSJ8ZxGKKfYkDvskJlDSnJgBBicM5rYawspJSQ0PEcHAtQiHkaXIqMIFbVSgobUoohcEwkSEqc+jn4tPxYpBDZJ0mytHbsL26ai0LUm0YbIpk4+5Qksy5sgQBEQguVM8xzypyEWmx7EWKICepq03Vz30/Ht7ewqkIIWpVWWSVKBC2pFNi7uXMmWmPrZj1Mfdf3p0tbbUsl5OXYSaG00lKJcZjOp/Z0HlbNarPebVZrEoMeg1JlSvPkhhBmo0zO0LU9CkCSSkmtjBBWQprnADkzRyHRFnq1rgE5RC+VqOpSSgzRCUllWQDkFHnshxyhrla2Xs00j2EQgM26ShzHcfDHSQrKABkYczZKb7dbAHTjfLlc6qpSQhSmQIAohPd+nkfvXcpRkjbKbLYbktQP3cKLSDl8efzF+WnpwjFneH8+JO/cdrXabjZ1WSkp2tNxHAclSDeNtnoaZyIphdpstuM4GlPs91cxJq31ZrMZ5zGGwDkVZbHc/szzvNyIGbMwYJNSJmdwbr5cLs4ZWxgiMtpIoYRQSmkkSpEB0JjC+zklcLP3c/A6pphCdIhgjMmZved5msfRT3PInJ6fn6fZr5qV0gQovI/jOHs/cw4ARCAwCyF0BslMzrlxCEM36iyEgqK0XXeJMSqjrTFSCc6xKHUTazERipySV0p4H1JiQsGcCUkpU5QmhuiDU6ARcXbufL4Yra/3V5wYmCHnVVMZW06zG+cpcZSZkxCkjTJWKxIIlACU1rZsNlKnCFbYql6bGGkyU85FnHpwPM1zSDQ7M86cMilVNsX2erOpdyIpka2iolQ1ADHHmObMcwq9H8+unUOghMyQAJmQcuYMvAQ2AECRRKlAEDPP3k3esY3dNP/89emf/u1ff/fLT0Lzddyala6uCu7Hr59fD4fXaZ5rv3FT7i6pPfHYRsr9Dz98IKEEDoUxRvFqVRLZjEpZqSj7eRycc0mGJBPr0Q+hj5+/fD6dj4Cwxs3Ty3OKcVVXwzwEdpFTZarMOIzT4XjKgHWzsmsdcBrm3nGQhalXVcY8+XjuzooM0Xg4vbXDpRva0+Xyh59+3l4IRH86OSHQmtPlJATplJK1DcPcDv71xR0hDGffd6hE3G4qP7R1RZv1jRFstKxqQ+LXHfNhaNsuRm6a2s8+uPjy9NZfVFHo/X6D2XSXwAw5aSlECsKNnFKYhqMRTUHb6HEO7u3lfGnPQz9JMrvddV1X0zRqfSqLiq7ENM3M+fPnL0Qi57zf78uyuLra393fKSmdm5yfkGDo2y8PvxDljx9vP366H7p2nPppKteblbFlzmSLpq73ddWOQ5znkzm6YXB9P8+TR2Ex28jip58+t90FEZxzRWlS5gyYGJ3njdLb/f7jpw/DcDkcD9M8EkhI0o94jMM8uRx0GOHl8fj8pXPBbXfrj/ff7rd3GWLwGcEMw/j6cvnzn58vly4zVmW9216vN7vD8fz0dAAQUorddsM531ztiqICQCkMIEqy8zT7GQTWVVHn1LXjRFD4Oby8HJVaJ6bj8YyYY5pTyjHmEJiAORFmQSAAYHKj98EUQmkSSlb1ummKomyAaJhG73qtLFAuqnKe5+fn17e34/HYSq1JiGkeOWRHSRZVitHF7EMe5nac3W6/t1VR1+t+cpGjVnbVrBFpnMbFaZRKXF9tMcfgXIpJoG2aqm7q6JObll5QBsjBhZzAWsMx+xCij6pRBMLPoTv3griypiwrpcTQX6Z5IgIhxXLVL5Rc9k4m75VWRVnV69U0TUtz31g7T9PlfC6K4Qav66bJAMYmIDLGCKVSijlFKUVT10orONLk56KoiqIQUr6+vXaHC6T88cNHpZTLaZqGGLJwAmJEKQtiYUsllUvi4eHh6/NL14/bfV3X9WazDt71fXe5XJBpVTdCYIpRCmqaumt7533mhABG67oqisIqoxfssg/hcu6mOex3u7u7m91uP4z9OAxKKSlNUVoSwClwTnXT2KICFNPkEoNWZhgGEtFIUZU2xUxESkkphBRWSZkhOz8fjoehH43RSuuqborSXE23Mc4556evz7Mb3TyGFK0tiqIchv58nk6nWRJIRVJSZswKCIVWxmhdFpUkabQ2uhjnwWhNQpZllXOqa6u1McZYo7UxMUTvw0LDdc6fL5dpmnNGqU2OwXkXU7q6ulqtVyEEIpJSVGUxz9PovZJSZIGYlytzIvQhphghZ2utVnp5y2ptiqI01oQQxnFizkM/dF2HgIUtpBTLzqRA0bXtNM/eea2F1qqum+12Z2xBSOM4z/M08uRm1w/9PA5dWWhFxihrhdF1VRX7/ZUutOdwOLxpPQsjSQtdKG2k91yJQgg7Tm3iaQozqUCaswgJKWFg8qhizhAzaaO1FlozIBtLxtDsIkPKmJmBOWcEKeTSFIIMgoQUEuEdK1JovYx8Bu9jipBS/HUmUhBqrYy172Ij5xhjTIF5uWOVRAu++30qMnPKwEgZ8oIxQCGklDLGtODylFKcODMoKYGZl/rar7oKARbzCvF9aC5TZspCiAX4vlD4YFFN7xoWAEAIkkpJBZREWlpy3hORDyHGwJlRSCQZYgjBpxQBlkUY5PdBDnwHLmRAEimmmNN7eIeZEzACIKcUFm2FBIJQZGBGyBnhfXVziZJmzkvtAwjwL/8xc4b06z4nQlpw85xyzoxIKaXEmeh9q4boXSkv/iohIZIgQMbAKWdEQCHEAhzkZZHlvV0SfUqAtPzRMjTAzMwAmQR57xBzIpJIbg7eeyKInJeI7AIVTJFjBMyQJSymEMICaqfF7BRCKaUAKGeEDJgZIWspEseQfAguQyaZE/N7XpYzc0REozIKFBKRwBS6XlWZhbFlBjWMoSiLslDGTNQXk0jn8xHyhTAba0wBiEKAjZkySIHWTblt29PxZEwJhJCCUVhVarspl+kZLew0LbZwqYRVghJ7BhIoiDKKlDiEkJEUkkSIyydkXgLBAIgohASUUkEWnIgyMnBM0UcffBQIdVlLJYRKIQbnnTLFerPJoLXlVdNk4HmazqcxOMysELQ0UpBI7BFRka6LlVZakRYkFaWE7NkDYA7JjR6ApJDaWCnt7P35cvEh6cJKEm4OfTc754xSpbVYVQJJCplCnIZkjMCrjZKGZPZRANsUo/cCclZKlrZxswuROedKaSEQsgrBx5ikFNpIGuf2cgSIgqgwJWbyLvsZCIygIgQILudMRdkYW4XeH4+tNIWyZup7a4VElVG4Kc6T48TrTXN/d12XGyHk0DtAPY4uJtZGWKuVUjGyAJQktVKFLaU0SfA0nmc3zdogiqIw602TUorsEbKQQBJiclIiZBG85+RTghzYCE0ackxEIJQsStP3PsZACEVhSaD3TiAAZ0WSmaML3bk1QtmmbuoGOM2OnJv7/jLNI2dWurKFrVd1SnF2zrlJ2xUJ7MdOSLVa1yQIAZlzcGEcRkIgBALIKbngL+dj8H69XherUmiVYnQ+aI3L8czawlrLzERCG3Npz13XLfsliDi7OQSPiGVZphhjjDlDUVghpBCYM3vnnJ+VEjlnY6w21thCShnjsjlMzJlTDIHnOQjpYpincRCKjCm8jz7N0+QTo9KGGbqh8zEypKoqOMe270JY0hkwjo5QKtJK6pyFj3H2wXvPmZ0LEJmIlq2spQcAwDFxURYoSGqZmH30laxEwpjyPE/OeyXVWmtjVM48zWPKWTEjUtt2UkgpDGRQQhS2AFSJcZxnZgZAmTkqpeq6lgyQOPiQfMgASqnNdk8glVBWmrbrMFK9qgYxTXKcxLDel6ZAZE8CTC3LdakqVa3KTbHnIOIMbgrAy9xxYg6I2dYmTiIQMDITEwAQAgMDBw4uBETKEZEAgQBlP8zxdJERv57bf/nD7/7bP/z3Y3dY7YqX/uVff/pfm3NJlF5Or847W1ZtOx5e+8thhKC8o8cv7f3td9vderfNWmWlkhCpa1+kdLd3sFqpsRufDo+nNkJsmvpjYNf2w9PLE1C2RQGEh9Op7Y5VIW5vbldFOQ4TEKMQ9brspu7SXc7D6+CPQkmXwtX19brZCmOZub9Mn3/+EkOyxl7vrz98+FA39WUsv3w9PL85Zfw0ucLavmMBuSyFNqVGVgqV0lP7NPSufaPnp1FSTrd2tYKbzYe/+vbHn/70+XI4nU/+5vauqhYt/fXp+fmXnz/XZRmCby99d+msEmVVKrIcCHIWSk2TPxyPb6/D3YdPP/7VX78eXqf2kqfXEBkAX1/Ow9hrrT7c39zdfrCFaduLtW/GTEJIpbRz7nQ6f/z46fb25sOHD3VdrVZ1VZdd1z2/Po1Tv0wJGEM//PDdt99+++nTx3/+538CzKvt6ub6Job45cvX+7v7D/ffB0+vr+dLO5yO56enl6GfEAWScSP4/vTl4es49bZQ1tqyLpW1kaHvp7Yf9rfXzab54TffzdOofhaHw2vwSZKWpji+HFOcS7O6u74+ns7//vs/rLfN/d3dpw/fbDdXgKykmf18acfzZXx67i6X3mjx6dOP3373w2a9++Xn//H6+ma0/fTxU17Xl8tls6mUsn3v+q5L7Jwfp26aepZQf/fNd+f2PE/86SM8Pv3ypz/+bO2mLFdCiGnqOTsiHMfx7e0QPVfl1kgiorZtx7G3pREattfr1fobIeSCNRNKC5RC5nmcy9r8+Jvvf/nly/Fw6vvBh6ghny4nM4+KUGPuJl9XZVU335T129vb29vrerMTpJTRd7f3IMhYU5pSaFk39fl87rteS7nf7QtjLqez0UYrZYxZ2jFKqdVKKjKYxdvLKbjRT352PWMuCnt3e6+MvLTH4IIoRFXVm82G2YdDBAStlSnM6EaMMykpT3q92Xz85tPs5rbvfPA+hnq12q7X49APwxBiHI8n53039Cml7Xb74cOHoijK9sI5Dm0bY+z7XlsLgOM4+xDarhOALy8v82WUmcbVemWVKmSeYte1k5+tIi4KjaFUGbCY5/T6+jKOXV3bu7vb+/v73X7j3PT169dh6H/49vuyLLq2+/L5Z2bYbLbffffJeT/N88vLS9VURWmHoS9AKFvXq9XxdDm3/cPDOYP+9vtviqrIb3A6n0Pioiq3u31KHgl/LZvh7GJKTkwBcTydjgiuLmC3u1qvd0VRTVNICTlRPziOHgD6vjtfWmv1+dwYq0muP336xCn03emPf/odAq8366IopKxCVKu6fspTe5k2KwDBKWYA8j4I8kVRlGWlpDmf2vVmtdvv6lAt5bHvv7tnZm1MWZbWWkJ8fnl5fX2bpvnu7s77cF5iC4mFVMM0WmulEOMwRU4L823JW9Z1TYT90AsiSBziexYxxjCO47zU96UCgAU+njP0fU9I0zT3/VjXjXMueF/YckHP7bbb/W5bFmXXda+vr2172W63UqrFCRdCLTGhhy8PT1+ficg7xzER5aKQu93db3/7Y1XapqmLoujn0/PpEc5dBPY8SLIJZASJKhtriPDYXua5A/TN2mgDKIJPzvkQY1QSiIQgXZYSkXN2C2wcAJ0fF8eJELQSiKS1lUIgEqcsSEohAbIAXKJsHH1wcRiHnCMBZM5CSpLKFqYoCmsLyJDS+46Kc855Z61eCl0ImGExwZYKHwAI5pwhCCHKstDaTNMshVrikSmkFNM7GZ3//+I7MKhlKVLSYsMBQCYUSkgpJcn3+U6ADCCEWAY8FysyA5CSUkotxexd9D6mBAAhxsSJIWfnfEjOuxA8c1xM5l/ZegsbUKeUOS0aD4je7VDI75IPMGeOnGJKLATQ0voiyGnZ3GQhhJSKSMYYUkpCiIyYf1WNkJeCVowxMoASIAURYoJ3mkKMKSXWRktBQpBSaikxMoMQsERaJcmsAHJcJuMQl8nMrH8tUybOMUYfUowRCaQkrXWMMcaIiDEGqeQ8TzknABQI85w54apROSeOIAmVkEQQUiCA92NMRmaADILex2m0VIIEcw7BvaPsAYxSq7qZ3Myc140OwcfogBkgpQg+QVHqwlRClAlMElIquLq6amrsulmQdjM7F3MWjazqatPc7XSOp7Y/vB7//XcvcwirNVV1tiUiFYDicvaPj8eHL93Ly2yMqmtTr7RSLgNuNwvFHohsUShmLMtSSoEAhFJJBFBEQIIzREQFyMAZQCxndeZEoEkAwOKEo9bae5kSkyQpFQltTO673s1tiiUzaUMcoe2O40S3d7v91W53tdrvm69fH0+HtutYCivIhgBMlCD37YBERVFcbW85c0zMgXMUmLUSch7HaXTRsZQEQMkDKYk59t3IDFJqidJHGHv3+vKipbjabvfrjXcxhQQMfT/mzOv1SpCylZFCCZpCcKdz591cFqX8dg1sOCfnscgGQOUMMU0hcuBQlUUM/Pr8Oo5kTVGY4nJp/ZzqYg0gCG0KIgTKLI2ud9tbAHx7e0VsVmstcauFUaSAM3CvhLraV9f7zfV+V5aNMaa9TG07SVGWVXYh6qIQUnFm5x0AalXUZW1NEQI/fHk8nS7Aeb3alqUVAr2bh2FoLydBUBWmtCsgiCG05zfMJIUWAs+nN2DixOWuFiTHcfjy5XPXd6um2e22RWHbtvV+duNwfH0rigIWp4azEnK9XoXgkDAE//LC4zghwbqW2iofnC2MNBIFWKulUrpQy/DY7mpnlHGze3p8MVpjxhDDy/NXyJkQvJuNtU1drq+uhTZ93/X94H3abq2Uijkh4nq7kVIuXIC+7y+XixCCBCHBPM9ExJkvl0uM0Vq7N2q9Wl9dbb335/Ppl19+EZKMXZ7S1lorpR7HOcYkSEppYiZAGUIa+mmehq5rjVWb9W4MUz93l0v38eO3m/UOEV/ejiG4yQ0xz95Ph+Nr05TGGAB1OZ4zu3WjjVYJcZz6EKJQYlutz/3xcrl0Xdc0Tb1qyrKc/eyil1KWVWWsFUK8vL1lQFuWtqyGfnqd3vp+UFKWZb3seI3j6ENS2kiptSkg4/HUSqJVs76qVpOLKfXWKFMUSiuJJK+urn/88a8kgwBc9qFNVRVVXVZNCowZFYl5HkMOSfH/9S//9+GLozD99n/7ze6qupxfvj58ntPpMlzkUSWXOjVCUuwxOpCkhBRSwTS2OQ6a/Dj1Mc4AS/U6IxEQoAAhERNw5hQSCSCQKG2M2I+eczdHB5r1SpRare/K6++2bNJpvEzjoIRFIV9eutPh0c9p1Ww+fPg0zeH3f/rzw+PnlPd391frppACvB8xo1Kz9y5EIO03O9W3cztepjfiLJ2LQGwKZUslDX78dNN0wvljs5F13SDstCoQRIhxva9GN0YOyuiQYtuP2oiyKb755tvHh6dhdMdje3d7e311vd9tkaBZr/+Pj/9n1z2/vv3y8PhTSuzLZJSbxrfddvPx49X3P/5t353+8R//n+Ek23MiNMSirqrtarfbbTn6//X//vPPf36c3FStTd2sQ+Dj8dT3Y1XW33769nI+t2M/jVEJNEIrKrqzG/sIzM1qRUJXxR6FCA4Or5evj68Q9XWz+0+//b4f2n/913/hjMbU283V6+u5KEzVFBnFMLnz6ei8z5yt1av16v7+zlo7u6nt2rfDy+Hw9vz6ggR934bgSWJRGVtIwHR1vQ0hxBieXp4RCEFc2nGeA7NYra+YzdC9rNf7q52u6xUg+im74GxZgchAkRRVdV3Vq/OpdyHFflBGa6s5xz/9/Pvf/8effvnlrSrUbkOlXW9X+8Lq9brc71dCfPny+HB3e73ZNDGFYewBsvNBSnV//3G3v9am+fr12Xv/8eN9UdrL5RjCRIK1QaSgtNyKEshNbu6HIaY5hDkEh6wFCqvraUyU7acPP3xnPm33G6D88PDZ+Zhy3u83JNM4nsbxPE1n5/j55WG33tR1o5QUEpWGq+vV1e3e2rLres4glR3GOfgQgweGqmxu1tfOxZTIOSCZpBKAAJSFlFrqsqqXp0DOrM2QQVwuPZDYbNc317eMMM7jMIw2W2vN28srId5cXwWfgveZk1FSSooxeO/GfjoezhLlbn29Xa3XzWru3TTN1hTKaFtagTKF5GafmZt6c3d3l1L03iGiLQxCHqZJG8OB05yVtbP34YkzQtd1p9NRCrFerQDgcj73XTdNY2KeD/Pb8SCl6Pt+nKaYkpJCaaGUDiG8vLy64J/eXh+fn4USC1fLTbMg1EJ27VmWctXsjZHkc8yOpJUalAat0U3T+Thora/2+2ZdN3XVde3L69PxeEwp3t7cppQeHx+Pb8e2bet6pbUmgbvdtqhKlCLEMLvp3F3wdBGqmudZKnl3d306da+vL//zf4aqMsxxdm4Y5mUasaqLsiy0tkKIruu69myLYikv1dWmMLk0aVVvIGPfDcyYgWLEfmiVNEVdfPvDN/Xx5JzLwOM06F5U5VUMfujn7uJWq2rTXGkl58Dj2A9DZ236+NF456WUtjCQCVEoqW9v725ubqwtfve7fwshxpAIxXLcL8tymqZxGORypYnonYMMgmgap7YbzpehqislFec8DIOxtmrqtu9f396899bapqkBNnVdr5oVAgTn3ew4JmPMPM1PT09Ki6Io9vv9wmaAnDebzXJqb9s2hLi8kJg5hChFREIpJGQUhNYKgOJ45HkeANfeT8M48QGMNkpp71NKQUrRNI2fnZ/nuiqt1Yi5H9qUJub5dE6DP/ThsNkRICAOTFNg4iCQRJgAMtYrVa1WnB2QT+A4OsQkJZMAWlymRb0JIsScQSBxTDnBIhbe9/JRCBRGF0qq4AIiCULmlFOKnCAnKYkIjCIAtZhdUiohJGcA5nmcUmIhhBSyLktJcvaOBELOzkXmFGNIKSTOCIwESirICJDfZdWyw01EhH/Z0gzec+Kcedn5R0QpBAqUAqQUIYQQOTMLkrQ4kzkz/2WBc1l8ASJkzu+wBO+Wm6AQgg9h0XsxMXNGYqRIGQCyEEv39n19FJEW81BKxSn/uvH53lUjsViUICQtzS4SIFNY6oUIeYEvALxzzJVUSukYRQgRCRc2Xlq8TgAiQZkpU4IsaOmeyJzTEqDlxCnmSCH/isdYaIBSvn+BmUEKJYTQEhAwM8SUQohxEam4REYh/zo9skAglmlRBuSQh9EJCimylCgESSIpEkMWApWohdUAGTBnTgQuC0AEKQkzYEa5xJKDA3BLEltrLYTMmSNHAIgxnc/ntnV+5qZZpSiDVzknEiQIgZOhxsoqRRiHOE9ZUeFTdpOfBpcCzFMIYZomO0/5DSdDCnJx8+lbUMU09L2j/mWEVycUNI2t68paXda317fbcX45nYcI/MNvr5WepHIgY1HbojDArG3gxFJF5jkxI2ZAYE7Bx7+43bxobhBCqowyJdbaSKmYISXOKQdHgEASOKAQRinT1MXQCT/Psw9CGluSmyMkN4f48DicL8fTeefmj5Dr/e77pk5ujn4OkFNwMQXPHn3wbkqchFRKCCFIICtMnLzjgJJMvVpprXOGbhhDCCEkIwsfwthPf/7pZxKlkvb+6mNTl1Vpw5wwi6Zawe0H50cpSVDBrIKjwME7EYOKQTFDjHqekVMOPnnvnY9VabTS3i2/BUkiK0m2MIiQmbXWCOjn2LVziqnvZ45CUIFopykLUVq7UWoM3iRXr9crawVgmqcuzEKgvdmX5ZIjxezmsevbfpgQVQbBzKvmqmnWCeD56SnEWNqSkPw898MUvPfev729Dv2gjVVKYwp7wAAAIABJREFUcYo5B20XVkkcpwsyAPBuv/aTjy7F4BiSJGm1RcAUc4ixqde2KI2WkMF7R5Rj8M65Yeg3m21hi9vrK1uUgiQzeJ+m0bWX3rkoSFd1sV5vmmZNhDHFEIM2ImPyMYUYY0jL7pQSys++686IJACjB0VCCkGERqvCKEGZE0NiBLHQX8uyRCRAHsZh6e4ej8e2axPHsiqc9967mKL3XgihjFmCSLNzzrl5HFPmsiyaptnvd0/PL2+Hs5Ty/uM9IErJhS2VNNM0BZ/c7FJKKWFVFkppZkCCGLKxdVYiRIiJh2kkQaYwynDkcDkcUwpaW0DBmQRJKUtEKsp1Bum8m2YXXCJUQiZjbMVN4owoIKNWRirtY5jnyftAQlhTGG1i4tPpXJY1CVlVdbHEeWyRUxZCa20jMwlZ2NJomxnd6JTSV7v9p2++lwJT9OPQFWUplZJIcr3Zffz4qdZWABIRCAIpSP1/PL1JkyxZcqWnqney0YfweFOOhawC0OxeNjckt6TwP3PRW5Ii7AFAowQoVFZlVuZ7L14MPth07U6qXFhUi8Q6xN1czOyqnnO+Y7SxMUTJRQHWHYIRrHH/2e4WBV3z/puuP9i1JDBTSGpaxr7t/erXqWDRyFaDI0yGTaXMGkOJS4IQUxDJRqEQcJEieXtBoNoqSQEZuAhmVKIEVIo8xvFW5iVN4LK12J7c4X2XUwpLWhMf7k9NjcErv1xKKqdj9+b+7jaOKc8Pj6utynffvdv1R2PUPE0pLEBQSpnna+HAslYNLTOcn2+EDYCyTgtkoNx05vv+68U3lxu/fbc/7t90zQHR5CxrCMf7XeLIkFHR5P3z83VagtJUt622lYhKiU+nt99+9+1h313O57quf/vbH4bxHkk/fLkYTXXVGdMtfm7bUFWu7/dpzeukppuerqLQGGuRbVqTNbqk+PD54eHTY+KSpPv1108icD5fjnd379+91x/0H/7wh9t1Klms0oSWwA5Xn3MGZmC7O+z7rietOfEvP3+83m5ddWeP9enuLQD6JbnaONtYU/3ppx+rynz/w/cbfW4YpxijUmSsZpHCXEpeV3+7Xa/X85cvn6/DsK7LPI9EsNv3SgMQI8l+3y2LD2Fd12i067vDMC05MqC1RjtbrGu0aeqq6fvdMIxpTdZVXd+TkZDmWHJD0vRNYRxmD5ebcdbVzlb6fHl++PJwuYyadjFmP8dd1/bt/rjvJSfZWFiVBSjTdEPFW0n07rA/Hu/efejWEKvavbycXeVC8M/nZ4FsDCLleb5UlXPWhnDzPg7TlLLnkoTFqh0iKTRhzczgTFN3+O7t+9v48t/+8R8en58BodtbSevnh5+n5SIYjVG34bmp7Onuw+n+TlnRjpveKQ0+zMM0lSxK2XkYQ1iZ8+lwPNztT8d3MXBYxS8cc2TIAqw01W2zr3ulNKBiwZwKgLK2SimHNZTCXdvFkm/DLeYkwiWnnGLfdYfD/na5lpxfwYAgueR1XedlHqeBWBmqKl2/AhoYjvtD1dRkFBcuUgjJaFO5qq7qzYtVVa6q3RqCX1fSKnFZY0B1TqVMfnFVtfhl8/QTEQhcr7eSkza20mqe53Ecq9rpeWaR63DruvbN6ejnRQEaUrOf52li5to1MQbvV2Cure2qhjmnGHIKWmFVmcjGVZoU57wK1MyQcyYi62zbtltu+8vTl3VdrbbdoY8pXq/Xy+WSS9FaW2uneTbG1JWr2maNoUiO4y3mQDoZY9u2McY4p2+3+fPncDz2zhlA3FgXIcSmqRGVVma334mgX4JWG/oiHw9t16pKJ0KdYvZrLCy58LrmaZr73WHXHD589U4Zen56mbwvwiKla+sc07omEE1gQVSKsix+nkcWfvNm9+6d/fzpzAWdsyAkQtZWx8Pd3d29MZpIeb+ez2cRQBRt1OGw3zS3eZ7DGgRkGIaciyK1rmsIEZHu7k7GGL+uy7LI9vpVtIY1n/Nhv3PObk3iVmujtVZKjEFjAPbM/Pz8vNu3RNh1XVXZ7WVa1dXGgvTeM4sxbjvLxpCMzlVVOVeJQM4556AUAErhmEtMMc/zcL1O1rimaZgxpVTXbr/fBbt6TVVljSEkSWkt2ec855wTXcDO7a4vXFJaSCMjCBOACjGXLPenO2M1C6cSYkq5RCLQGjQBCGhFm71OK1CoNkdhSQUFgSFn1mqTgbRWRqEh0IQFgQhgG/ekJJBitDFKK1RIf53MUBERF8mZc045Z1YatBhjtdYOgJlDCjElEc45lZK3H44IFW3/iLaiAgBRRForIsopp5RzyiVlESFAtFor0opAa0RRCrRWIsxMLPJavV64AAPAVn3EzNvHQ3xtQoopcYw5561+KuXMzPgq35FS9KrnkUHUm1MUEbd5DxEB6JUxg6oULoWJyqu8o2CjAyiFAEhKG5GN1w/yanFEQADcMi4ERaFsclwRFmEC2eAwBEiiFMqrWVYAABSSkJS/8m64COC2eSiAQLhRZrXWmgsYbYy2ohEFSi5bGSEzbqxSkU1pQyKt6bU+YUPTKK0RZKtZJ0S1HY6UEo4ls9aqcq1VDSIUzlyyUY4INj5nSpFz0UTAkFPZwn6I6pUxyFxKMcYSKe/9MubklREtoEtyJRdyFq1WwhJcFJtT8WNZV66c9styPU/Xy+xcNtYWKUqRRl04S4vaKt20zT6DtqB49RxjBpLEEgv3BbvuuDti9bTAGECpdtfUrVVq0SaJKkKFFFpk5oiYS4oC5VXPRuZNIyUiZRG1AJTCnHVhlWLRqtWmEyLaCh9ZGEbBaJ3TuhKxCMbZbIwKISrFhERatM2F47iENYQYhEu16/ZN01bWpjAxzyAQvMeYjHZrzt6vq89N07jKaaVFhBkVWGsUKLFaW2NFwKvMKRHovtnN3i/rcj3fmkZX+91xd9r1rdHol8kYcqYqdSciiEJohHXOtAbJWRO2zmhrxFojbLdVQox5mUVysbaUoo3ROTMzI4G1mjafM6JWRgqnwN7HZYrCitCJWO+LddbZvq4PUJrgXa4rdI6oCEcUZ1RpW6dQpxiD8vM0TtN19YmUU9oiamu0tTbmvO3URIRLyTGNw5BzEmbvF78spHRdV865ypndrs3JQ8lIDMKKqG6aWSByFCSNikiBlLDGkopIaZpua4BEEC5FETpnhPPi/TzeEOR4PG4kTABZvB+G6fn5khM71+z3d1XdOGe1Ucuy5CKuMqAopZzSunXDliKadEllDV6R0rSJ8XZLzmtFdVVZrYQ5xrSuwa8hpai07vteawWIuZSck199TFFAjDUCwlzSmpgZif4HAmpbZi3LEnPURhlrTvd312GcZp9S1loZ4whpe3qklHN+jROXIkTGujqssZQUQq6buraamZRWmZlLNtYqoJRTTCGXYl1VCoBwQVS6Ntoa08yjn+Y15cICApJLQdJd1zdtl3MyRhvrCnMRQAoiQKhs7fb747z4eVq0clobrU3btEqZlDIQ1JW5v3fTshThytaIpiRhC2/u33149/7+/p1wnKZhHAdbOb3VxdZNs9sf9q4pOeWSC/Mc1rQuiJhz5JygFK0AHUDhpsdv/+aN6e7R+U/Pf/np19/PYba0DynsD7t9c7g9LkXYaurbXQhxQ4ORJs6QcwYEbZTTNpZYSg6pxMSpMAAggSYyyqTCOSSlS7NzCeg23H6+/vrL+efr8qJappp1h2kQ5exddXj//vvW9t98iLXZn58fNcn18vh4fhqnLyGpYTTzPMibE5EjNAAKQBtDl8vnYXyeJv/m7u+Qm+v59vLyZEzd77tPD38Bne/e/M1+d2A5Xgd1PNzfHd8ed+/CWqbJn6+3liuGAlSUMdPiQcH66WkJy8vlrI3rd4e223311dfffvNd29pxvAFS2x26vkelQyha6bZp+l37l7/80TjTdM2nT5++fHyZRwmLDQuRaKjxEsfLy6e+c32/VwhGmcyy+PCf//N/2eTp77///rc//G1dN9M0X15u1+dLZWpNLkUebqNfPDNXVdt1+67ZtX3/8PjwL7//w+n+3nYVMz48vJzPL2EtXd9pZbwPP//8F2WoamrnXN/viLS1sPl2Pn76FMLqjLZOpRTnebrdrs/n52GaSsmHw26/3+Wcck5141Kyi/feLykJikmJmROBburuehlzlq7bhRBjys8v5xij1vXpzUkwM6W8rM8v15iLa+q+P+0Oq/7yRRtqu+b+7anrW+uMtbjb9YTq+fElhagJnYYff/zX2/xCRs6XR4GEWACLX9cvz09f8dfaaNK0O+zu/DIt89PzYwxxHEcypAr6ZbxdHqvKHY97Z7Rf422cRJJzuqk7EhTgGKOz9eqXl+sDPq2mKl99/dWPP//pMpxjiizh6enTP//+v1hnd/2+b48vjzeRvNsdfve7312H3RSuzOnh8dPL+VaKAtYiKkUPUprKfvP9199985u22vulzFP2Pt/GcfZjztkYczgc3p3effr1o/feOTdPY8m573cirJRhgZzLuvppHF1dTdO4PC2n0933v/n+u2++/bd/+Rc/jQEwp5QLIqhl9SEEZvHzEuZfHz8+jdc5p1zX9fv376q6WVOIYSUNu773vgeAYRia9tR1rdbi/bSGkHLa2BR+9bdpXGNMqbR9VzfN6XTPzCmXaZnXGLq6eXN/6tr2er08PDw0XeucUwqZeRiHFP35+eXQ7b758NWu7+u2eQtldzxeLpdf+C/rdaxdfdjvAaQAX15eaOf6rq06i5Cyn6/zrTfKqt1utztfzylFV5mNyAwATVVb67Qyy7wQ0W63m8fFOau1Pr+8nM/neZl/+NvfdX1nKxtT9KGQaU6nexF5ejqXQsaY06k7nU6boauurTGmrrdCHiLSH95/9fbN+7vjW+/X2+22uYZy4iwcwrSR66ZxPF9v47gYW/W7nXO6tM4NOpf08PnqHMUwK0JnLADeHY8g/PjwXEpewhq5HA53X334erc7/mvzx/PLEGNBMIiqcrXRJqxhnqecy+16+/z58zT53a77+ut3X3/9dd/31tqffvppuA0xhDXEqq77ro8x1rW5Ox2+/vqrlDOfz/2uZ+Hr9WrMq+us67uua40xL09PG0ZyXVejTdu2+8NunqdpGlJekUQpcs4Ow+3zw2djTN20TdNu8koIoWna7S272Uq7rgOAxS8AwVpLBK6yKcVttBiGCWCu5zmE3NbNYX9wzhECQN6cQ0RQ1S6uy7KsrnL9rrE9CqQSF6DVOLcBEEuBNcSwsrXkKqO1oOJNSUoMCsAY2FJwxthtphIBRCyl5Fw0GYIMkrfwlyJjTS0Ma4jMRWtEwJSSlIwoRlPljKtsDitpQ1rnnEvJpWz7Adx8ZTnnGCPI8tpvnvMa1pSSMYbQoFYAnHNmFmYxlpy1GxCShTfcjiK9Lj6GmFKWwoRktjY3JEUKjSCKIkACekXBCL+Kq2mra8dX7ZcByiuos2wJPBXWWDgoFTO/Tk/G6G36qarKGKuU2STB/zEovmJpCpeccmZrnTF2c2fiKzNGtmu+cV0AWGsiMkHiNvIRbrUFwCycQohrgFcxDwAKc2ERAKU1Wa2IyChWKCJLiCkWFEDacKOsCNDgK7hTRICN0sYYUmCM0dqAAqOtVobzllDkkjIAKm1e1UHeugdRGW3+CvwspRCBMVo3irlIYUJQirSi1xiQKc5ZZ5xVDRGIMAALgNYEIN7PKV5CSCJIRFq5nJgL5MRcJOccQogxtm1f1w0ArgbKosarWF0haD97qWpsKmP18DyFNGit18g5Aad8fZkeP1+eX5auybtD17StU7uuOjhnqkO/lvLr56fM4LpDXVV1vyt5JkrLMt3GXDgZRwI2FOh2rtvpkENnTde2gP423y5D3vd7TZ5w1cqQKoAbGsfQFocEQjKknDE1FL0BpdYlz0vWSje2V2S0UaBJBM7TWHD9cP8urmq85dvVE9VNo67Xz4uflYb709FVmz6mFDbM6i8/PzozdU1/OBxD9DF6AC6TtyyHd3clwzKHL18euq6rmwZAale3bdv3B0UqhXB+Picj1tq+2cWcYiksoMxIShGpXX/YtYcNWpaUIAAClVymcX45n0nh/u4OBJkpJUCsmsZ2ndIalVJKKURxNmu9EjCILHOuqkqRGocJAUQYEZy1hCb45FxdOWW0m0tISRCMsEoRPEataqObvj8tQzUNPI9P33zz7nBsnO2bag2IICWGzGVZ1zAMV79MzARICnRT2Zzi5Xq+DeOyeAG4Xq93hwMKrMsCwlqTBpqmZZ2m2w3ef3h7OLZ3x93LcyqxnE6HtMaSMgIYrXRTWV3Vpg5r/vzpYQEt1taV3bpSWJIiQFQCdHfcl5weHx+v11uOsXHOh5gLW+Niypfr9eHhse+7w2F/OLwBEL8urWplG3PrytYuhDjPo0BZw3K9jArVdmMCMwi6qsICAGKtqZxtm7qpq0i4hnC+XjYVYZ7nb7755v7+1LQ1i5Ciu9NRgKdpKqU0TaO1npfFOLcNOACwdcwS4hp8jHEYNgTg/vvvvzmdDjnn7//mb/rdPqzhL3/55eXlsgUTlDJ/jeOytYSohNMyB2p0Zavj3T0R5ZLHadji7saafteHEGNKCACCwtDUvTZNKXS+jNMwa9LGagRikZJy13ffffdtiCHENaQ4324pp6pqNlCcq13dtrfb+PD5gVlyzusa+m6vtfE+atJd17179+58vc5+EcHz821dIoH68P6rb7/+zmh6frpeLtdpmk73O22UzjA/jj9/uf7cd7aUJeWQSiJlAZ2w44KvjyotgCnFecqfI78Q0/lpXvxoSNGWGE/FGFO3Vdin4DPDutorViqmeJmGl+dPYbxSWt+0Ta+2HSop0SJoFOScYphTTKT0akVVWjkCE7oD7fe9K/Xy43ieWwu7l4+36enx6cf/77DbfXj7/jfffBXPoqtEoL798G0J4R//4b8WZhG+b9+8f//2zekuTfHXn34GKMsyLX4wTmKqb4Od5m5dnZ8jMJhG20ZVDtou/6bbNa1V+lmZ5LSQtiWP50ucpyuCi4HXJQircfZPTy9bzgpBlaXEMv7p+fc5lpfna5lu6+Ui7971u53JdPty+af//I9VZZSG7z/88HJ+Hl7G58+PIpw1/frnyzgOfl6dabV5sVW2RisNTd3u9/dNc0fKkF5Rlcqqw/sjWbhervM0fHr4pdu133/zm7vT4c3b0/PTk6uqInIZb3XTojbDOF7GKX36/HwbUIHS+ptvvn337t2+e1NR9fjw8Pnh0/VyJYLVr0B8eRmbxl2ebq4yVrn7w33KcUuKz7dZg6rqap7HeZ6maUopcAIquWu71tV5TWhrLKoEvL34y3le5tR2e2tbBIsAKXMMyzjN07SsISn9ulL/zQ/fI+P16RLW63y7zssMUQqV6+N44WlZ1kab4fny3//rPz9/fnz8eDPkDvuu66v97tDUrTa671q3a/u39zV33b5uu9ZajUioKiDWyk3Tau0AqIZhLKncHY593y/zwszbIW8NEU0F2iXRcZXbGJ/HcDruT++++uarb6eLr7sWdKi6glrWgpHFOmMad39/9/j8cLm9pBQJtNN7i6Yzd6f2zY39l0+Py/TflAalBLD5+Y9PgFw3Tbvr66rR2kx+zjlrpVPCJXDb2XbX161DSpy9xACcVELIHOMc4uy9nxfSREYbQno5v4Q1amXCkqCgZsu+rIuf5vHr929TmP/00+8jTB9+OOwP3+YSx9ttuFydraMVwcTIs/dpXZYpGO26yn58fD4cD/v9HhQpg8bSG+Gmq5v2jvRu9uvlXHyotTLOYFllvF6en6eSI2lyzrpEHdp92zddY50GkIszxpi6NiKp6+vvq29SyjmmFOP94SgCpUjtQmG4DsObt3e7viODt2FI/qpUtI0USqPMVdUoZYxWtetMbQHlentZI3NWL9cM5RpXBmRbO10ZJiGtu+O+rptl8ZfzwIi7u1Ptmuk6KKUB4e3be7/OIQ4+nF2TjcX+ADLgsuTPHz8iQYq5rqWp3Zv73Zt3x8K8zN5a66yz1gELEWmy5+ex5OxnX0pGEauxa5xwvAw+p2KsVdpcL+twXf2a+16FpdzO0zBNwzClnIwTVytdaVASig/JsyoaSRmqdFvt+kxaoRmmdL0+TxMLV9ZQVVUhrjHPPl7icJ3m6Tp9WeIcSlnWRDrehuXjx8e+7VCMBssBwpDbtiGmMK1amV3TH/YnVVTJUukGWhzGIS7hq68+NF0DwOfL8zCBdYhKSklJVtTZVGRMWOY5xVVhqYxr2sZoO0/LdE1+ENVVZFvFXeXMOA6Ln4977NpaKz7e1U2LqKaXl6em2Sn7DhmLaKKqq49N3Rz7lDyu6wLCJKxULjJlATDZdCsRY62pU/cHnXOdEhJCwhB5UlqZxhrRpeQUc0yJGVIqzMIQRVgYEdmQVtbFlJSgFq2Nca7W2uZcKGclAgg5xhwjADgEW1WkiJQmBSWvnEvOJee0cTIRRWmllK4rBwLBi1JVTlxiRMRN5gJEBBIBZokphZhAQClCpJRzDIkLG62llJgT8BYY00bpytR1VSulCWnLgKFoYGV1DVYTphSDItJWkUZByVyKFEVKSAFCkRJLyqkIBqC8FRsIIiITAhKnkjZbJWmlHena2VazlFwyFGABQEC9Vd9xZJ/jBoDZsPtZhHkbTGVjhKLSiiGFlOIaBAAJSW2amWz3OCJorQSNCHJG4AIiOUsuG0JPlS2Dx6UUBhDrLKAuwMycMyRhgW1WZURkAVKktN4gLoLiKqe0BsD0WldIVlurrSJUqIkVodJoUFTKQSlt2qqqu1hSyiWltCl7W9tVYX69WMhchCVjAV1rBswiwAwgwpxiRgCtNAmW4hOwRg0g2/cBpJJLCLPSqlGNiGzVGlXVbJUbIYTN+MoM0zSHEFNKokm3GoEQBYUah4oSGiKD02Uah7nr9113JKxu1/l2jbdbQNAANkV9i5kggcD9/b5ceV6n5TaWHLE23fFknUao4wqn/YlZpUiXp8vtGsbzGjOnwB9d9iN1PVa1Me7Q1KqquxKHnDWAIkSlBQSJjBTMMZdCgFabOnsVUx6G1a8h5QKA8xIRZhRrTW9Urciuw7s11Q72pcA0+uen8XQ6HA93IObj549+XQStVooUABVCxYWzpFASxbzHhjRw5OE2IkPt7ACwGoLW1dK5ximLKUbd1LalQnFeo5/9lFaHnBFUoRDWlLMihLBiiCbnvsHDSVVWxxSlFGO0UsgZkAmKIlA6u4Z6Y53OrhiRbYdAoDQpowEhxOB98WsAFm3cNJd88+u6OOussUR9zKZkmUaPqJxVTDivyzjfEHFaZm21czsAJ0VSUBnXAHH1nh+m69J2bcVMSA1zMbpRpKZhVnDYt70IpiLauH13nKdwmy7XYURSpGhd0uKzIj0Hvo5h8aFyFYupqvru7vjm/n7X9STkzB1QNqZvKiWFw+LX5RrSmrmscckxi1I+phxFOZsBQ2bvA0q2Ru32bWV7XaEGB5mG2/Dp509ECoCGcksp58LvD++dq5y4cI2qKtlCHiMRWWucqwk1cIGixmEdhoUZXGW0MQhIQDnnx8vz8XCom0YqM5e8eh+JtCuo1N1d39QmhlBK0YRpXYGNVkYLFVaQQCKz8AYO6rt+q5YREFtZYy0Th1CARSmjlEXUOYM2VVVDynmclpRZaZ1L1kb1uy7GkFMSYNdaNBA5mcaixZxzZLao2v6w+rUEVlBtHKw0x+wprRBD8sETUdfvEDWzDNMkgFXdVNblxCUXYXG1I0OX8QoAKeXF+1QYSBtXW2u7rjscj+fzuciUASNnTVpVeo6TQet2JqU0liuMZR6CFOq77m7XlroyShvwaf7CCOH6uQxXG70NhCVrgXyZnj6ef24TsSwsUZAVVQgNlEbEIhqlLEqWtGaZhuU2+suaYJquKWdSRlNlsLLGaq2VUbbWBQog6A6t03GYHz7++unhJ3+7Oi7NV183dZMTEyMKCYtCIigllQ1HlQWIEBQX8aijdlwBKCWVrU6795en/Phw/fTHP3/1/l5+cPfu63D+ojUZrfpd29adc83DwxdN6tsPH/6n3/6H43E3+evDx0/zci0lkkFjjV/LOKYQSKDxSzEmWWOcU7udPd61VdUZI6RS3UQizIWvl2sIYk1rTS9sgoeS6Pw8/OVPD5fzlUjf352QKXk/3J64lBBiZ9X48vz86XOjzHKZb9MwL4tzdrdrj3cHAzav+enL0+GwKxUOl/j58yWsqzUm5wAYlCFtTNs3b969R7KloLFOW6UqdTzttaHC+Xq7fPz8a9t2p+OpqlzbNoCgrYkxTd63/b6yLomEwmkYbtMUU3j//t0PP/xwOBwNNmnOl8vl5fk83AYiFOnbvumaHlHOz1dXaSJ4c3q7Bu/9HMKaQprGeV3DMIzr6lNKSESgjdKNcwrVOq+1baLPYU5xLTlASdRUfd/vtXbz7Bc/nM/XcZjneVljOhwOxlhEqptaUpbigx/ncfTzikiSxA9+WVYAaKxbJ//Ln3/98unL4bA/7u8qaw+H3d3peDgeYk5aKda4u79zlT7d74/HI3O53W4xxpzB2iaEdH65rmtY19U599WHD23bvby8PD4+MTMQGVcBgDEWyKYco6AYW/fH09tvvv7ud0NzO5wOpoa6BVsZpmbynCW9UihRQvQIcLq7/7u//Q+Xp7NkWoY1LukyTJ8+n9u27vu2barhvDat6087q23jXNu1TVulXEoWv+aX8w1AX4frtAx+GVNYJEcFqDJALilFkSKSmbG2rbNWBErmnNZpmIbLqJQioeC9n7xfFr/MiRcfx/1d9/X7+9/93W+G+fb8iYijtQ0AjMPs5yWkFCKvOZuqa3a7lDmklJmNs0ojKaia1lgnYLTpUlYxDaVUwAUBhuF2O/v5ErQC50hpBYExFF3ACGgBAWicVUYRQQhrXVf7/e7l+WUZRr8sd3d3KfEyLly1+Lv3AAAgAElEQVQwcVnWFRS6ypASP1/DOmpVoELhsvJKYA0pjQoLUkIiXUPr6gobCCFMy82Po66sa5yrXSwJgEARWs0eE5eqqtq2b1w7XBYoqLX68OH98/nL49PnebmRScoiqcxSxpuf5pEUaq3aRldVtd93iFxKFCnOub7bWVNdz5c1rTFkFMXMKa45Z87ZKKqMKmLX4NZ5jikRybLkGKAkjGu5nkfv47TMs59FStfbtm2arkYtwkwGNBEUKZycNnXXq2o3j+s8rOPVL0tGUc46RbqUPC/j5UZIvKxLgVVZcMp0xTrrcuYvD8/pkPuus6ZqXIs1tnWVcgoxUUVWOauqHIoUsWhFiYIFSrDa9W1HCm7DBUQApaptjBxTAcxbS3XOi9bYVFXb1tY6KeCXNa5ZgenbY9901lRIKIxxTcMwNY06HvvDsTMWY/K5jDG7mEUgkzJtsye0RlVV29wfT/PiYlwRCyomlbKMyrCr2NbodlE3S9tVuZQYMiGsqSwxF8gajdZaADmWGEtOTKS7ThsNigptYxMigCJga5QzTmutEKUkKYlzxiJaKyVFg2wPUm3MRk9k4JJXEUESgfSKpdVKodJERtsQY0rJWpdTzCVaazdi5jbpsTAAxpRCjACgmIiQCwswKVRqQzgysyhS1ihEIESFajteIigQBEFh2aCbsHWIEWwV7oUTl8ycBcy2zC7MuUjMLJCIkjEGcYvDZUDc+CaFt+511FYray1AyjEmgCxl84YREwECFOaYiAsAkvDGwywI8Fe5D0GRou07lCKJiDZeghTeesZZBBEVKWFkUAAaSYNITkm2qRMpF0kFCsPWLU9CIpAL5CxEQkUEOBcWZlKkFOotfCmiEAhoA+ACAKAiBCKySlulCAiFUDbUJgGiIjLbyobQpLjGsH16AGQW4Vhyem0UBACGTTQkQABAEdkAqYjCrLUmVAhYSmRJgmbroCdFxCqlvEa/GYZjjIXLpjOIAIuknIleDcAhhhCDiDAackQISrFWWmuXkzAX0oCaUGltGq2bnOj5eVqWbEx1OO7aZm90FUJOCYdbtDaxLNPyMg8TyKpRC7umaq2xE6910xvdeQ9/+vHz+fmSguRMK9P1hYE5eFQm9Hukk91DjVREICUxGjWRIiUFU+S0SozILKRy4RJLWnxa/BpSQFAiU44E7KymyurGueTbEGgyNaLEwDmZkhWCreu+bQ+krDGtUrR5ApDIWLLOzFPI4H0YibSApJyLSIyQh1tOoUjRtdWV1kaRMnXnTKW8X27TNI1LDKXA9jvB6j0I79pGA2BOeV6Eg6m46+w0xeAzs2QpJWcU5CQx5jCn0kGldYXONG4jNq8psLACLQIlh3UJa4ggWIFZlriuaykiTEpVddOVnNewTEtWiosAKr2sfgleK1VlV5iJrLAqpeSAa/JLmte4lilEXlPZ1cYZVSEgSJWj+HHWutcGU8oh+cRQEo03f72Os/faOqUVc4xM1lWkHZARyICGFDpbte2h7+6aukkh1G4PXEomAgXCgkXAZIk5cQw+p8wgTJhFlhBstLnQvKwp+NqZuq5TZG1tW/eH3TEt8fHx2RqnlGHmnFkr0/U7pQwAZp+VBebiV9/UjXOVUjanEtecknABa+vjsW3bGhGXZQGWsHLIK5OQM6appmme12WOcde3Xds65xRWVlOMUSFIKSgGCueU5mGOPpbMAFwyw+vKBBURaVJGk6LtmYyMxuiUyjyvIRQGYaGU+HYb1zV2fa+0brum7/uUYowhpuAaZypDRJJZSBgls4SYYyohlpKBwEnGknNYSgqSg+QoyxhIUdPAtsZYgwcibQgQbWU36c84AoJ5mbU2m4MGSRlr67pFIiRNpHORlEouhUFQkVHGB58g3XVHMARQ5jhkVhocAVTOmNq1TUOyLuMTMa/jMwTfGUPBS0oawKxebtd1WQpSso7avhuuPoZBYQawSjltqhi9YFC2TANcbyXlOaSACl0FRu937f3xcEekmGXz/Ndt9+HDB1Rq8evT08vDw2MYbr1W8+6wI63+CvZhlq1BlUgZo4zWRMicc/BrxNtwLXH9PI6fPn5klt/97rfLmmJKz4+3l5dLbX/t6mYZhxhXAP67v//dhw8f/o///f/8f/7f//t2ufR9/3d///en++OvH//8L3/45y+PH/tdfTgdcubzp4dhGAGx63ZNYwFUisUa0zb9d9/9pqqIMIY4350Oy+I/f3r6+PGpZLo/WbaFwDDDNK3DbZrGBYCauum6PoR1y5ICQN/v3r/vr9frf/+nf/ry8OV8vmpnTrs3IcSHh/nh4eG7b77a7faPjw+lMAC1TQcC18ttHMZpmphFhPZ7Z60zxo3jpLWq66ZrO6pUXbcIahxmAPzy5bmpPn31/lsRTKmM49T3eyJdMseY2rZ78+bdOI5btIlyrlxzPJwQcZ6X29OaUkopLcusDX3/m2//1//tf/njj//68eMvLy9Pi59Pp+Nvf/s30zwiyrp6APQ+zC/nuq4Ph2NdV+fzeZGsqGMG70MpgjjW1W2/G52rdztQyu/2u/v7N03T/+nPP91ut59//imGuK4ppNK2bVXVSumPHz9KypxKCCmEFEKx1SvmwRiltXbObdYa79Pf//3vmraeplvbtk3TVM7GHBe/rGFtmvZ0d3j77u7u7i7njEg//vhH731d194v55fzL7/MXd/+8MMPP/zwg/fh6el5GIbL5aqUPhwOKebNNc7M/a7rTvs3p7v9oe+6prX1+/dvu66pa4dEttZmUB8//fLHP//b09OXZVlEoKqq3/3ww//8H//jf/q//tO//v5f/vDwbyVzyGUtfL2du66+uzu0XXP/9m5/OHz58uDXBRT0u30lsCzrOPv546+//vzL549fzs/Pt/ONY9ZK19YSbCYpcq7WWqstUY0YQmi7xi9+HMdPnz62XasMzX5ZvA/r+scff3SNrjuzO3Z13R4OJ2NMTdWb/uSXaM0trnB++omZrbU5Qd/3Hz58IKKU4zgNd3d7APHruq7eB1+kfP+b75umiTHGGKdlGZbp8fHLui5E2Ped1lQ4TdMsIIXLr59/JU2utk3XNF1LpOZ5McZqbVa/Xq7X8Xaz1k6T//jrFwDpurppnIgs3qfkp2liZuecMG41LWENObFS2ftVALRWb9++vb+/67r2y+OXX/+ShtvZkq2ca5pmXuZYUmG+3m4KVN81XdsrUNfL5R/+4Y9v3xy+/vD379+/W+P845+WcVymxa9pvbs/3q7+4eEifz3otW17OByapv3pp5+meSFliEzX7UipT58/XS83Y+y///f/zjkHANM0IUpVO2bu+r7rj7/kX27XIYQFAKx1IjhN0224Fc5FijKqamy/2/e7rmka4eKc3fV1WNbb9XodhpzXN13f9/06pw1CkVMymhBhHMdhvE3zNcTJ1cbVdn/YgSgRZb9ugFVc0/PjE3BRRMaZD1+/I4FpnKZ5ZkHSOmWepnk7Jm8xP0Syrrlcb0Kw2/f3p3dVZdqmabt6XecQwjjOKYRitXN13/d914HAOAwvL+dlWTcc0fffv3fOrTFerpfCK0v+85///OGr+x+OX7ddTyQAeNjfAzUppdX7pmr7ev/48CUsoalrY1zXYYw6Za8d1K0usCJJ0+njXdv1ztWJMa1pDHHZ77quUio0l8slrquzrut2wsUvPgV+87Z593YX/AxQlEbaaJRSusbUdeWsTSl5P4YQlFKYCgl0tnO1dXUFhEorIMpccsmcuXA21ljrbNJIqEi96kEgqYSUY0wpl5SzF4nGdqiIUErKKceUswDGJIUFAJQSUqQ0uFoTkjW4YSdSSsYAUiklpwgRwNoK0JH6a9COS4qvr5i6MrKNU5xKyTknyZlVYqUAsOQMnBC2lgBE2o47spWRb7xMQiJttHGkLSktAArQIAkpSbHkxAyvnRBapcxLWGIsOQGKuAqc09Za4xThdrewQtJWbx0HIlzKduG2IJ/adEoGRgFl6FUCZdrYLgycOCbOpJRzWinFzDGkNeScwRiwFokUKRCFAEAKlSZAMNZUWovIGsIaPABoMtv9SJs6CYwABFA4A4Mi07S1cRWSekWwKjJW51RSymvMm85WCiNuDBewVhujt9Z3IkjldeRVWwMhMCKwcNqqxeW1oYK2voKSihTMGGN8LQ4UJiKl1FalaQwJylbil1JC2EoaoHJt1+0q143jvMyJyB4Pb/oWu/Zwvc4ff3n4wx9+atvu+9988+HD1227U8qtIT0+Po/j8PjkY178ehvHwVlJSS7nW1Nbq6uUoGKq6+7u7vj0NCt1aRqTiqBCAEbCzPz08OX5OYxD17ZNU5M2NoYQA4tG7ewawjz7sBbvc1hLiEUZrZ2xzkKEdQq323J3kNwxsANenJ5Ox8yQNmYPIjnnDodDCHFZlsSp63Z3dyelKeccwsqcFJKrmuPhdH65Xa/j0/NjU3fGuH7XPj2fn18GlEwI1lDfOGvIWrPb7fuuZ4ZxfB6HaZqWGMqGWcoxrd5Xzt7d3SHIeBteXq7udNi9vX97cimm4MM4jgS0LWb86le/Pjx+AcKUk9K0Px2atp2XZb2sy7JQVIXLMA0vzy+o1HZSn6YJAN++fVdVVdu0d8fjy8vLOI7MvAbvPax+XUNggRijUrquG2PNdk5jhmn0k18QqakrBDtcF9oZ2zbOWL+E1S/LErvOgeD1Ol2vYxFeluTXkCIbqkCQEwCgUaZt27puRLAZZxT0tDLDOI73p3tFKgG0bVNyvJxf/DKDcFNVQGCcTWtcQ1j9CgCu3SPg9XpRBJU1IYRpGBYCa3RaY1tVdWX7bscnPr/cNuJu3+9kW0u90pWIiFytM4VhmLQylWMQWBY/jOO8LH2/2x8O3333rdbK++XTp0/LMiPJXnZbLcFu16cUp2m8Xh9B3hFiSgkEU4zzNB0PxjrXdd08z7fh+suvH4UFFZImJEo5Xm/Xqq773e54d1i8TykCCG0PEYDz+ZxzNsbVbZNLGYbBVRUANY30/Z4IlKKqcuuq0y0aY9u2c86+vDxt6ODEPI6jX4JRZvsbb0NY1w0d9dpRgwQApRQivZWvAHBIaQrzu7cfdv1eax3j4sMrAW478dZ103Zd13XzsozjOM/zlr5JIWllnKtKydM0lpJSbA/HvTUmhEC6gUQheM7Z1PVu13OK0+Q5p2VZrFKn+9N4vaSUNIKtqp1S3TIPxlijnaH9rt1zjcwaQBtd13UPBEqDNrjMvEzo56eSLEuKHt68PR36r968ec8Fx3Fal5hSUeb/J+pNmyzJjvQ8dz9brHfJraq6G5gGwOEspHE0IvX/JTN9oJnMZMMhpAEaANHoquqqrFzuEsvZ3fUhClR+TbObeSMjbxw/532fp9SKwXsU+v77X3NKr6TqPCGoDZdFuEHImAVK4VJqrgLCpZA26q83DCiru661VleB3W749puHnLPU+u7Nm84179+/9/NCKMPYf/r5se/HX//mN7/6/t/9j/rHH//y/r/+1//ru1+8a1oNoEqRp6fTvHrrrLZWKUdECPp6XpgZSfa7X1nT+SWtc0TIqArz+XqZP/98MWrQqJe5UA+KMCec55git+0w9BoRL+fJNa5xXd+Xpmk2xJxf4zwv859/1Nr2agxrDH4V4KaxwScAOh5uWerL8+nzp8d5XlLKWpum6ax1h8OBmUNIp9N5WeYUfS5ZQJTTr8uklfFr3I1HQqXJPD29ztfl08+PtUAKBVF1TR/WuE4xZW5bozXlWmoV7+PpdP7lL3/53ds7+KX94Ycfnp6+WGv/6Z/+6T/+x3+4v78F/HdNY4ng489xmqaff/4ZAK7X+enpWWtrnUWkUiqR2u0Ow7B/fvr5xx9/B4hd193eHN++fTcMwzQt58u0LGvO+ebublmWeV7necopAUDTNMOws65tuz7nfD5ftkVTWWPKRRs9jNo1LQjEGL3PSlHf11qrsbof2/P51QcjwF3fxuiv0zmXbIxp+yHHcHp9Zcl9NzSt6/t+Xdenp2etVdM0MaZ5mq0xMaRlXjfGyfd/86uSay7FGBtD8j6ISN/3D3c3x4fj0A5977yf1imgiFLw7uHd/rC3zl6v5/fv//Kv//ovT6+PgvDL777VWi/LmlMNIa5rnKbVGUdKaaVEFItMy+Jak2v1cU0lzX66LlfXNMKQczW2Ecawpo/vP/l5sQTH/WHs+s41KcbpdLmuC0ttm6bvxqHvS8nMPIwDEXnvl3VBjaMdADfvkbLG3hwPdw83Cvjp8fn3+o/MmZgl1U8/f5kmT0jv3r0Lu5qCvNL1/v7++++/X5Zlmq5E2Pdd5eLjyizBr9M8jfsdkbqcLyGkUkpMgaXu9+PN8YAA83JZp/j27cP+uHON/vhp8rPXiyrMSuvGNYrUPM1+XXPJXdcRQIwxxqS12ZpLLy+neVkOx36/b3LKOWUR0VqnWtbVI1SjrTFMpJq27Zo+hjTPKwBM15mZh6Hr+lZpKiUBiFbb5hF1bd/Y5uNP7+frEpfSuCS8fPzwQRHlVJum//L5NOzH493DYX8flldjJq21CJdal2VpmmYcx+PxphaZ5qXE0tj2zf2bx7s3iiwiKdIppXVdlVI5p2VeuqY53tzfPbxRaJ6755fX0/V8SaFyFa21VVZb1bYuJD+t15fXwsBNS13bGKNRamWf8hqiLznb/tDu7o83h8PuuBzC//vbP2x5tpSiUmp/OFQOAKiVfvv2GyKbcxVWfglhCcwswoBijC4xhRhRoXGuVPEh5MJrTJsii7QWkZzL4tfCxXVut9+9efOmlOj9ylKc02/fvt3tdq9PL/P1OgwtoQ4hllIu03mN0/44HlVXK8/hKbEhpZXOh2PTj0Y/c63h8+OXkOJ+PzZNo1VfgZgLoFQuUmX1fkrzC+B0na3VbWv7YWcabDtqxyOpiCYZhww+lgqKbJO1FaGJi4IKrW2UUsZYFAlrjSvcHIbb4zj0XY1rLrUWNlYbo4ioaaxSwDXWmrkWENaEoBWBQq0A6ev4UVhACldERK2s0UhYQUAR4FcPAggwQEkll5JLYeGSsgiT8kojILDAZr39qr1SoJTagIJbDQ5Eck7CLAjakLHKGl0ZJHP0SSsn9as3AQEJVdf22+mf0bRtPwNWqRX/Spj8yi0BJFJGI2+pSqRcpP71ZbQlQwSASCSocsFYJNdSat4k8aVKZaxVAAFBSNVcuBQodTvYRNs4bRRpQtKbTEJKLQqVkCJC+epRQIWKjCL8K3gGSqnMVRtNgAIohEQKkVhYEBmQiHLhkCqiCKJttAVS2ykoImwJUhFSmtSGEAOoIgC1Si6MREqhIHGpyihUhoA2FwUA1q+qXwqp1JpCCFWYgUWg5Jq2JLAAklbAW6lLaTLOGL053xQqkVLqdsEV1FILi4DayC6V61elITKRbHoP5s2YAbmwMFqnNKJU8X6xzjWuUdoCaoEYU0EgFPIhxXCe57wfhdAYbWLg6yXUAl17S2Ssaw7H4Xi4vbnd1xpTXhSkVCIpr20Q8a5RxvVEtVbvY/78+YUrH/Y7AIhx+fLlp3X508efn07nK4vqh6FtW6UhpVBqQVTODQD2/U+PwyDWioigAAkplWoWBGrbXdNgynUNwbWNcaZwZcVAIADaEWhprQYmkDiFL6uvIcp1uux2u34Y7u7u5mm6Xqew5uCTtbbrO2GplRDdMvvzeXn8/JJjKbkq0oTIXCuzNso5N1/XUpJRSFh3u37oh7axpfK6+Mt5SqkgKSJwTTPsdproejoDc2U21u72+7uHW6XUuqzn89loe9gfhm7gylxrinm6Tq/yep0ugHKdr6RpjWF/OChN67ou68rCfd/3XX843LR9B0Dn85k3/hBR0zQA8P79e63V4bg/7MaX15d5mlJKIYQQoiKsVVJM5/OFEBHRNc3dzUOf9immw27ftS0yMNfzaU4hKiIUKAVjrIQKwQrTuoZ1fXJtq7WuLMJQmQWgplpzZpOHriOg8+vZaI1Im3vdGL0b79dl5pqPx+MyT/N0rTkjotSaS7LW4HbW4ZdQRaSufq3FSK1KKa2VCMzzMp3PJaf9OHJlIl2ZS+HVB2OsVkaR1lqLQIhRZXR98/DwFslo67767bXb/Lpt003T3PctEY5j33WulNF7fzqdvzw/rn4FRK3V7e1xWRa/rMMw7PcHa21umsJ8nafLdA0hrqsnrazdju3tsq4llI0hnFN6fn6utRqjd/udFJAizF/ByxszGXAr7VqtLZFq2x4JVu+v0+V6OZ3Pp1LKssxt2/iwphQBIAMDkbVFdQMoI7VyZQSyzl6v13meQvCVazd0XdcjYioll9J2nTX1FE/L6oXRaHOdTz6siNg0jXXu9u5eGQMA59Plw4cPuZT7h/sYY/SRS62lALPRum87Y2ho+0Y7EKkpo1RFylo7Hg592yhFl8sa5llqbqwdh77r+3m6iogWUIfD/ZuHX1ynV4DSNNqZcewdEZWyQbaM1o0yTmujlLL0ifhCLI3OpcaQPNUdQY+oLpcJgYwyOdcUyrL4aVly5vvbh/XNFVOZKlvbKDJQCyIgbsFoACHmrR4tuUQSg2iUwloL1kwogJxTnuYrAB8Po9W//Pu/+wfO9Xe//bft2da1w7KEZfZauWHYG9OcztOf//yXmOLt/WHTMApiyWIMauWaYWCRlPJ8/Ypn1cqlxO//8jNg1kqMw1qTX5NfYRwOwmqaQ98Yp1tlbU4XrjgOx1LKMs/n0+n29tY5O447rkyk2qbr+zH4dLmemwZIezxTjF5rZY1pXGusLiV/+fJ4vlyC99poRRZU0Vr6bri7eyilaK3atrXWXS6n8+Mnrlxn5gvud4emaR7u3gUfU6wffvr5+en8+nIiUClUa/XQ75k5xZJTkoqp1phS2zZKmZzrw8Pb797+ErL58OE9Ehhr3r17+/DwoLVunBuG4Xg8xuSXZblcrkR4vUyXy7TbrbXUkBKzEJq7O9W2jTFtSgwATUNN0w/9nmv9/PjpfLmKSNf1tdRpul6v8+Uy5ZLatmlcZ63TWlfBGGMIvpRSI1eflTJ9PwCACIU1rUv0ITtn+h4EeBMinc4vSpO11jnrnCmlTNNkrdNKM3MI3sf1/v6hMq/Luizee980rmlarY1zjQjO0/zp509KaWvdb379G+/9y8up5hpCjCESUXfX3xwOh+NOitSafJinZa45EXEpcQk3TeOenr58+PiXn376s5Dcv7n/7rtvc0rv33/Isby+npihbYfGuVDKEoIxpKy2zmhrUo6vpyjIgOCDv0zXnItUORxuCdS6hJKSU/o4tIdh3zedVep5XubZe4RhGPZjs98furY5X87TNFWuAkwa1zBrp3Zq3O1HJJZrQSStjLPNdXpN+XFZfNu63jlDeD5fgy9GN13XkxSpafOticgWK9o4iqWmrx+apVyny+9//wMi5lSGYRRhJBjH4XDYvbm/LyVbp4xWwzA2rgXknHldAoNUwO1Sk1IxhGWZAaTmyszzPMdYtTYipdQcZ/96KiH0IvvNcsbMpUgpzBXa1ikyACgCwCiCXKSkGmNe5rWU2jTOOeectc4Iccq51kKorMbGqRjm6XIqUe5uN+BbOL2eYsyNHS7LXLLWapTaENqmsVpr3kIewswcQyTUWltFMadaUkWgvhtrEQHY+m0AZLTKKfs1vOBpHG/2hzsRKkXWJV4uwS+h1mScttaOu+Hdu4dY/NPrl+eXE9eUs68WJAGX5MOVOSgjICXXkGLY7VogFVTeHNBKaSLlnNPW5aKAKpKy1iHonGuMMYRQa9mEQtZqRCg55JqMttbpymYJa4m1iCiljHWGUCmNhCycUprnueuau7sDgKQUUXHX2f1hdzjuSDDHCqDWNeQSS03Xy3kNy/G2a1pVi5wvz5lN49oqSWvTWjXsbC2SUrpeZ62dMZ01Q+acOZVUwuprkhijX2PwyS9+7HtrrLPOGOUafXMcQfnCk2sYKQgUFtFatIFSIrMBcVo5Z60xdl09gerb4e52HLqOBBVpoYpUCFETbRwU5py2SU8RiaaNl08OSDPANlIU5lJrrpmUMpaM1qXWkjPi12gfMCMiCNRSmLmKlJSFGRFzLQyIiEgKCJEIYSvhoTFqUzVsSBXmmlLiDRNCRIq+lhkEmYnQIGhh4sKISIqMsYRICKSwZBZOLFIKcwEAhagQ1eZPR9QAUJHqJj0XZmBUiKRIKZDtbQJXJcCl1pilVGAGBmLWVWgr6G1aBRGALb2p0RjdtB2iiPAW06lVuFRk1JsaT4QZRIiU+ppJ0hoRc87baGwBkEhYqgiRIq2BGXXFCoCq1pJKVZqM1eavg6IIV2EBESAGZsFSobKUWgArAKTCpaICrBUBRCqwQtDbD7daaxCoKZdSpXAqOaWcckZCVASApWJh5A0VSbjN/LC9gNp2QwQBREhAsQgCVCbZzHpQSREC1G13AHFbNm3LyK+B3i21VBnLNhNT4aKZBBUph8gs5BoC7mo2zDmGHMOK0PaNRbQphvN5WeZYizW26frdd999Z60V4aeXJ+OMMSrlhChNB8wVCQG0Nvtamhj8Ml0/f7q+Pse+bxEohPz8fJqmEHJFpH7s2s42jTFGlDZ9r8fRGoPLdBUprhUE4gKchas32jW20VpprYzTraZ+6KyzMUdllbYGiURIG+xGI0wllZwuqcDqOcSUSsq1HA83AgSoSoEQIqmCaBGlVigFasUU67pMXCsBWWdtMUhQS0Uia611TmtSBEhkrXNNQ4Q5l5gyCyhtlFaNxa7v265VROuypNVf51khNG272+8qoV/X8/lyc7jp2lZrIyzC3LZy93CHClNKhcu0XFPOVTjk2Pfdsi4hhMq17/uhH7W2pmlSyvOyOtfiZhdBZK7er8PYN23XWOujDz7knDbTonUNkc65xjQRobV26AelnFVUEUAUijZahxBSisEXZzQR1QJ+TQCYEgMQgkqpaCOKEBgb55Aolax9NaUAACAASURBVFJzWZdZau36sXGu1rIB/RWRs9ZY3fXdtgrt2v7jB/DeE4DWWmpdvVdKbVLPVDILtl2LhJUrIVjrGmdd0ybvVx/Or68xZKO1ACGiAKZUlLKgCYk2AnOIUUelGm20RdICqjIobZumS6lsM2HJZV09oiDiOA6kMKU0zdfT+XS6XO5ub8d+RIRlmlPIpVTn2mHom7YVgXldL+dzygURnWv6oXPOkaJ5WTZhJgLUWn1YWWTou9Y5smp7GBljNqKYMcaQSjFba7XWWhsiVWrxIU7TfLpcLudLrdWv3jW2ct6kf2C0sXYzmzbWaVS5KYUykdrekffeWL1FxJd1qQwhhMa1SilSyocQQoIq03rOJWmtY0rjuOuG0RorgNtSJ6e8rt6vPoRIRApQExljqnXWqr5pDalai4KNg1u0pv1+1zVNLTnntKxLDt7cHFFRriXVwiJaAL799jvX2pTW8+U1xlUR7Pc7Y3QpFUCFWK6XhQokEAF1OZewGEf3475lyJfrC0dzfvbIP6eQh2H/y198n0uIIT8/va4hMFdn9Dju+e6hYRiGnVGGQyEGBFLaoIDWRSvDSAAl52S4KGBSMM3XksPMsizXL6/nHz9+jKne3jz8b//lP//z//JfSsxOuU8fPtZSbm9vTqdTzny9LpfzHGPt+rFphxDyH//w5x9//CRQvv/Vu/v7G2N1zGm/P87L+uf/8eO65rZtjod7QvP0+eXPP/7xeDP0vdVKnl+enOt/8d3ft66PoXIWgm7ob/vu8NNfngjzuNt/fP/h8dPT58dPMea3b97c3d787ne/N8b83d8dDocDCNbM6xrC6/m6Lsaotm1SLL/85fdd3+Tfxd/97vfrur57985aG7w/vb7mxAC02x0O+8Nut9vtxrv729Pp9V//9V9++9vfzteLHdq+3d3e3HZd/4c//Onx8/O6+OenFQEOY5cTW4O73WEcd9baWuv79+8fH58ul/nv//7h/vZhvzv++lf/7v7m4fOHp1IzczFGzfN0vpwF+cOHD5fryTn37//9v79cLu/fv5+myzwvOdV1CcvsX06vMdR1ycfDLdFyOc8gBgC4UFjr68v5dD798MMP2pp379598803ztp5mj9+/Oh9BMTj8bDb7UOIz08vRAYAu8Y9vSxpzUb0bncAwJTil8fn83mep4IE42j3+10uGbDmnJYlIIm1RqS8efNwf3//+fOnl5eXZVkPhz0gzuvy9PR0Op0+f/48Xee+G95983aL2RyPN9M0vb6eL5epaZpf/erX//AP/1Ar//DDH37/+x+u5ysR3d7ePtw/tJ07X14up8vQjm8f3jHHUnBdr5fr87peYorLujx++dn75R//03/47he/2O3G//7ff/uXH396eXrhzJ0b3vztO2D46dOX548v+70+3tx999032tA8Xz4/Pv/il98eb44i8vPj55wn5spcCUAjfPNm39v+2O84Zc4lLz5OVx+i1+awu9nvDm/u3zDX9x8//PCnPxJB17V93y1+tq3Rhn75N9+fr6fy5zRNl6enl1zz9fpqnF6W+PBwb0aDRikyGzPwep0up2WdAoJ5eXn6l//2f8cYx3G8v78jIqvsMAyIsPgl5/rD7/9QSrHW/vrXv+k70w/9bngzDH3bNMaob969Ya4fPry/nK9FSow5RvYph/RaKwPSw5s7QIoxXc7n4H1JSSmllNPUVgb+CseDGP35BIfDOAw9M/zlL59q5XEYfvHdL4Xpep1LqTHmnK/v3r3tu8GYr1ksYwGJhmG4vb87X09Pz0+n82vXtlajhnpz2FnEHMr98aFregRzuSwxZme6w65Xyl3Pabo+x7Q4ZwFApGqtv7u/K7m+vJwul5lI73c3OdfHz89cKcZMZIhQGJztrHExrMGHnMtPP31Y13Q6Lc/Pz58/P37++el8rkbJOGI3dM65xrnvvvt2fzOkvPw///bb8+UlhjnGa0mx5iAiVqvbW2eNMY3KOczz9fR8/fThmRmGbui6TqSktBZJu92ucEolPz09p1iu12WaVgLdNd39/e1+t+v7tpRSa6yVEEAZAjKzp1JFGRiGrmn7zX8o1IIC75fz+cX7i9K17ZxS0HXWOkLi3djDuzfA+vn5y/n8vPpJaZ6XEGPqx6c+b8z5lcXEnKZlFgFFhsj1+7Frh1qRK/i17HaHWOY4P58v59ens5/j/d07rhx9sqZxriOyfo2osB+tMZ22hoFcJ6Q8s6l13hThzABgEFougZUBZVPw+91u9+3YNC7nMF8XoqbrnCJOedly8iDEjCJgjGsscq3ruqAy2naCsA0VgEqgZK4hViBWVRxDCCHGoNXXCQRYNi1BKWWTGxRma7Bx22mPiIACQyRK1W0+BEAEQ/h1C3xLLSpdoFQEAMLKUGIREQONM4Mz47b1UKEIAwsyUWFhrgAcYgwh1hpLLYhgjNZgSVncZj4AAMqMwlKlkAGFuJ0GbKuZUhgIjSNAqky1AItisAL8VROuAKBuYE8iUYqNBaWUtda1LqWQU2VmAWGGUkARiAAS1Cq1MhFZUkgaiBiImddYYsyl5FQFkQCQiJT56nrWBStvLyGkUGvjnLPWAkDKOaeY85bsBkCMsYrUrU268UZJKWM0okpZsFQCpAKKgCwBGSC7jbgpV87JhxBTJq2ds4RWBAArkFLGbpIBANiuAwDkvFUvM6EQgsj2XamiQAhEcgaozMKllM1FCABakyZNRkmtWFkppBqBY8ysDDW27ce2bVrrbK0AwMa5bjjWaOMKJSNBFVE5kxdB5FLofF7f//T5j3/4+W//9u9+85vffPPuu48fP/z4449/+fhJKzYOAOTdNw8PD0cifbmGnPHmeDt0b6TK46fPf/rjpy+PXxqHh/3orPNeYoSUhXQFkKaz9/e3w+DaxhgLzmqu6fn5SdkrUSy5xlCj5xTy2LfANM1nbdA2uukbIFCGOtc6blzbKW289wjYDaaUiqqQKWvYolz58+efHx8fD4fb3e6olAEwMYZakzXJGFMrLGvY7cb9eLya0zRP6WtHhkFKziFXDaRv7+661hlNOfquH5CUj2HbZz8cj7UCoe7a3hgDAsu6Luvq53nx62EcFQEA1cxhjZOeG9sCYI7JWmutbVr35t2bcT/mnHMp8zIvX76sYdWzrrX4GEqtSikC6lz3cPdmieH1fLHG3RxviRARvffWmrfv3mxlmc2Hoo3SpnWzI6T7+/uhG0RgnlZEtLZwpWleQowAEpY4uXnoB2ft0O0O443UEmOI8br6NeeSc9Za73Z7JBVCyDFrYx/uHvphmKbp8/nT68uLte6dtoQahK01+8NuN+yOx4M1JoSwIY63x1zmUrgiY07pOl1l82ICkNJD19/c3KSQSo7AbEgNfX883ga3CMvlMk3zSogIyhiDSMxCymzJ8DX4lHIpJYScsUafhnE3DCOhtbYh0pttUmv1i198c7levF9EStu6jeHcde3Wj3h4uEMNr68vBFprPc9z01yV0vvjIec8L8vTy3PJte26cb/vhkEpWpYlppRyziUbozWR1WZd15IyAQ59j0ghpE06Os/z7d39sNsZbX0MAGitm+dlmudpmdY15swxZ7V6roUWjHEFhLZtx8PRaGuNG7rxMB4a23TtsEzTMi1cmAsjEiKllJ+ennCDJSNuAidlTIxlmabL6URaUAECTssaUtbW3hxv7+7u3r59u9/vP3z48Pj4eL1eS8l93/Zd1zWdUuRhBQajDAgQ0NAN8zXlHBGtUmCtKiSkMdd8vl62Qvi6Lss0FWZdwaeypryK5NfTl8v5hYinZdc2W0imBdDWKu9jLZnI1VxKrjnnYRiss7teTqeX4D2pbj/u+35HpKXivPjzdW3aRhsdQwFRfTf2b/Su710ukddaAaugwPZAUVo7NIqqVQUAKxeuKq5TyjYo9fbtGzfuPr+cf/78tKzzsswx+kO/+4//4R/vb25Or6d5WrjCp5+//B//+/95nSZr9T//83/5p3/6T0Tywx//7fnldVkvzNQPB2tNfH31awYxbx6+ff/+I4iyujOqbcfuV99j39sQ5sfHj8uSGnu7H99a0yhMq6Xg4eVlmS71y+eXaVqA9W9+87f/+I//IaX0+Ph5mafX1wuRrlU+fvw0DAMzxFSWdRWAlqhtWoU6+vjHP/5ptxtKYkLVNv1hf6MUpZBOp2sulS7zhw+f7+/f3t09DEPvffAhjeNhfziC0q7vd+Ox7/Zt0ym0XTPsx1uN58tlOp+8taUkKRlrhqZxInC9LgB4f3/nXNN3w9uHd5fTZbmsXz49iZS2bYzRX54egeq4G5+fn9Z1qTWP41CZ+264XC4xVr/K09MZUWKuwzAej7fjeFjmJWdkNsKcoqxLcjb4NeXMpL6CykKIzNz3nbU25yoCRqmiFACUkr2P8zSHEJEJEJdljSnHEH0Iyqjb+w4Jdruh7do8xZwTsdzf3yLKssw5paenp+vlgojOuhSjX30/9Ptx//r8Os/z4+NjSinH9PH9x8P+YK2tXE/Pp8p16AdD9nK6/PmPf76er8h4GA+d6xDRWnt6OV9mZps2WsHqJ7+uCb1wmaeT0VYZ5b0PYe37BoFfX59//vnjH374w/PTS8lsyRbF6xo2veRu796+u/3m23cPbx6eXx59CLmWmPNeq91u57pWk2qbdp7Wl8fn9boOTXcYhn0/zK/nxfvlMsXZx1S9gXUJL89nEPBheXx8FOGUmGUtXPqh3R/HtnOutQP3x+MRgHNJl9M156qVxUIl8IoxKSlF1iUsU1zntMx+XQKB9mu8Xqaua6013i/eW+uMNaY417Zt3/chRLHSD0PTNMwppvn25mCsIcK+70F4medaxYcYYlBkjW5SYaU0oM6ZT6fZGBqHvSIlXFFgnidE27qRFFZOzOl43BGxQHn37mHouxzLx/evhvD+9t4oC0oddrpWfnl5fXl+FZZlXowzz8+vImkgV4pcp5lRSo1a037fcynrepUcx75RzHNdkSsXBq7Xy7z4DGQO9/cMap7DvKwxTiLL4XDoutYY0/fjy/Pr68vZr9G5zujGaH29zvPsrbXCzMwpJBYWKYf9ruv6WksuJYT04cPPnz990Vr9+lffW9MLF+aojTocd3dvbpXCabou6wmkNI0WaAHKKqlmbhrdN03buFqrNmit7vu2RPaHzEV3zdC1w34/MKdcgk+zsaSsfnk9hRBTSlrroR8Pu0PXtMpQKUmAq6RUF+GNgobjsVHKGNOwIENMtRhnDKKpUhnv7t9+++3bprUpe5Hy8OZorSolXafnZS0px5fX51xC2zfDaNt+XdcJqYaUAdga0gaVkt2+qRVR9DAeb45vum738cMXq13b9rVAzkkgj7uupMKFp+nil5wTH+73gHg6X2IK+iKvp5fX16d2VLZh0vFw425u+924y2UNYeZiQFpSg2264MM0eWd3XTe4ttu0CgxN3zWAJacQc9RKtDGVDSAhUa0shCLEYLkKpwD0NYiolKooQIB6U/GxT37DRSgSQd7ifEAMiIKMipQixVtskLZoJQKQMgRCyiilvsIsESojp1oqgORSiw+ploqAzhkiRAStjSanlN0ijkhkG1ML51zmNeaSmKsxKpeSmVOulSspREACQJH/mekEkCJSRCqCUqSU0dYgCyciXREQCGADblQRVEobhVhrKbWyVAAR3EzZiogBaq21SomF2ZeUUinZGkOEAMzAXLhyZZBSaslFKaxsjeHNqisi21EJg6RSABAAtSbMtFUJSaG2upQCglihSglJUs0AsHXbat3+OCAAXL6yOL4SQhEImKEoFq1oMyqycC4Zibh6kVBLiSnnUgRg8T7n0rQNKRKkUutfBfS0YUIJaWOjMhdAUFpbEqkFgIk08Mat2QyEIP/TMI+AikgpRFBaKa2tsZuygoiMsyV3OecthwAApFUVySXXWhFRG0WktFbOddYoEF0KrGsspWhywoarWtY8zfE6eUD9+cvr5y8vRNz1Ztw1467/5tv7/X5Yw5IqlGs+X85SpW/Gh4dfSBla+/T05TF4iKFcLtE19ngcjNNt1zCXdV1yXn1j9/vR6sba5uZoVDOS8jHWYGvQeQGvTcdCfo2CCRevl9nHrh971zgBirmsMS3Ligi7/VglZvFFUjfed90BAOfJv75efvrpvTWvXT+2bZ8z5MyXiycKhKC03Y03w9ASoNZ6XZeUAqIgiTakbJMyXi7ny7kSiELgUoaurSVtBkitjNLG2Xbc75QyXBlQ3d6Bb9tlmYtwKbzN8Vbbu5s7a5xf/ZfHR2tt07V9154vl2VZBERrTVq9efe267uu7bQxVdhfp9PpXAovy6q1tV27CQZjjCJsrakZrTb39w+n0+t0vUTv52ny3m/r/e34KOfChVMsgJhSXeawhjUEn1Ia+34cdwiSom7b5ng85giCYhu7NWBjDkS6aUzbdrPCkkvX99aQcOIarSJo2qZp4+pzLlzqcb+/v38gxBCC9yuwBD/HFLiW2c9aKwYuNQtCNw7TdYohIlFCTFyMpnEcd+MRWMKybvqQZQ3LEnJhqYyImnC3613T5FwQsYooItjCewDeB8mQcy11XpYI8tL1nTWGWbhKljLPi/d+XdeUPKKE6JvGbU6/T58etSYAHoZBi8uxpNP56flpXpe74EmpEJNrO9uIta6KAKEg+Bg2NcJut+valohSSilGYA7ej/2olMo5i2zkJrWsPmWe52X1HgBeX84p5y05zAxa23Hctc4iiA9LrXVrU0/Xa0wZDpBCDNr7eV2XNYXItd4cj65x13k6HPfG2VTSJpVBxFKqMFjjhKm2zLwTyKhQa6uVcs6lnAGxcj2dTkQ0jmOMseRScuqHbj/umrZJMWQfwGgF0NjGGIWIkicvQaC8vD4Hv2y2ZCQgQ5lrSIFZn+c5paQB0ry8nC+fEXmav0zLCxED+ZwbpYxzozWdUg1zYlZGG60BgVP0KQVru67tL+dLLbVkESa/xPfrx5RKrYhaaW0BOAUf5qBYDsPorFMSAJQIb7tkIsIVAFAprZUyCgCxMqecfMlRh6jNcHuHzs0xgzwu8/Tl6fHTxw/45l3XNof9PsU8XRdj7HWa//SnH0su9/e3/d8Mh/1RgLVy2hgRXJYQQlXKad1un67j4Kx+5Vpz5BS4O47fvtultC6zn+fs7NDYfcnW2b5x/X40KdXT63w+/fzzz19Sys52/+s//+df/fpXztl//W//8sMPv//LX/6ilE4pPz+/KDIpZR9CiGmDkPXdkIm997//tx/G3dC2tm16RUiolmk9na7XaUEkpdI8LymV1QcfwuPjp5STte7m5k4ZJ6B2w/Gwu2mabuj2JYE1TRo5+TydF0IJkmuZrXY51ZSSX4JS6nDYIRKCapv+86cvOaX5MtWajVVEME3XcdfdP9y2bRtj8H7NudKW8kKFoIgMiOr77s24G8bx9uamVkix1oJGd8fDYRj7pmmYc4y1FtDaKqVLqdM0AYhztmnaEMI0LTGGnDLAVlLPIoIiXDlyjjGllHIupFTnTNd1MSYWnhc/L76W6ByOw6A11VpqLfM0X7keDkdtyPu4LqtSytrm6cvz9Xq9XK6IkHN5fnqJ97nvWxG4nK9E6IzLqZxfz+u8llLXxQtL3w2bY+3py5NqZP+mu7m767ueALco0Dzz07oabbq+X9ZlWRdtqNY8Xa8vr6dpmhTp/c0OKtQsl+uUYo4ljKN79+7t8XjDIqfTPM9+W1VUZiQ6HA77cXfYHT79/CnOfjLXvm1bZ5VwSTF5n9YVSoEqRfhymYlUSuE6ny/ThVmUJtuYbnDffvvueHN0nUnFs9S+73KO1+t1WWejtQILVS0Xn9aoDTjbGs05rbyJP1lSTcClqOKc3VgLq19ZrFLEzMIiAoqUNmYYBiIqpZaalUYkySX6oHNK03VSWitlheM4HpRxoEgbZW2rjVPKOOecUVorRWi1BgBh1bZ92zZIDFDvbve1ppCWoR+7tsmU97u91fbh9s2mgAal/DpFn1LI02UOISHBPK1ta5SyIrTM3ofVOLKNGrrmcj6lEhSXfds6pRbmZV4D1FrU6eW6xkKmUW6NRV6v87LOiKHvYRyHpmlqFUWklWlcS2CVtkSGK67rmmK+ublBgJxzjjmVKMzjMCASonK2CSFfr6/n8/Xu9ub29vb2eASQGAMR7vbD4XZXa1mX6zRfSsmEoIxSioQt19g0pmlN60ythFophYTQts3xeIgrK9JEKEK73aFp7cv5C0tmYETUWg/DQGSGftz1Q8mllCSExihtRDdCQJsmoDWqaVvXdN7HZQ0x5gZbBlZGOm3fvrv9m199c7meylQEStuRSPHLNfg1BRIUUOyMORyHw6HPuVu9EUmVs3AxZtNzK2sss0Iw4zje3Bz7/vD6MikyVpu6lV2gAoKx5Bq9TLFyJa2VplpLygkJfQiX5XyeqNvZvidQkfl2HA/Yt8JQUgGxzE7EEqlS6xqyNo7F5aJjqrVokCYkjLGsPtTKbaO01ZgRUNWqYiyEgAiZNSATJwASAEFgZpYqVMluBgJJpVSooAAUAyIIwNY/RxBioQpbghIRvtrvCLb5QRgEAEmAq0hOG7eTtSYREWYAgo1ZIggMQEIAjJCFfY5UCxEZ7TKXWNJfPzOrKMsgjFKA61ckSYGtdPf/f2FlrLBpxPXW1gMS1KCcEg0MwsjCLCSwnf0i8l81CttWvyAAkWAVqYWLAEuVlCmXstUOjUJCYKmy6dEFWViQBbfgJW+hUBEQFFIgCF+P5ABACAoKstaGiJSGIozMICwChev2q2+gU/hqMJdNl7Bp/YBg45kKCsPXHiMRbJWlyqWyyiXlXFOKlbd1F5WaSi2lEBYssE2nmkgjIdeScyZFgIaASk2EQApQUQGolWmbXjdAv1JEVGtFEEIAJK1J6b8mefV2SQVQiFCjMVaborTSpJCZC2eokEveZF8ClYri1AorZzulmuBrDLEUMI2zpje2h3WJkS/XNcRyucwxl763Xd+MY3d/f7y9PbS9y9VrQ0orYQwhSwmNHcbhUO90WGopJcS0LLXpzPFwvH04Fo6llsqlhOpDWBafb+8O+73Rg22ItAOswAy1lOQBFFcm6hkSSwzeo4pCCkizcIh59WnxUSsqwgKVIRcJfWd7d6uU6bqlMn36/LIsfvW1bUvOVRhqjSistRqGthYQJmOa41F3Xfv89AggCNI2NrNOqazrGvxCAPtxCCEhgNTKLMYYtxuaprWmEaTtjgTEbhi11iGGXAsCNG1XhJ1p2qYDgZxKjCmmlGtRCkPys19yTl3XD8PQj33f9a5ptDKVpVSOIaYYX1OJIe5vb127sQZSDEFrQkBCFBZFhADBrymllGLNJacEQOvqNWWpEmMi0ojElbdbeF0mBeKsAelCjIWTbQzXyshN5xgqZGbJDKrWFKMQ1qY149AglJqLQu5a15BrXLOuYev+DX0/9v26ri+vL35dNVGMflnny+WkFDpnu7bb/lWMs6v3HAKBAAhzCXHt+wbJAiCDSM4hxnX1iw8hFoVkjTauOd7eDcMwL8vlfM4pt12rrRXAXEvKhasgqhhzTmU79apWYNsVKvnz5y+5xI19PS9L5bIsuuu629vb7ZycSDVNy5Fq9swwL0tMue06pXRlUcaQIq1NBS7MwBJSijkBQN/3bdNI5RSjRpIq82VyplHazvPkQ6iVjbEbsXVdvfehVF6WAIREZKqyVrdNRyTWaJAqwCkBKXTOLWvwy2JIv5oXP/uaay2VAIw2u3HXD711rh1aQChr3TooAJByqZURFbNorYZxLBKr1M066JxDolLrZbp++fLkrFVK7XY7YM4paaMa6xRS2cBfVHMIRin91bYqSgOALOuUkxfe5ZKAxDhDmoRQCCowg2gNfL18/vzlT4CF4dqNRRG0fSWMMXlAEa5KFQBwrh1Hs9uZroPrvK6rMoYPh8Pd7a1g7lq4XuY//4/3799/vDnevXv37d98/ysA8mv8/5h6r2VJtuRMz5cvFTrVViWP7jE0pgfkBcUYXwCPTJrxmjRwDGwQJDCYc04fUVW79t4pI0Mu6YsXUT02t3mRlpmWFhHL/f+/79pe2+NLxlN5d0siLUEOhjwBEYUQovM+BOII8NckSqJkjZmIRgYTA9Dao4jRx+jHwXz8+EGhPDzvq7y2s51nm4hWzUpKHWM6DafPn59D9LO1nMOHD7+dzt04zbNzQn66v7+7vb3JsiJ4fz5fJWbGzadDK7lSMtuut8+fn/cvLQX++qtvsmzz8ePx7dt8s96UD+u2HZ6ff/pP/9efu+6aZfl27dbr7du37/NcU4zBh8dPny24GMhaO8/WGDsME1GKMTrfaa2FwGHsDod9nutmVX/zzddaq8v58tNPP5/O50jEOa9rXlXN6XQ5HI77/fPpdNxuN3/6D//+5uYOud4fLlXZ3N4+VGV9eDgFQ+fLNTqSXDZVhSiIaAmbEcHpdEkEUkuJ0ls/jfM4TF1/jcFLjs5bokApIsL79+/+/u///pdffvnll19+//331aqZ5+lyuXCUVVURpbu7u2+++fb7H/4wjtPpdP706ZkCUWRNvfuf/6f/5dXrhxj9P//znx8fX7yjsqi1LoyZx2nkHMuyrFcFQLper8fT0bsYfPDW5Tq73d0+PT2dj9d5mIRQSunFPLuITU+ndhjmGBmwlGVp1YgYg9ZFVdbjNBAlBohMLM8EfT+O03w6X1JKnPOiKM/n8/XaD8PcdUNZ5lmWee+zLAuBpmledo8ArO+H8/m83W4QubX25eWl2RVvv7v75ptvqqKchwlCmqeJYrh2LWNg3HS9Xn3wXIgQPOdScnF3e9vUm1cPb/fPh8ePT4fD47XtmWSb29Xt7hYBfv/1w88/fhaK3r1fCS6MMafTabVaaakGHIBSVZR3t7eZUOBj17VD29lpgkSZZBo4RDwd2hgC49R112EYXUh3KuEuKQAAIABJREFUD+X9q+2rNw9ff/0eOb/23cvxOYXEkRdFMU1z8KkqCi2L6OH5eGIsVk3+pz99vWoCEO+uM7IxERuHSUpZFJUQKBXPCz3PkzET5+iCu1679tJaa0vBF0wr8qhyyQXG6Md+/Pz0ZGaTYnr//r2QGSC/f3VnrNXngw+uLMtVs7u/v1GKOzM56wWHLFNaa2dTItAqLwotFQvBeh8Swel4unKOiG/fPlRF3VTry7kbJzP0008//hJCrOtaKzWbeRgHKYXOqqJYI0+z7adrXzVqLUqU0tlRMJRZHp331trZDNfeGXKW9YONjIN0H5/2gyHjk8rT/X1xc3v77XffTOP88eMjRdY0zXpza02YJjsO8/l8mWfLAL+wvhhYOztnGYCzwTnTtldE9D6M47C0IYwx4ziWZdE0jRS8qotM6esweueX9lcglyBlOi/KjLEgF5sxQFWVIWkXfNddFS+apvp8PU3OjmwehuH7H779/u3bss5++/Dr46dPwHGz3ZZFBcAZsOjC9doiQlOXQsha5/lqlefFOEyXSxecFxqqRnMJox274dKPF62zoiiqqiwbncBf2r01c16KcWqNHc/nY0pJ8jqv6rfvHxBTnqumLhlG71chmJQCkW+vbaK0aGqVzpTMF0wi57xpau8jUdRaByYnC6fTwZoIiFoLLTNkcrYjY1hUervbXq7Hl5epG8zszTSBytJq1YyDX2QV3mOmMu/ROJKSgyhEJgYTPE3axBiDkhxRPn78fDq1xkzbndrtap6h8QGAIvlhnAAS51xKqRShIIZfqm4xpgQEjEm1qAaSN4kBIAMmCL7QSABYpOXkmihFHwg4lwxRac0FTynFEL3zznkUwvvgXBhHSgk4B61BSqGlrMoqUYoUAP6aTrTWQ0II3MsFvaJlFkIMIXDBmQDGWJIACQAZAFAgAHKQPLlkGdB/c+JDZJwBADERgwggl4qRzBknFmKybgaBgmGMETABY4k5wMBY4pxDTJFiQghx9t6EAF9ObhHoy7HXkQQhIAIgAnIQEoTkAHxhISBjMcZlpSKUTAkikfcLegAAyEcbyEniSinOBSIBiwQBEQGX77doJxCQLRa7GJNE5Amd94wjlxyRLyY9zkFJJjkkCsAYYALAQN56a6zhXEihhEKdFuiONc4nhxST1plSGWOJko3kIkFKAiPzwQmBQiBDoGR9sBAgLX8AAsUkokgQueBCYEoMETgHgMQYAYQEjiAQxEQLm4NpzVNKRNZa+6UeicwHb63v+sBjwLiOAdSm1PmiKHBOglZV3dimsc4iJN5388EeidJut1UKhIQESAkCgfdkrfc+SKVud/eX47DfX6bupS62WtYPD990XR9OpxgvALxqVn/zN3/87ePP58uhqMroQ3u+/Pj7z69fv3375t12vSkRZMadhRhFAonAvfXIUtM86IwlZrrhiIIxphGLEIJz3kzRe0COAIhccMHBJyml1poIkMvVav3v//R3L5+Pj5/3P/34a1U1VdWEEBJFjgGAPX566sosy9WrV7eCwzT2wbtEVDX1pQuzMQSQEnApNrtdXZVaCgrRzEYI2TTrqq4TweFwCiEsm9emrBiKSOCd10re3t/NxqUEdrKAyBjf3dxO08gFq5uGSZ6QPb+8RKAIZKxRWmsAzvlut9usN3c3d+2lPV/aoR9iYkVdZ3lGnvquH8eec27mMc90XZeZ1kPfcUSgdDqdiBIyPg8m0xmiiJGyDDOtda6bTebd5OzEMDGkqs6v12vXtfM8FmVeVWVdNf3YDlPnaWaBZju0bXu7u7m9uVWahbBw5pRiOnEmhIiBgo8ChUSk4Kdh/PzpU3u51HWZgIahe3x8vL3d1c3rV69fUSRjzDRNRVksPLBCSxSSMei6a991nHFITAllnbfeW+en2dZlWZT1ZrN599XXdV0/Pz+fzudhGouqLMsieG+8AYqM8TwrYiSl1Hq9FkI658/n82Jdv3w4KyWqutjtNlKitW6/P9zc7Ha77R/+8Ie27ay1iHiehnGcnfMAIKSqqsZ6552LRMBxGZTNzhFFH/xszdJz48idD+MwILBEdDldun5EzhODeXbIxGq1Xq83DHCeHWMiEnEUOtc++NP5+OrVg1J4vjhKSWt9e7tr2zNRqOqKo5imuWuvY9dzxgWKpm6KvIAEdV2XWam1PlyObXedzCyVEsuWLLEUwRpHMQkhq7JGYOM8XNozbHY600VZzHY6nA77p/2rh4fVaqW1fnj1ELwbxz4R2dlN06Sl4gjt5TIOvRBcIA/AGHIlhaXgg+361tgpASkt8zIv8kIJYZ2TSgkG3vlxnE6BBmDeh9nMA8FNnjXIcyGQEk19T5FJGbhICSapfFEkrQNj1rpRKQ6MxWB++un3w+FIFGM4TbPdH073b17d3Ox225vTy/Pl2upIYrNp8EttPHFKITKOjCPnnHNkLFEEmUkQXBAy77y3ozW9+2ASdJOpqyrPSu+jd3boezOY6Kksqx9++OGnn35u2/ZLdje6l0NkgmWZstaWZa20DNGfjpcQIqLQ2iZK82iEkE2tV+tVkZd29h8/PHkPrx7ebdZ/23WXTx+ef/3takx8+yY0VXNt++DjarWapskZezwef/rpJ6Xkzc3u999/P5/PWuuqqtr2+uHDx5eX/RJiDj6klLjg3fValPl6tV6Kc13Xte01zzNrXZbldd0Ya0MIMZIx9uX5Zdl3SqWt8x8+PVZVSZQgwuPHp/bUSalOx3Pfje35Oo3z0k+rq6au6rIsrbXH8zHGGGMchnGabFVnQnAAKMo8UZzHfhzHYRics4jgnHt6evrxxx9/+eWXy+Wy2+2kVMMwjeOkdfaHH15///0P3333/eu37/7pn/6fy/nX3379iAwfHh7+9Ld/99//d/9DUeYfPvyaEnIUZdmURS24mCYzjlMI/nK50IcPSmd5XvbzECMpqSFTkWgYeillVVcMnLUuUGQcgWjxAGSZqutSSnW+HBMFJTPGOKIQQiZiZnbWulyXUmnOlAuGAeMolFaJyHu/albIOEtsu12/f/f2q6+/Pp/Pp9PpfD733bBUU6SUxlhn3GF/XPTAu+1uvatiSI8fP1dlqYR0zjGGWa5X69XlfP746UNZFNvt5ub29u7+oaobAP7TTz8P3Xw8HIgoL/L1Zi2EnMw8duP+6SUBHfaHRBYSM7OLdXTWW2v7fjiqo1bZ0HbBBIwQhU7W237yzhV53tzcVnn+dLX2uTViKouizMuiUA8sosD1rihrrTKxPz5LJYUU49g766RQUiglpeBiGuepnyklwcX9/e7tm9cIXGXZ119/dzxcfv/t4/P4khJIJcsyZ5DMND1+/DTNU4LEBUaicZqmaWKMMVgiTExrpTSe2wtH5MjX6428kZwt1CVAlJ8/7ykRMJFplRJ2174sS0Tqru3z02dkVFellEIq7n3qut57pzQ7HJ6IvM6EEphrned5prIiL7Ms19qdTteXp/3lbLNcaZ3VdW0sXU7nzQadi8PorZ+UTnW95iI462O0nHEGYGdDUzy9mP2nKc8kZ1oJRBakzvK6KerwvqpUVeyPn3PNJBeX08kaz4CtVmspc+fi89NpHEwIiSKUeZXnJQO01llrgdHd3f1uuxvG6zzblNiSbCnLTEmZUjifDikGa2fB0Vq73tSb7cr6kUuWZ0WRl7MhijYRu9ncVe++8tb21+s8zatm52LR9iz6SBQ4k3VdBgfB09j3Q98/PT097x9/+/Bxfzy9/+rNbrdr6lXXDdM4j+PQD52SItNCaZ5lqHQxGzNMo3G2yEsCulzbfpics2WZl2W1lPWds6fTiVIABnmuhYDDYW/MOIx9DE4pm+mgMkyJfDCTAUhk7dx1bUoxER0OfVOXm20+DmOkUfKw3uxeXva///65uw5Ns9pub2N03jnvKc/KGOZpNvPodpubm91umg3FyJAhN3UjdXGbl5nUDEWkZMpSWzf/NfMSzqez9dwntZgztc6QcePJRcsYO7Vde21Px4HIZjkkrglVAAGw7F6UBhFDTIkIODFMzKfEYmJELEGKS/qElrkpowiCCyEFskWXl7jgHBESkIZlhSZkkkkKngmRCSkZYiICtIiWccF5RPQpeUQmhJCScc6lEFrnIUay1nmXiKXEYlzAJAG/yBMSw8naEAJVVaGU4Bxn8pRijN5YEykwljjFZeWVvgzLkDHEFJEYR7EkrELwPsRIkTHOGMaUnPNSac7ROedjBAYhBIZMciGljDGGGDgXiTPFRYi0vG2MBF+GtU4IVFJw5AyAc9Raf+m/pYTLIjTF6F2MkQtkTDCWhJCJAsWwoEsZY35Bi0oGSWil8oxzIWKKMUbvXIKlQ4gAIDCBZJILnhCZJQbIGEOumBRIC00nBvAucETJkVGCxJXIea4Yco4iIdNacJH5ECKlxeHuHVH0DGPwtBxrow8A4KMXApVEIQVFDiQoxoXqLpQQUkopkSGlkFIElmhhgAKkFIBRDCyEGGMAYIkIgAkpl3l3llWMsbQgoaKNAjnK4Lkz4D3NWUKMxrhx9BREpuT9wxudNUo9Ljwzrau7u4ei1JGsc9Nsug+/v5xOV62FdfM4UYi8v1o/JzsnIvz0+GLGJ4FaSMFACKG9T+dT9+NPf7n2l9nOj5+e+36ahokiXq9joufTsd/e66xI7aWnwIEEizy6iCx5D806z/Iy1xCZR5C53iE6wznQXOa6KBWRBJaEqDabklM2G2NtCB44l6u6DDskUplaCa44l5FiijGlSJTM7FiiSPF4PCuJSuWrZrUUT65jJ5V69epV9A4BsiynCJbCQptNiY3TzLiMMZ7O5xgjMpRSsgQMQEhBJCmxcTJDP07T/Pz8XDfNerPa3m51piKFhExIyTgO0zDO4/l60Urnl0tV1etmJYUGgnmaOeNNVbMEiQkgcLMr8lyKu6ksU6I8VxTC0PfI2Xq1AkrTMFKMROmvhVWJyJ21KYKSeru5XW91ApsS7Q+H2czH00lpVa1qgBQoXK6X0+W05EKJAnIMIQzjgJyFaNv2WJZlVVV5kSUfrI+GSEulNzqGOA7DPM/eB++cMfNsxvV6Vdf1u/dvyyLXWkVarrdIRCgECmGtURqVUkVRjsM4T8Zbn4hxxvuuZ4lxIVbrVa5znRcqyxNjgSJBGufp3F4AWVkWCWicR5npTGsthaoypbTkIsYYQxCcJyFF1aybVYKIjIASJq6U1DdaCMESapVLbrq5P51O0XGl9MOr14sFcxinS9sGilXT5GWJiNM0MkRERgBSKYjxer3WRaWkfHX/gIw5Y69ty4SIAMbM3ketpc5zIaQQcndzyxgmAB9ICO68E0JsN1vkEKJHhLxQm/VKKunszBDkSlZFZWYbQ0iUEFArXeS51hkis8a013aeJmNM33dlVQlZZVnmfPQUvPdLIKXv+8hDYmm1XuVlHiDuj3shJDJc79ZZkSFnlOI0TNM4jEPff5HVRSVFSvHannW2gMrE7D0B5DrLskwqwRnjCllIwbph7n10WmpVZEorQRBjtM4P1reAztihay9ScqXystwJ1CEICj4SIfMxOq1Z3chIOsszwSUAKaWJ4mzj6XjePx+Vyq2O42Qulz5Q4oyv6pox9D5cLu1OZ2WWK+TIU4rIlgs5IucLIjUxEimxlBhjAiAAQQx0GS69tZOPt/evs0xeL1dr5zZCMAGZYAAA6dpd+77jQnKOBDwBGGN88N5braXSMgR/PB5Ox8tS5xVcUKBETGjJUUyTGfrBB1vVxX11s9veXy/90M9t2x0PZy3z4GgYhhBiVZVaSQewuIactefT6ddffn15ecnz4vb2Rgj1++8fp2nmnN/d3s3zEuq0IXglmzevXy+o38Ph5Xg8LcVZrXURo3NecBF8vJwvvRBVXW82KyGV9e75+WW1biRXeVZ0bXc6nCmmGOI8GYoUY5RS1XXzzdffPtzf13X9L//yL+HZxxAYA++jczPDeLkILvjuZosMxv6KiFKKPM+I6Onz53/4h3/47bffDofDPM9te40xLBO71ap4+/bdmzdvb28fyqKeRtO2/TxanWXr1c0f//h393dv2u788ePncTRS6vVqy7mYZ+v87L2L0UcK3vs8LwSXwbuUGGrGIAXvvQuIIs8yZJk0xvuw3CAXhXHTrMuyEIInsImoKnOOcjlUeB+dDWb21viURPDJzJ4LJpSQ8ovOUghR5DkD+Or9+z/84d99++23//qv/3LYHy/nDiByzrXWAsViWhr7EQDyorjd3RaNNuP0e/tJS1VXpTW2yPMiz6uqatvLpb3kRVavmjdvXt/e3udFGSPsXw528tNog48xRi5EURaUaBr9/mkfUxzGXrAkGHoTvA3IeEwxUhz7ablnlFmxqzeY2Dy7YRjtYHlZFkVxd3dPmfk8pXMMwZM1/u3729W2zAoRk/XRGD/1l75ZNXd396tV2XXJzg4ZcsGLPHfGD9M4DfN2u810sV7tnItS5NvN2pkopQwh5LrI80xnyhkz9P00zQSRC84FN9ZGIiGEVmrBJ3jvpAKGMJtJClmX9Xq9UlIHH9tLlyhJoa7dIJVs1iudq9lOwzC0bccRpmnu+4Gid9btdhsGPBIkAOv8NJunz3tgoWmKqsy11IKrFJM1FmgclwTtOC/6aWedcy54SoRSKIqs66d+6FZrXVa5d9ZZyyBItsS3iIL3hlIQuSqRCQsJ0qikXK/rrCl2r27qbfPTr2jHgQEd9ntIyLnmnDPGKYbgYiImhcJigSvyvu+snWOMWa6Kory5uemHawiBYrLWS8lXqyr42LXj8XBhKVmbIcOua41dA8SYXFaorFAMkKMESvPk64JpWXGQIzMx2EzVZNG5kQIjxiWXSknFhWOBIrWXCyX3/PJ4OByMc8sEnXPunDPzZOwcgmMQ5pkjTzxTmC2ke29d0Bnzxhnjp8mkxKTUUi5A5hAjeBu9i1rlDEIk13ej98bZ0F97FK6sXVWVHDkk8L0LPszT3LbX4KL36drO0SutkjHMOc+AlLLDMJ5OFwaolCIKxozTPAUPZdEEz8bOWhcokZCMmZCYXzpaVS11vinrjCsGGGM0AASQIhGk6Jx/2bezY4FpIlo1zXqtBBdEKUYbQjjsz/vDGRIvSyG1TKhd5MaCEJIjJsYYFym6ELwPiUhEByHEGIGAIfJILKXIkCklhRSYJCaEgAQJKDEGkmvOBCLDRe2XEmBigQPJ6BUDyYVA5JwZZDYRshQ5C0p6wbmUcrnnCc4Z0ww8xdmaaUlSOecSQyYWk96X9dgwBGdDSCrPuZAAkAgSETiHwARj7EuQkoghSqYkl5xxZMASJBIpckrLytH7gMgEQ0wAKaKbuUk0jG4Jv6WUuBBKcSAZIxJxlJJjLjhh8hw5IoYUGGMxRm8GSjwxLZRKCSAAiIwlTAm89wwYJIgxmpktnAkuiAuFjKfgorMpJUQOnFOEECUECYxJKZVQQqgQg/WW/AyQABlLHJatKjKMkiXk4FKMMRBDjhwFIiUKLoQQoueEPHEeUSghJRdKshCTd9F6hygSInkXA/kQQwiGKCW/OOQZk4gIkBIt+GMgwZSWAAKijM4B51wq5AoiJxBcSJZCosAAYgiUiLEvpzuMKkYKMX7J7jLGkk6UkCPPVsgwsUSMlHCYAmPMhsKHjCMk0PNM7WWYp0iEzmJZNpku63qVUkLOheBZpoXgEpTkKvhwPHw4HK5ay7LMCEQk6N0EQaYoQmRtO7anQWBWlgUiix6cpWs72GAiucSCMX6eLRDe7Hac8XGwZoo2Ci7D+dwK0JLngkkEFByDt1JkkmvBBUUbLTMT91GS15DyTOtcq+iBSy5lkWfCTsoYb2bnfUrEpRCci7KsOGpnQwgRERNiCMm6GRLnCELwy7kVggnJBdccVQhx8SLmeaaaRnDOGQTrgvdEJFSmpAKG164fp+ncXhB5pjQXcpznlAgZU1mGCXyI4zi1bWuss9YhsmpVIecRqOu6EIN11lMI3oOdOYpsmoy1KSbJZSJwxjV1I4XUUkfAkJJ3PsuVkgIhMQZaCcHRWgOQqqpCAIEohfA+MGBaKiUlEQs+kkycLb9DIoir1aYfxmt3Pbft7mZXFQXnaJ2ZpvF6vU7TFEPItDTOUohKK2AwztP1eq3r2gfPOI+JhZh88HmGUmkUYhrH5ZHKGpOICGjp11T1HSLjHMdxWHZu/dBbaxmyoqxkzrUWUiLyFMkbMwVPKYJAWRZVpvM8yzkKpTOltHWOEhlnXXAu+NlMgAQMfHAQmAicaaWVlFJQiBSJEUnkxFAqvWrqSIEoJBalFFqrvMistUBoRmtnN/bmfLxKnudZVVZFXhQxhlPbDtMcicqmQeQEaZpNAiYl/9KUozSOk2CcM1bkWZHlIfPReQcpBBdj5IiCL2GlWQriQuRZzoUkYNZaLkRRFFVdhOCGscsyWVZ5WVU+WABiLAEBh0A+olRSSCWU0pkSkjMWnJvm6Xw6egrBuRi8s0ZIIZVkC+IYFxcPiyHMfmYCyrLURZYojW1bFGVVlkVe5FkuGEb6khGxznpnpBR5phgj79049oiJARkTBzMTJJfliFvBi8RSggiYZCatty44I8x6tWZ8IVDDF/35MFzH8TJ0Q1Pt2EasV/fzyAh4VdXTNAvB8jy/2W05J6WxqlYM5DxFBsJYGwIJgUTw/Lnb7IrNVuZNcW27R3yUknMuirzyQ7dYSoQQjCj+N6kT5IwhIKKW+eyCdTFIvghS87y6zOd5tu1g15ugFU+R+q5rfdu3fZnXQz+8vOyfn/eA7H67WYz36+1qtarHcfjt933T1EWRl2U1jlPXdT///Ot2vSnzUkrJufA+jMPY9733jnN48/YVMu5ssJaaZvPuXY6IXd9RIgpxQV8LKYoi//a7r/7jf/wfH+4ffvnlLx8/fjgcjt988+3r128RpVIaAG5ubr//7vvL5fLp8dNf/vJzWVZ3d3c//PBDs6pf9s//OI+n0zHGuBjMGUNrbVGUIcSPHz+tVg2XYoPr+GXZRV1/vdnefvP+D/v9fp7MOIzOeY5iu91KIRmglurf/eGHN2/eeu/+/Of/u+u6GHxWZEpL5REgLRZLSMSFuLu7u7u7CyHs9/vz+fTP//zP/f/5f+x2O855COHf/u3flFJKaQYohaqqZp7ty8uh66dPHx/nyd7e3jer1bff/PDN1z8Mw/xPf/7//rf/9X+vmzLPy7Is+/EyjN1shrLM80JXRZXnuff+fD4sESoimqfJGp8SA/BC5k1T393dDMP49PRsYxBSNHVVVVWMoev67eamKDKtJOfS2TBP1syBIhOorSXnZmtde+mQJ+eNKUyWZUqpvuuR4263+5u/+ePXX3+dZdmnT59+/vm3w6GtKrleN3Xd1FVlrfXWzbPJs+L1w+vd9sYn93Lan08nb52Qosizh4f7qq65lEKJ5XlUCFFVzXq9nmfz8cNj9KGuKq2K3377cDweh2FaevmC4fnQRvJCsEwrKTgQuDlwlFLLsqitdWM/llXz/s2777/6brpeP/z0l8+/Px4OwzzGstDr9VootWpWj5+f+n3Xdd3f/PHb7777qqjUf/7x/z1fjtM8uOCbVbVeN2/fvt6/nH7+L38xxgJA0zRUAEU2tBMDTMSsDcYYZDLPKorEAJRSq1VTVRXnfJ5N216nadrebOum4oKb/UFJud1udZYBYohhGDrjiJgo87IsirIs8zyfJnvYn1JajLr5arWpm+b2/lZIfDm8XK9de+nKIst0URS1NWOI1F17zoNS9XZ7a+z09HjoOpuSTSmUeZ7nZV03T59fjscLBRj62Vif59ndnRiG8fPj0+l0Qs5vbvLtduMpXtpr1w9EXkrmw5jIcozrquZSIBNK6NstbApW6Gqa/PF8DYEAUlXrr75/d/P6RteZzOPTp8fD49P5fC3yarOprm3HmIPEN+sdY5JzSQSXS/v8/Pyyf4oh6ExJuTbW9n3PAAGYc36ejc7r7W7lbLhezOEwSwExFkKIYeiUFtNc+2CNM3xC52elhZLq5eVpuM7nY1/kmbUuBh4DH4f5cj5y1EpQ5AhRCRSIaIwZ56EbLpfLkZJfNTnnOM/zNJrDYe+tZwBSCoqhH7pIIfEsB42YI9oQTHedQ0jOEwAmwBDI2k5KIaXKVN40N7e7WyLbD+04TkJwwXOJ0F4unq7F1DdzuWpWeVb13dj38zQaZ0Pf+mEIkIClGehaNyUQM9adjl3X9cMwbDYbzjEEu98/u+C5lnnTxMDG3nUw933/BGEY+5Rilqms2OZFXtW5DZO3JCQozTkXHHHx8/a96a7pOjmXLCJwkZcV+BCJwBh33L88P8/jCD/8UG22WZ6rlGgcIfhYNRkSxBghobXMWogxCmIYxWyC9xEAlBIMEUAAsqqum7rKtHbWjsakRADAEbGsUEmUHKUEIlgwi4GsT/OUBOdCyEznzmXWmhDSX0GSiYSgJAlACEFChCRjCNHOdhCIgMjGYRRaqEIv1T5EQGApXuZpABDeSaUVFxwWg3rIkAPnmACIYoyRA4eUMcgQhWBcJAg+BM8YQyGEAMZFQvaFFZ7AXy7t5XLp+hGAIReATErMMtB6QamJvMjLLJdCBGMiY8DAe7/IJMYrQ8SQZSnPKRIRWSmXBeA8E2O4LI2NwYUkpDTXmiulvDHOmJSSUplUKhEFYBEQEYlzUlJpHUIw1syTRMaE5CAEES2hDJc4S8gRvXcueACWFVppFb030+Sd5ygSYxEYYwyzQuUF53Ie+/baXa6z1kJl2kWeiMVI1tppnIzxAJBneV4UWqlFAwEMQvQeUsqV4AiQ/DxF5KA082pRnymVKYlcMgBIzlGMnHNYCDBMYQJOtMTkBPJMZNY5ctGP1UKNlkplyEAD5zyiTqXmQhrr20t/2HfOkbHxfP6trlZ1uWJM3Nze1KsmRvrt918u58Nuu9luV4JX0YthdDoTu802LysUMnjMLo9DAAAgAElEQVQWDE19GK79stMzszXWxRitNSgqofy1u3oKQrHtriqKcr3avH3zzs52Gufg0+V8HsbrPJmqqDPFWTRFXqEWs/NzDloKqRRFPk+2vZy5YAkBqOCsYCDtbBqZZ0JF54PDEIAI+36YJ4ds8I6MCd6l67Wz1lVVBZCcM0Pf1VWRZxKRz9NE5PKi8DYsEffBfCG83t3eNU2jpZzHcezHaZrW9Wq12gDAL7/88vj5s/O2ruolDdO1VzNNuVbrptFSWWsjJWcDAprZ7A+H0c6rbQMcTucjJfIUtNZSqxijt24Zo4QQKFAioEjWWu981w06L5jgFGJwIaU49ENdl7nWeaa9M+M4Td3gg4eUmqru+wES5lnOuXAxBOeDihQTAzie2tn2jDEhcq1jN3Qym1VWbKpGaJ2Q95OxYYiBqibvrleW2Ju3b5XSZp6enp775/350vWjWW+2WV4wYNf2mhIryiqlZI05X9thGIQQN3fbEHwIoVnVKZFztus6rTNj7OPnz8HH1Wr9/XffRTDGjcMwJArIEqVorUkRUCNjTGtdFlUIJKQQSo7TSBT7oUOORZXnlRaCESWhcBg6ayclhbeGQgwhSqkEx4hsDiGmFHwQkpdFUdel904IrFercRrHcfz86aXr+q4fIKF1MYQpUpI6k1rnRaGyzBhjnR/GiRIZ67z3Soo8y50P3jmUylqbIk3D+P7NmyqvfOMOXbvQXDJdSKmnaequAwBXOm+apm5WVdO0bQuQ3r17ywXrutbZUDflolWc59lau2qq8Tr03TANw8P9q/vb+5vtzaVtp3EchzkBDONwPp9RIENWZPlsjPPOe1cWleAS9QIBFjwX3elqZhNT3N7spFSy75qmqqo6yzLJBUuJhVTVFUeGjIJ3QvCiKqZhmOcpBM85EoXD4WCCZci8y5FDjD7XejYjMr693Z2Ox3GYZjOjECEEwUBxlmvZKCWccyMZCu58tFpM25oo5CzlnGVVUVNyQ+8Oh67re+/hdLwSQfCYEoYQrHV3t/cUkMLT61cPN7c3ZVUzjkWRpQT7/cH1bSO5tTZkGZcihcAYW0a2KcUYg1SCIcYIjAkGFEMSMtuu8vtVPdNPgwsBuFJyaXYxYAsfz5gphmjsXFbZZrt7++69fPx07bphGhhP8zQ556y1RZFXVT2O0zhMQ9dn0lBIjLG//ePf3t/dM2T/+I//6XI5MwbF+ZpleV1Xu93tdidu7uLxeLxeL0/Pj0oI71zXdVKy1aooSv309PF43P/888/Pz8/H42mezfJTaK2ncVrivA+vX9VNfT4fq6rcbNa73a4s82keyrKcpnGaJmPM8XhcSoxa66IoOb8TAler1Wq9HsaBsSSlqJuqzCtnrVY6y7JxGOd5rsp6t9vFEM08z/P4l7/8/OnTx8Ph8OOPP07TWJZFgrSMxBiDpqlubjaLavPTx4+r1Wox4e73Z+vMze3Nq1evUoLT6bTf76VQD68e7u8fEPnPP/+lqVdZ/iyEyrLiT3/6D5vN5nA4CSHHaT6djufLpSzrb7/7drUqnJ//5V87SLCq15E8SyzX2XazRcTNah08Xbvhcm7X683d9w/3dw/n8+X55fj8cuKCpURC8KLIY6AYo7WuKIrtdieljCFM48R5CMFP00wRpMhzLYTIlNJ1KZUoQ5yZ8PM853l+d3fXddpYC4mlxI7H0/l0Ph7PKVGRSWsoRb5qVpv15nA4dF2/EJyv12tRFEILiTlnmY1+soYRno5tjLRqau9JSDUO0+OnzwgixcSFSEQAMI7D8XjphquLDnhSmcxkLkkorqZ5sM64OTjn0TCKKc+Lt2/er1arl5dDe/55uy5DSJ+fnjWXzWb33Q9/sNO/QQjGukCJMbZg4BlLkewvv/wcYdjsqpeXz/vjsR9mlVFxUS8vNbLXZaG//vrdONrruTsdr2M/KyHfvXsXQ7he+8+PT9bYgzh+lI+X0/FyaYUQwFIiSjE6a5xzMSa2hI509urVq7zIm6aZjZmtgUCc8yyTRaFDCNY7HXx7ba0JMUYpVAKkmITU/TBdh1+RM+tMCGmabKKUaSFQ6notFTfT7H2M5NtrH6NLgOvNKs/EZlMyoOPhdDldkAnvwzzZcZgZCK0yxvg0Ge+TULTerO/uboXgNjim8OHVXYh2Gvtptom85IAxWI6as69e39TbBiI77k8hjELAw8N6dbvebIprtx/CRRbCU0gpKKGLIt3sbh/u357PfYiIKDnHoZ+n+bpebxC5lDLTGeZQ1eVmuwZgp/N5HEdIUFf13d19VSudpzZeqxpfvym267IsS2Q8eEshXs6XSAE5Q8EIYpYrpaQ14GYf/ThnUUmlZPb42A7znFK6vb1lUQ1XfzkdEDRHxRgLznvvAVKWZWVZOGdfnp/H0cQYo4/B+3keyzJbrVZCsBjZ2FOWac4KJaL3lOnidreqm/W1G4+Hk/de6KIpmyxTfecv519icD7MPhiWQog++CB5tlrn+SpRTFxwKaUxbp6cs+RMMjOYGYpMQJLeYd8FrUSeaYoEwKXItM6FkEQphBhiSh6665gibFbbu809MgzeGhNCcIha8JKiNDYB0yH6GEjwLEVwkYRAxuq61JsVuNDbwaKSELKxg/1+z1FmOhNsU2UKyXKokCokZeZJKa5QR1ugEByS955T1CxacgVfZbKRNAYMAMAF/6/ONxVLEUvmBHOWe/vlDMQ5D7kQWoMSSTKWEiaiGCBE8M47TJIzSVb4eTbjGGNiHBGRCIJn4HmWZRozyQUQAAXN/bp0MYYYgmJjJrMizxMt/BHOkBdi3tZmaSZzwZdiIWIiiAsPD76UDxP7kpnhjIEgLgglBwYMvuSxBRdCSg2MUSTrfBiOFk+Y28Vky/lfbREguEApZa7zTOVKqJIvCIzkuWcAiVKxdowhchRcgEgATHDOECGxoMIXZiUAZbQ0GpRCpXC5YC52csaWhiSwZbe2sG44IueJUowxxoB8eRW/5FX/K3g0pUAhLhgWiYgsxhjzkChxzgVyZBxSkkJKITkX69zd1GbaGRSCC8GQMeCUIHjvnA9+CeVKKaQQ4q+IwaXJmThfNIoQY0DkQgjkYvnYiFxKLhVHRP8FVfdFw7dkl5Dh0hRAxCzPgg8LIXCe5/Pl/PHHj2VV3t/ff/P2G2AQfIiRXKDdeirzh8PhvN8frxfnHLVxmKZ5tq5sr9M0Hk9H70xRVMNgkaX16r6pE+cYvLycp8SwyKuqWG2a8vU9P+6vT4/7jx8ejbFZpl+/ecVEDMkASo5McIQk5ylwnIKjh4c3nIvnz8+7250QIlF0xs3jPHbDN199++bVG0ROMTHkVV2Wdckln+zAMNkwPe+f6jrXmRjGngUIVmitenvtu8HMLgagCPvToW27GOFmd393f5uIDofjOA3eWY7s2l2GoV0C/8igbQeKUQpR13VSgjE2TdN+f5inucqLIi+aZlOVK8ZY23ZDP3z69HTtut1uiyiMsafziSOqLPM+TLPxPlhjAZjWGaXIpaSU2vaKkmel5lLNYzeb2VPgXHAukoQ8L7I8J0iQgAHjXEBiMRIAWGsxcGQsz7I8UzebtRAMIHbXLsaghEgiMQbRR44ohQRARISUKBACc2Yeum7s+pfT8XI9L1DQEMIw2KwIxpIxkXGOqLO8EXKapuuHTydkVOaZDSmSR1Rv3ny1sPRjCMHHMY6ISJS8d10/LG/Ytu2SZlJKWWusNQlowZJprYWQiAMAIkKM1LatzkFwVubaW0cUAOjmdocgxt4klow1s7FFXuhMLZnDmKJcLBRhzRh4b+d5csHF6FIKXX+BRErqGBPFKLhgCXKdcY5lXggphOAUSXJFkfbPR+f9OIzn86Vtr9Z5IYR1ljFPCdaBVC6UzrfbXT8OwzT247Bcq5u6VkqnlMqySjqHGObZzjQhwKqqoAYlFaUUQ1xMCc4TMG5t0Cov60ZKxRg655aOT5Zl1s7X6/W3335V2fdlkVmK4zT13XUYhjAbRlBX1Xq1KouCIqUYIYGSigF4qTKpsiJTmUItDqfj0A/Xc6u4QoVmtoLL/5+rN2uOI8uuNfeZz/EpJswgk8ysuSSVSrLb9+H+/X7oa3at1TJJpdKtzMqBJAACMft4xn36wcGq6uYDzQgDIjw8CA9fe629Ps4RGErOp5BfXnZam81ms9msm7opi0JK5a2LMQBkQjLlZGZsck6F4FxyqSUhhVDCezdOQ8xRaaWNSin0w3kYiZJKac0EyxR8CtY6KkWIgROQUjZaLiOKukAMEkMxDbB/cS/VKJhgLHMKUmrKJGR7Orrnl5MPNsRACRPShDmUGp2SqqlrrV+qqizLao5kxIQpobXWjpOQfJpsKAuieJ6z63OjcsacESATQiCTnBGAUkYKUxYXm+XtzWGcPKGy6yUXhLCqqnLMfvJ2CqAIZ5xzUjflarVoFnXdldZP3WAnOxEKl5cXjNGcc3vuYogZIXpMMSWeCJCiKJqmSZgwobWOUtJ1Q90NwafFcqWL2rS268/xGKapD5Riijn79Wa1Xq2UEj99+NG78PT0uWvbaRpTwu12O7/eYZhOp/PLdvvbq8u7u9v3799RSrVWwzgMY3s4HOYQZlEApTQlTCkxxppmsV6vlZIpxaquyqLQWueclBL39/eCqfO+996F4AkBSmEGvo/jaKeJUPrjj99jwt1+1/U9QAaSUwqQgRMuJZOSKSWWqwZTGMfpfG6lFNM0tW0HJCuly7JMCRljQsiqrC8vrhDz8Xj+9Omhrvrlar1eX3z11bvVaq2UPp26uYtiXh38+S9+8fbtnZCsbfckEynU1eVFP5yFoMYYo03T1EYba92nT099N5RFebHZvH3zhgA5t10mCXPKkGaSb/DBjQETlGW5WKwy4jiOIeA0jSGEuWqFUQbAIFNGhNaFUgazi3n49OnzNHlCiNZmRn+257Y9dw8PD3ZySkhSgHNoTFkWFWKeJtv308XGYMJ2bI0xl9dX97dfaVkeDvvz+Ugp9S6eTx2jHJEUpoox7HaH6HG5WG3WGylUiucYI0CWkgvJfPTWew6ykKYyVQpx7MeEKVOkERyjOYERhZKGAJ1GN02eYNuf+4vlpjLl/Vfvhm7sTyck1KcUCVJKpKCcU0zp8fEhk3GcVufzcRyGYbSEwDj259OhLIrSVHVTaVVGm7bxMI1jocvN5uJ8OseYzqfOWY8YU0qnwyH4QBnz3nPCEmOISUohhFJSSiGNMUutpRSU0W7oQ3AxBs6pKUxZFX3XOe/6oY8+YcyIqLURQmOm3TCczqe278u6EEIvhEzoc07WRUoFpZDnT4mUScbTqaU0E8rLslwuyovN0tmhPZ+O7bHQFWL2Lswbm85562LOUJbF1c3m4mK9XC4yZI++yKaqysPxcDodxyFhzIwQErOkyQiWLpVZLbSQ+90hQ2Icl7VebYqylo+HpzShnBQRLPgIQOqqruvGmLKuwHmIkbTnc9+Pw2gZEyF4RJRKVaVeb9baCEQcRhuiT5g44+vV2pQk5o6xXNZMimq9XBempkAzJu9DTmB0mQkmTIxyShSlsjDLFGJKYEeimsKouj21EXJhjBLKhjQMQ9d2kiet6QxsnCGBSknG2fF47rphHG1VlTnl+b5TKtUsmpQCZppBZlSMEKWYUez6+u7Nm3er1ebz8/Z7/uPhsGeUMWKqcuHcOA1uvzuHaIEkQG+tizFdXC6MUXVNptETgBTR++g9eofeIiWi0NpoSjKbxuQcskYWRZEwGp05k5zLGLOdvPcJCaFI2lMvuWyaxdv7t0poO1nJq9GOnLPVYiO1FIpWTZUw+ugYI1IKSpm1U8bMSRDUacYLHkkm2VUW+eEpLBbl9fLtZrPxt3aapqapTKGkYCF4Iag20hgthCCExBAh53mBquSXhl1M1iIiIQBkzt9hjNEURhuVMccYQoyzKGGcScnn3xHG6NxkmRIihhT9nAgSXBBCBjEZPiQELgQXAlNGREppUZZGKc5ZmidbmAhCTCmE4KxVhTKVRoRXhcZ4Qowxeu/nOIyQjFJCKADLf5UlGTJkAIL59fhZZBwZY+xVuwBwyoWQUmqgJKXsfSh5u6m6mFIGQgjljL1SuAjhr2U2UgotuQQAzDi7iBmRvPKlyWsl6Cupj84tfDCTEjDDF9nDKGUcGMvkS6LplUo4d4nC/IN/0Upfvk5mrUphfplz111CSHMpI+Lcbjq3eM4Sk8ydAJwRChm+LB6znHNEjAnnA2WUznuMiLPzCvORfzmADIA5I5D5DM81/vM3UUopEEZe2Rswo90ZYzHEmCIBQr9kaRmlhJIYEyIyRo0pZrMoxND3A4+PDz7bI5nEkt7e1yvFF+h9SBn8ItTlbVNvBf/Ynp111vuIGfphaLt+u92F4KRkw2BTRJJzDLQqSy7kMLTnrvcxLZosbxZ1abhSvsauGqUSIQTO2WLZ2DBGGxhXjHAhKCXKOdtn23XjzY2o6+Zs2uVyU9dLTGEa+qHrx2q4u76/u3mjdXk+9d7jZnFxcXVZ1GVCH5I9dTs7YllqqThGaSc7ecxRTQPYKaYEnEshSUzofEAEoLmqCwpkf9h6P3nvFnVtnRsm5+xUlpV83a53hFDvoViWwGEYhuBDcCFWkREhSk0I7br+dDoeDof9/pghF0VFGcGUxskWxgjGY4jj5DJOdpyij5SynIFSDgAphhgTANGm8NGHlBiRWitGmfe+KiutTM4QXEo+YYiWeQokhMC4IACUMcl5U5VlWeYcx6nvuhYxUQKMcwIk+IgJOWNCqLquMAKgLYxGzDH68+nUnvvjqQ/BK60Bctfbqkkh5BBz8jFiVqo0pur7qT+3Vakz5ad24JSVRXF9ebVYLLjgbrJde7bTlCHPa+TjMFDGYkzTZFerpTEm54yYY0rTNFVVSSmLc/M1oVVZO+cR8/FwrBqmDAMAjAFy1kpXVUUJDyETSnzwdnKMMRVUP/TGSC6EFrqodM7Ruqlrz9ZPhGYpKWdcCIoYYgTIFBAxR28dF0JLLblgjBPI3gbBRQjheDyHGKfJDb2zY/QhBpp9DEBpJiyElBIkzJhziHEcp5QSpVQINo+6OGelKQji1Pdusnaccow7vc8pl0Uxj10yAmLAHIGwEBKjPGeMKU7T1A1djElrmXO21g5Db62dxqnr+pTCNFnng/OexlRIVRalEpIRmlOiQDmlOQMickrrstKFVkZxLZy10YW+H3JMSGJwHniWVDR1CSpnDs567yym2KzXxmguOGM0phCC54z64BNGITmnRAgmucg5UQZRcSG581PECDQzPsdZ0YcQQiQEpNIxBUIJ4QRJtt7FlDgBVZm1kuv+4NbLr1fNV4vq+P23D6cD/pC3WiYhAqdTXZfr9eLq+spPf/z44fT58welRbOo1xcXwzANQz9N/Xq5cs6llOxoz6c2Ih6Oh7opjfllXTcshv64n6YphABgEHEuh8yQAYAxCoAAILgchiFS0EVtmtVyfbm+vP5VQlUtfnp8GoaRELq8vOrO3fkw7HfD/a1smvr65gYIAcCuOwGgMiKByhnWq9X7d+/3+/2PP/70L//yr3VZYELGgFKqlTK6GIfx48cPp/PxcDzEGJWSzrm+H9p2MKYsq+rY9kCwqkxdm7HvUwiM12/u76uyiiF9/PjBWT9/3Gmll6u1McXhcHx4eAgeTudud9hpo+/vbn//+98fj4euP//bv/3rdvfSD/1cVbdery8uLgihh8Ph4fHx9vZmuVzNoIKiMIxQxigAxBSapil1mVz605/+2LZdXddNU50O5//1v35MKQvBjSkwBim1KUxRmr7vXl5ehKSYIURcLIo5Cz5NA0I2pjgcDilFay1AxISHw6Gu65yzc+63v/3N2zdfXV5ef/vtd58/v7Rtl5Hc3b35p3/6p/fvv7bWffvtd09PT9M4WWt/8YtffPOz92/f3h9Pu/1hezq1iLmumjdv7vuhRoxCcESs6+bXv/rNOI5V1RAgdvKnw/EjYQ8Pj0PfNU3FOffeJ4yn46k7Oj/A6jrVdRV8nGO/Sumu206TnStPcwZGQlkQyBQRbm6u60Zn6j582L28nIz5VNc1ACDix4+fEHPXdZKrqoSJTpeX1Xq9Flx9+PDjw+NTCNh3PUAOPkxVtfzF6r/9H//jeDw8PHz66cMPbXciNJtCZQDKeLNct+ezs/ZwOHbduFlf1lX1wX3SSv/ylzfb/e7jw0M3dA9P24L2d82FUhIDjJ1TBROUEQpaGox5+7zb70+fX57btrfjx7IolvVCUqmlulgu//m///ft4+PDhw9TiCF7QqAo1GS59b5vx7ZiZcUhoeJQGeAcKAAm7No2usio1KpmnM8D6QzIBVssmpRJzJlSnLsWrHPTYCETwByUZ4Ryzi8vG2NKQqAoi7putFbjNG532+P5GKKnlBRlpY2q6gpTOp+7bbu92lxTwhGhaZYXF1dSlT/89BPmrHTxzc+/lko4N/Z9ezrvz+cjo7zt2vZ8KLRWqiRAu36SkmrFM0ZCuOBqeb2QQtrJnU4nyETr8ubm5rA/PXz/oe1j05RffXX3+3/+R4B8OOzLpiE8hmwRIUMOEYMHbwESQATFIAp4/twaWV9dKMop5UBSBJaZjExhTBOhXGk5umkYp2Dx5uaOEta23Xp9HQPZ7s+7/cHaKITa7XbWTiF4xmG5Xt7eXR+Ph5QipcA4n6wdh/Hq6iomiNlRDsYoo8zd3W1TLQkwRJwmK4W6f/vWx3Buz4RRISUXYrNC5+w4jMH60myaatW3ualzvVLH42m3bc/7CZJUpTaFcd4hJmM0MGSMBhc/fnq2k6d87iWjAGCMqaqqLKtx6KWqlVlN1gcyGqXvbt/8/d/97je/+Tsp1efPz5vlzX/97/96/vzcd+7utrm/+yq+9f/z//o/3TkAAAWFKXkX29ZWS9aAltLEgHZoUwSMECx6h029aKr1ZKdx6NvzIKUwqgTgZVGURRWid27qWjtxPw5OFZpQ1ra9lqapV+vVzf3tm0JXP3+/O53bYbJaayZ4URbvvn5HKLRd+/nz0+Xl5Waz+e6777bbbdfvTltJobhqirbtYZLJcupXt8tf/be//x+/+90/SimdcySnEDxiLMsSMaUUytLM2TDG5KxbyrLkeUlTPbtnhEDCOEcHY4xCCkapdfZVurBX3sKrgQN/yz8AwhAgee9n7jZlzDnnnAcAxgXjIgNgSjlnzgWjhACkNEt3ZLNMgpwBGCWE0YyzeKGM8kwg55xiJIRQSjinKaeEEWj+ou8SvIohMmdmZr3HkDHGMqH5tUOFMsY5F0AoYg4xMsYZ5SklnGtHyYwayHN75MyX4EyyV4r7q5IEeI0A/EWepTSDpoAQSv4/J4b8RUTlHHIOM6litv6+CLh5ce5v1OOXI5kv4JBnsMM8FwbJuKA8YUr5VTAiyfjamwmEkC+aFRhQQr4UohM6H0smBDMkREYYowwyobP9yhilDIBAngmOMWGcI0izon61eGalB/P7RQAAg8sZGWMppddCF8YopYQCIvrgh34gHISUpSlf9SejfuWXehuH5Xfffvfpzy3Yz7/53bv799ecpExy0smozWb9pmmudtvj0+cnIOn+zZthGJ6eXh4fj1JiXeu2bffOO+u892/fvl0u12MXz8epG8fjYSTZJE+7U+9HP/QT55RxSBhO51PEiJCZUIQgo5Qz4yA6h7vduSqf7cqnhJwbzopztzeq3iwvjJbRha7tJS9yogSEkUvFl5VZ1k3R9kfvkJOKgmJEKA6jP7XdcIid8w4Ia5olo8ypcH0Ndb2IMTFG55a1qjLDIAmkojRFqadx3G/3OY+FKZQsogc7ua07LyExTdu2rataSxMjtm0/9Na7cDqejqdj251zznVTa2OE5JiSnSymHFKklNnJjsPQnVsBVDCWATICE9yUQkotuDJacCGaxZIyUpYlpbTrOkYZBYYpD+3huD+ej2fJpZbKaLNYrjjjiBEQKaVaa4CUIRlj+q51MRiqBeecc+ccpayuqvu7u+BS1w2c85QyJjyeDikh52qyzrV9wjS5KUYEoEBo255DCqv1qqob50KMWNcVgfz49KKUuljDegOD9bWQN2/esie+C8/n9jw3HBltrPM+REpYXTdlWQ7TQCk1WlNGOBchxIeHB0qolPru7m6/O3Rt17W9jygUEEK9DZyyxboJAX30VVXEgD5GxOSca9vz4bB/8/ZuUxVCCSkYYqQTTK7nkha1ZlmXRq/WF2M/eRcF41oJ7+PpdFw0C600JiSQENFaa6mLIXkbx3EKEY1uGDFd17+8PAOnXAnigvfRWt+2/YdPn87dWQohlWKM5ZzHYeCUNvVlXRSQUpgcowwRh354TJ/d5G5vbnPOQEgMcd6unfdggUDf9y6ElHAYhuVyqbUchv50OsUY7+/vU0qfPz+PUyeEMLokFBSA4VJxFWywzDVlZZSGlMdhGKcRAVfLJWUUKEDMlalgAYJyBgRDpAA5JqP0z97/7BhOzdCslg2l1OhXLGeMIcbgnE0hQuZ93yKmqiyk4EpyKaVQXDvp7JRyBApMMs7pbOTOm+GI2A89YkZAymlZVTMEIufMESjn5cX6zfX1m8IYO00cHn/IXXs6hemU02R0s15fS1G0rR/G52mkSizr2laNKUsluAzhlHNaLVZzceJ6vZmm6dwNw2SHzjWLsSiL2oiZpzFfjudLecIUU5rpRFyyTAAgU8qklJm8zkG9Dy/P2+fP2/bcMcoIoZghRqzKer0Ki8UuBNe1rVZqmMaYEhPizVdvV6ulkGwcxpwxBM85q+vycrPOGfvW2gliQEKI0vLDhx+dc9bZYRiMMRcXG2V0s2iElM57FWNR6sWqEZIySv7j6ZP3/s2be8ZoCK7vxjlT6iZHCbm/v//nf/pvlPGffvpwefnx7u4+57w/7J6engBwtWravu26DgCvrq9NZ56eHhFxpmYxxsuyvLi8uifr74oAACAASURBVLq6jjHu9zsAGMf+dD5+/PhxnIbCqOBcubl88+b+xx9/4JxfX11Twp7NS9f1w2hzTph8zlJr3iwXu90+YazrQig+s27LUls3ffvnPz3vHqPH835YLBtCYJrsZnMBAJQxZ51U8uLi4re//ftf/uIX6/XF8Xhs266q6tOpHafh48efbm5unAvb7cvLy/P5dPrDH/5jtWrKqgDA7Xb77bf/9f0P36Zo1+vF+dzuD1ulxO3t7XqzVEJtt1sCNIYYY3TO4hyK8JMxen1RhxD95IKzhdE3V3c3V28pJ97Z5+cXxIyYMCYAJoUKMbbnERMWhZZaYsan56fj6agM4zIOY8cYHcdRKUUI8d4/Pj7NPTCM0NcbDABE9N63XRe8M1poJaVUUorLy8uiKIML51N72B9Px3PKEQiG6AnJUnClpFIm+jgO0+5lV5f1ZkOEkJQhY2S5XKScCM0JP7o2zFEK5y3nTHKhtBCKc8rPx7bvRl0Y6x1nklIWfDqdOj+FoR/tpbu9ujJ1LU1xaNvl6vrXv3x3OHw+t0cFZL2sCm1STASgKoq6KfuxpUApUDdalnlRqBQTo7RZ1loZStg81fIhxZjrpkJMfU+MNhQoJbSqSq2U5LIoCkJoSklKOZ+90+n0/Lzb7o9v310z/kpElYLnnDHDME6HXXd7/dboAhL56t27sqyHwRZF4XxNJ/v8eVvVRbOoV6uLsqo2m4uM8fn5cRzG4JExKI0uy6ofzp8eHjkH720MVnBKMiql+raPIXEeEXGz2ShdbHdHQkAIdjwcXHDH06FyPYJ12ElZhOC11lOfUvTJZWIqyNzZ9PBwuNxcLX9xsWp3XKAN8tju+uGQRYros4+n08mGkDxQKkLArttPYyDfSADZdUMMKYYYYzqfW0pBaxnRd337+Rkg42xmDOMw2Qljenr+zE8+kw4yVUIXhRnH0dsAmQouAkvj6J6eXlab9d3d27YfZnuh760S+upijQGd9Y+Ph/ZkpxAGf/r8tHv5PHWnvFkulg0YpdfL1eG0PbcnZSRLBAE5y0pTLnjd1IDgrVNK5kzsZI0pCFUxZEr47c395cXVu3dfb9YXIcSXl13bdpzzy4sLAjAOA6Y09L33do4NxpAmZxGTlJxkSoFzqoHiMNiutcFiDJgRVstNWdQzXTqbQgihNEdML8/bmMK8OSy4KKuKaEGJdg4x28uLK61KRtQf//Ddd3/8SEFiJOvN9ebiNvgoqDFyvai+NoVpqinYmhOJoX5794/D+Y8/nc+Xm19Fm8bBpj5e37558+arN5v26ur6ovz6ovxaCem4Z3ROi2SlVM4pxjDDLgghJNMZ/0Mz49QQqmb5gRkpJEoAKDCSOOOU0szll2YxoH/BbCPOUm32pwihlCGQBFnNFY6UMBCakjhfXSnlACSxlDETgFnZcJaBAmR8zWESQhkFzICA+Ut/JfLZ5uKznsmEJiA50owE8izQMiT4G1UDAJnlWXpRyoDQGaUAmVBKCVACFAmhHHMGQELnZwIgs9MGJNMMZF5DIzCbaF/03txHmgHy/EOzHZcZmS22Vy4hfFGCBDL5IsUEoQxeH+Bv/9BMvjz/7OnNf8+vbGaAYv4ivQCA50whc5KRwIwzBgoAr0xEIEDYrEaBkPwq1+a3HTLFGUyPiRAGmc/xV0Y4J7MGB0SWM6VIcoL8N3rvC/CdAJnPzuu/MVHIGRjBzDJSRILxFbsXI46TPx5a770Q4vISlFKMc8ZyRlqXq3/8+382svz06YFSglHnWHJGt7uXceo3l+tFs+p7Nw5hmrwu1N3t/TD0jDFKydPT9nweOR+0VEqZGPF87uwUxmEMgShVF0VJgXfn4eHjQwwxhTRN49xXsd/tXMhAoFmq1Xq5XC2K0gghnbMhpM9Pz9Nob26uvY0vw263e3735taslzSnx8fHw+5UmUVGsVrefP3215QojDSjCB68A0qUFEVVVKVZ5ajt9NKdjqPzCYYYIcZorR+G0XtPKTWLZhh6Z13wdobc/vDj83pVGsOrpvYuOBe0qsqyETyO47Tb9xF8cE6rMiNMk21PnbPe2zCOk/OeEMgEfIjH4/nicm1MQQjBhBhTDGG33x8PJ4yhVKbUWio5OYduAApMcl2aUhllNKGglOSChxCcC846jK8aXmudmwyZQIbJ2QYTFyxnIK/Ng6TrhmEcpJRciBjjOE6EMmttSokQ6rzf7XdGF7rQG77uusG7oIwiIXqMu/3EBV8s6p9dvOeSh+CctUpLnug09v51hJkYAyHEar3gnAvNpzBlmhPEwY1hmEKI0+SqslLaAAChTki1XDFjTEoYfGCMzMWwr7/xmex2RwB6cwN2csNgj8e+WuTlSq/Xawq879yf//y5LHVZaKW4kNL7tD+eT21fV+Xl1QVhJGHMHhlXmNM0DdoooS5iDMP5TPJfBiU5ZSQUOGdKKa2NknKmYTnnYkw554TZ+xgjpEQAc0KIMVuHBBEpoZTv98e2H7q+DT4tquX1zXU/9G3X9X2/bEo0mBPOdK4Y4+z+xwhd60keynKw0UEmUkrnQ56hMYwDYdM0dsMwV/USAiGGrjuN05BSKKsypYCYhVDGKM5ZwqSACiYo5eM0BZ+Si3NYkTM+z8UE5YxzBLTOYUiCidViJYTMSLwNfdeHySfn66pkijIg+/3htD9AAgJZSDm3v6YYx2Gwk+WCUUqd985NBCClEKMPwWXIMcWyKhljRquqqgkh3gcAK6VinDsXhnGarPUuxJic9xyAjWMYh1TVJaN1oavNimv5gRFPQJqiXi42V1fXy+WaMTaMvTHLzeZOGi0VUJYwWy4oIdIoM442IywX693ucDqdz/2IgVJKd9u9vr2YIT+IiJjn2ds8PsScgQBlNGAKIXgSKKWU5NG5EjEltOM0TTalrKUeqHOTPdtuvVwZpQojptH13VAY0/bd5BxCvrm7aXRDGcxxlIQpxKCkfPfVW+/9XrbTmF99j4zW2b7vxnFMiOv16utvvlZaU0pcCM8v236cfApaKyFYcC6EME/3j8cDZHA2GF1wysc4CS7rqr68uOyHSWtzdXl1f3/ngx/Gbrd7cX4ap83z8zMhcHGxruqKkPzwgCGEmXwipTamaBYrIaS1bp4GhYCh87vt3tox1MX5eFovV5zJqioEZ5cXG0IoYjoc9unzNnhPCVIKhGbMaRgG57zWQheaUooYpRRA8zT1zvcp0Ghp3WQAiCEtl0suREyJcyGlmjOuRVFKKZRSy+WiaRZ2cufz+U/f/mm5Wgcfvv/+++PxoLX5/Pz4/PJ54erT+dj3rbVjCEFwFmPa7/fb3a6uy8vLy7k673w8UcqHfrDjlGICCNM0KimF0sqY4+EUg8+YyrK6uFzfvbkKIe22+75/GccJMXHKvmxWQM5AKZGKay2cD9aO/dASmiiPPkQBout6LoQxeib/xBhDCDYmSokU0ns/DENKqT0PzgXB5qu5LIpCCDEO48Onx91udzqe2rYDmoTk2kghKCHgnScAjDJCWN8Nz59f7OSGfsgEEkYuZVkVF1ebY3ts44hnGIcBMXBGKWWCS6M1Qhr7aZjGxXrJOddCCaUZYQRhsn53OKWQMuZobT/Z0/GUqSoXFxmTEkxrbbQEzEM3MYFFKU2hvLc5Zje6xBOnqtAw2tE5KzhvLpcZs3OBC47Z+bkQLaUY0wxIIgTmcH+hi1kG55znwUrwMYQwt5l9/bO7qtE6cC74HJ9gnEuptYlzWoxSKpWSSseYLy+vTFG0Xb/dbft+BCBCcsZASQ2AVdk09ao7n0KEmIClPI7udOqaxjgX2rb3dihLs6grznnGOAPcVqvV9c1NVZfWWkLA+Wmyo492miBgN8aD1nWKXHBOmSCQAaiUCy0UST6hm2ycrC/rkstoPUl0yhwwR0Jyyph8tDZkR1lkh8Op68a+tZwVnJt+CN6F2fypqlIpLpU4nLZte5pcv2xqxlhMMQTPOSdCtF2b2j7TsSorrQqldExpHFz0qSobpQqAMI1usSRl0YxjGNzkfIg+10W1WV1zxl+et/v9p773xA/MTl03DL2zE9U3WilJKS0KM4xycpAw0kwpI0IQLoVShnMOCEQTSkjwoe+HjBkIpYxfX1/f37+5vb2rqjpnPBx2nz49hBAAiDGyLHUM1rmxbfdtd7Z2gBxzTt77nPF1q4kJThWXxNGcohuH6KaICFJIyMQ5G4MHyFKwsjTO2bZtu37IGaWUq8VKa5Ii9Z6MzlIG799dGF3RLPyU26F3YwIQhb5VNxs/9YqvFtUbJS6NKjh1Wrbj2E9DTynpztFb/vb+Hl0+bdvYi6vFVz+7/zv5tSrLerW80LBiiWYMJBPOmRB8rtBIENM8YQRCMqGEZIDoMbM5GDlH+zAjzFLhVf0AFUwAAUoooUBf5U3GDK86hpC5QpIgQQACJCMkpJmSnNlMICSZAFIglMJc8vkK/2aUEPpF2LzKNfaaH8yYcRYVbM41kteBKcy1JRQyoflLVDN/Gacy8kU4ZZIzyXOT0Czl4BUWDgCUAKVf5r5fHpzMWxVfUpUk5zyjF+AvXL+/PtVrXHP+MH8NQc43dzmTv+Q0Xz3BOdiJBCD/xdV7/QYy5yQBYEYvvEq3L17ivJf4xbujAAD4qjtz/nI4f/UF56IUIARIfj3+nMmr2k0ZYRaOc/gVERKhSDKQGQQ/Iw0xpxQxxYwJSJ5HBn955RnInBzNGeYdS0QkOUNG+sX0RcQMGRjLiDlhinEapz523rmyKIqiMIUWXEjBb64vMcXC6OPxGFw+7Nxy2Rx347k7bza3BGRGniLxLgFxznml1dX1ZVHIYZjO5847x4DO8/u+GwYYQ4iZCKnLQtcZ6dCNx+MJU2KE5DxvxcdhjDEBYZTxtNlclGXTNCVkyJhjjPv9Mfh4dXmdEoYAXwT8nH2O3tuTRcHLwri+GwgVAFRrM01+GOw4OqlUXYlFs7Ajdq070QkRrLfO+RBCDJhSCiEwzl/f+4zzfgoQGMZRK0KpyhkQgUBOMVPKGJNKEWud9S640PeWQU8yjMNkJ5sCziWfVVVyxbVWMaZ5DIA5I6IPoe/6/fHcnruiUCnniEgRfQwJA2V0GAahpNCqKIwUknOec44BQ4jTaFPKRVFwIcuyVFKlhCliCnHeqkqYATBhAsjz0wEBrTXm3HVdjNZaSxgllCSMXd8KIYtSC8ld8CEGzElrXqEpCqW02lysvn7/1f6wHe0gJa3qkih5bs/ODt5PnBPGstLcmLWQgnNBGCIJkw/H9sCRppi+JJNJiHE+cUVVAMkpRq1UhtctqhDCfIXDhDnnLy43ny8qnHItDSQPOTjrjZYEyLxJQQkXck9mSDxABggxhMknDIRgiIExKpU0hZ6G3o5j33cYgTKupBJSEEiEEMw5ppQzjOM0jlOawSSYEwIixJR98Cmhj5lSQRihlBPKun4kw+iCE1wtF4ury5uUHod+ZMBIJimkaRwFZZjSK5ctYs4QYnI+OuepYEZJKWXXDyGhUpJQlhASBjtNLgRCCGLwwU1WYk5ScCN0CC7GRL5E0AnQjACUcMYjxhTTNDjERAmTQnAmSCaQQBmVGeSUY4iUMa01YzwGJGHsY3aj7Y6tZDpTJAh+tN57DjylVBSmUoVkPAtpx0lwwRlNMXVDl4LnjAFBxBiCmy+7VV1xJpSUSuoMGREYF1xIyviseAlhQlLMgRDCKfBPHx//7d//HQC++eZnd7d36+XdZn0dPV2tLn/z63+4v39X1csYsnO+73tpRL0o+/HQ9i/tsBumbrGsM+bh7NpzB0A3m8vD/jwP8HTJpWExJkTAlL2fRVOcQxjz3jOmOH9+hBCc9yEGVZWR5G7omxgNZcaUi8USpI45d709DOfDds+AoU+A4CxCxhiRc2EYzQDO+RhCXZWLpp4b1T8/PkHO33zzjVLqcDga/V/H48FaO03T7e2Nc+vHx4dz1zaLxT/87ndFUTy/PP/Lv/5rNwxAwAf3+9//Y1kUz21blCYEt91ux2FkhNXV4v6m0Eo5FZQq7OS/++7PXT+Mk12tV33f90M32THGuD9sf/jhu5zzmzf3t7d3kx3ncmHvpxBi3w9V2axW683l5Wxtc66M0YgxdDF4cC4p5R8fH2OMnDEAbJpKG+F9Kkv91Vdvuq7vUuCccU6tHY/n08u2BUAhNOesKDRlJGGQSlZVZe3kJ/SCCq5jDACEUm5MyQWvqlIInnN+enwah1EpNU0Tpcx755zf73YPj49d2zvnP378mFJaLGrO6f6wPZ33u90LpeSbn3397v2bx4eP+/32+fml61tMab/dKSFxlYui6Pv2dDz1bV8UheScArm+uk6Qt4fD4+Onw/HEBTfG2Ml+++23BHiMSQjVddsQvFGGUmCccs6ahdJaNU2jNAeSFosixODDFJIHAOfCIbUhpfu7mzf3b8qyPh6P33///X6/p4RIIYdhGMcxZzgd+hCi1sQYjDHOer7t+o+fPiutrLUxxm44rzfLm5u3q9Wibc8//fgjYOaULRarnOHx8fN33/3AOeOCCS3qRSO0oII2y4qjRikfHz/FhJLyiBkzMDq3xqN3kQCRXBJKq8WiMKUSauj6oWufnp8fPz5E77xzyYfPz/s//PE7zKkoVN0Uk++HcUopLFZKcpqVklRFm3afd3XTGFVjhMP+0HZDDFhVS6WUNqi0Pp96556fHp+tHWMKJGfvfPBhzngAwI8//si5vLq6dnMOhLHVulksupfd07k96GKzXC0oBSJyymgK8+7d27f3MHTjcbCCicfHp9tbtlyu796888HvD4fqof7w8cO333+PMQpOtZFloTij11d33kbr8dz20zR4NzAqF4tVUxnO8vl4oJQs6sqYkvPImSjLcrFYFEVJKHXeJkxAklCUK8oFt9ElC4g2JpGBUUqF1Jzpql41ZW04lTSGGP/wn//5zc+vjSjjYN9/8z4zGL3vrINMuSyH8eRcjL0/nbsQMgH+H//+n1KVSleT9UVRrdfrq+tLLsgwdqd2ezydsUXOCeRsnWvqZrFYKqUfPn3q+4iAi0YqqYVQTArvh8lZIdJmfVGVi+1+T4APvfMO2/MwjOPl5dVisV4sNk2zZNR0rX15PnpvNbimWuQwliq9f/9VaWrvPCJWVaUKfuoO2ihTmH7shdRV3XRdr6Q2phi7Pgbv7LR92UpRX9+8/7vf/Obt27eEkD/96TvrbET8/PmJUqqUjjE413b9gXP66eHTx48fjGZKckppwpQiEgCthRSKgSzLguUiePHw4YObvFZ8GHpMvXM+z/c6SiyXZeL09eYcMybkXBIifIDjoT+cW6CwXk4s67pofvUPv06WHnb96TjU5VrSihFYLm7urt9TkMGB8xg8breHz58fP3386OxUVcX11WUllu4C19Wn5WK9bi5/+5u/L8saEabRuuBjSCF4Y3RV8jxLiEwBKGDGnIWUgIAJMcZAXGZeCPEq4ChQyighkBKBTIFRBvOKasa/8sxffcLX8VMGyJjw1Yf6q0B6zTbO4cy/7K3l12IVQimnhADkGOPchhIRBXAKjALFWVrkV1MJ/uqx4asb+Ir2Jn/NzgAjr+KLhBxyThlmEfqqFr9oMTpHKOc1ttdHzTDn5OfxzetcDYARoOwvT/7/s+by/MBztDNnmAXkF6cOADIi5PmLBP8Sj/ybs0jnu6gvr+IVGT8PnuYY598uzhFCaE5fHiGTLx7b3+ZqCRCA13WaL6YlhTkDE+dIEeVczE5jRpKBpFfl+WpKZsCcE0Ca9+T/JnoKfxWZX047JZkQoAQ555SSnCHGnHOWAojkgmvIDWO4227/+J/f1XV5eXlxc3PTNDXn2rnx+rpZrdTDw+Off/r8sut++cufH/ZdN/QA/HweDvuzMRUiPD9v/+Vf/uWbn7+/vrkqC71afTrsgVE4ndppSoJlzjljDBGtjzKwzZp5F8dxijFRkiljWinnkg/RORASGMVxdCFGSmlRVMMwIoJ3MThHgJ5O57vb9dXVxcXFkpE0jIMx4t37d/e3931rKRhKzXff/2m1uri+uVVajsN4PrePj5+ttULI1XpTVFWzWA699bgdHZ5OZ8aYEErreQaNbrLr9Wq1bH74YeScVZUiJMfg9vvBu1joUmhlXfBuAGDL5VpWebDw8nLcbk/b5xMDIEAoUE45IYQJbky5vlxXdTGPYcZpOp9byNmO0/Pn5/N5gMybZiEIxYzd0HMhpDJSy74f+2Hsx/H65rqoCucdAHjvT6eTsxPnoqoqqRRnAr7MQwUTRktGSZxCxBCiR8hVXRGaX7bPZVlIrYZxGLvJWquMppRSTuf/74RCRmCcphy22+317c3l5YKxey5Y3dSLRbE/+HE4MRqaWmqlrSTT1E5TV9c1F6A0Xa/XdVUTRvu+BwDnvAt9jJJlbsoKM7Rt33VdWdeNVlob6yznYrVet+1xnHogdOiHhCnnvFkvjS4vL65O/CyYqIuyKIkpuKDSYjBSvf/qmnNBKU85LxaLi42ilCqlUkqHwz7GGGI8nPaso0pJbcQ49nnCpqmdd+e2bduuqZbLZblZbRjlp2M3TGPC7LzXUnsfY0w+BkRIKceUKWXex+Opm9/eulkwxbikQJn3LmeUwjRNtVgsOOOM8MoUq7pOKcYQ97uDHy2lxFrnrI8xUkY4J1IzoLRZ1EVdSikJ203WGV067zOgMXKyU5yccw6qiguagXPOGGczn2OGVCNGzhnnPE4BJCybVakrgmRujAeIkgnFdUzBe6+40qWudMkOhxBjUVY55TFMcfLZowvTy8Mz9CTQOI3T2PaMMpIAXUSWCEJVVqXJnBDG2OwwHfa7nHG9XkklcmYpJQBkjElZKqUoofPeE6XcmAqA5Uwp5+t1xbkgjFrrirLkEZPzfhzHlPB4PNZVtVquhKBlpa+uVkKSiDahW63XUuqQ4ml4+fbP2//7//mf0kBRsWZRaiOjS2ObhFCIOcVUFNUiADBBKDXGFKacJidzrKtGa8O5+HKVf12NTwlTTjHGFBFCIoEiY5yTjAkyck4vLi7YMD7vjvv9cZrcmzdf/eZXv5366eVpOw5Ba7leb85dmzLqQseYXl5e0mc/r2inkIZ+VFIyyjnjkOHN/ZsU0zgOIQREREzWW0qJdfbTp09lVZ3bs/d+v9tnyGVVPjw8zRC2i4urRb3AjLuXvbPe+/D09EyAhZDHwR4P7U8/PfoQi7K4ur7oukPbnfu+6/vIGG0avV6vpNIfPn4axv58PgGhAMiYKMsKcz6f23Gyzvn5g58xChl98IBRK2G0OR5OfdfH6BfNoqkXbXs+nc59N8xM86qq7u/vtNZd1+2Ph7JklPIM2dqJMqiqomoWSinGaD+0hPLN5qJpmvP5/PDwtN8Pi2Xz1btbSikhea6sHYaBEDJNtm27/f4Qo9daUc5Sisaor795v9vtuKAx2j/+8Q/D0J3Ox9/+9tc3N1dKifPp0PdtQh1jEELmDIyJabIvn19CCH3X55wPh4OUsq7r42GfINvJfv3+69sbv98d97vT6XgMIedMIRNE4IxhYn5GKWpdVyXmsFjUd3e3X717WxalD/7h4WG33Z7b0+nUjePova+qUmudAV5entu2RUQpX1HsSilCwHlPGHAgUvKck3NuPpPe+27YKy1STlIwpWSzaC6vrwAwxGCd00IRoCnh+dzHEKy1MUVtdL2obPDNql6ul4vlIg7tduwSwUxJIpnR/5er93qOZEmz/D7XHjoFEkDpurdvT3fvkDscji2fhjTjv04zjtnS1rjGkd19VWmoFKFdu/MhEqi6+4YqJJCBiMgIP3HO9ztgne36PkF01gLEoR+c9ZnMYh54zZqqHrq+68bD/YGiSDBwyq5fPI8O+nY2VqUQnbXeeQwgpCCImNl657MiL0q+zB4UWQkRUkzBBaX08XisV01VVoSSoiy32/Drr7fe++0mn+fR+xAD2qy3kvNxHFerdZ6Xq9UGUvLeu+Cmacpy8cPvv+MCYQQAXikddCCGbNfbPMtTQIf9MQVclc3xeEJAQ0Kbi91qu2lWGy4yQNgFd/vl5nRqzZ2hBDilhODu2M/GR8K22/Xbt6+vLtchaO+UUT3CeJ7V7d2DMzYlYIw/PNxjTBKkEKw2s9aKctqs6pdvnrddq30sI9Kzf3iYh7G3DhjPJS/yMmvWdZ1lwU1Dd3f4fGd8H9Ns7PD81VW9WWV5s175u2N7d/cwG4c8xYhCQpQwRuU02bYf3WEMIW63ab1ecUHzXDAOTVNGMITg7757FUJs25M1wToDgHwIlBLKM0aFtanvJgLUmpAi7toxOKxKPyk1zbrteuuc9YExIUUWQry7v//l13djP/Z9Tym1DuZJ5Rkr8rzKJSUkxuic67rWOhVSuLtVV8/49fOqXv2p66e2G7IsE1wyypZTPSU/DFORc+/MLz//+PHDu3mehnHURnvvMcbr9YoW1FiVwFDuOSVlSS4uiiKXhKAYI2PJGAsphGi1VkaL9Wo7QZjH2buAEaaELnEbIZg1xjo/BX88HWIK3hmEIiEIIex8AISkyJpmw4VMENRkSVIM+WDg5YvXf/j96ubzQ1k2m83lZreRWabNmJXNOLYfP737r//P/z3NPWVovRV9N2t72J8+rF/W3/3hh7/54XecizyrOCMpOGt9ezr6EBa5GQLx3nEOCCNIkGJYEJApnSfOpBQOYoDAOH0KK0KClEJKPniUsD+v97+VFACL3nryvM6RQ0AYEbREG88KDD8GDREhFD0ZWY+x0uVrsgQPlzeJGNICq0QpQnqSIvBkgi06JD0GFhfNkxac2+I3Lu8ez1nER9QnetRsKSWISwUr52KZsFgi7ovQespVAgCksASlHhVZOj/pPqurpWF8mbNLZ3m6DLZFdBZIKUFKCwvntzOPy48/moOPSutJ7z35ik/Lhccxw/NOeToAXyEvZ5EZlm1CaCm+OluC8IRwhUVwSQAAIABJREFUIQAB0KOUS0/68WyzpkfH8+yHPm15QmdL8aveWyR7WsK95JHtGQESxphzVpa5ELQsZFnmx9P+7v7m4eF2u91eXl3udltKEef08vLi1Gv70LXdsa7rvJQPd3cfP//648//cXt3M6s5hKC1mcbpeDh2bXs89iFgKTOMOOeeIEwJwYBDjNYZpcxhf6rKfOklxygJzos8V8r1vUYINptqd7WqmqpuGiF4CMFqO/ZT254EZ1LmWrlje+rHseuOhWRXu81m88bMKkRfVsWqvmAsPxwG68ePn39+//knF+0wt/M0TnN3bPcPhzujTdcNh/1xUvezGq2Zy7LOl0EluWWULXvPObteb7133tki1+M4xhDzrIo+GeOmURFEyjLfbreyWgO5/v47dzr03amfhtloF3w8g3aA+BABEKWcS2asUvM0zzOl1McQUuSCYsDLmtN7N80zlwIzypgIMVpnu25AiLAT68cuhEAwyYs8z0ohOELYGBV8kEJghGJKxpl6VUrOtDMu+H4aw+2X5cMti1xZ65wrmwYRMs2T1ialZIOf2gNQgiiuqgorBCQmHDCFqs5Wq1fLOJlWXQpWclwVguJIUWjq7HK7KgtelWVe5mVVVU2dUjLWJhTGaRqHoR/6kq4LVnEh+26Y5sk5L0K01h2PpxAC54QLTgjlTBijzqB7DozyPCuKvJhGRTCRQmxWdZYz5z3Fvq6y3e5KKdP346ntjDJylb9+/XpxJjDBwzgejvtxGlarijKKMUGYBO+HYXTeE8o4F4gQ68OsNcXch4AIIYwhTNxCuPLeOh8jhBBdiAA4JuBSni30BCITlJMEQAgFSIxRZ117bINzlJBVs6IYD0OntY0xOuqE4FmWLXNDMUbBeVGWeVnWdSNyGUIoy1JmOWf87v7BWlMUxXrTiIwfjychuch4XkhIkTFWlAWCqDWN0ccYjXHzrHnAAglvkyCMYMwozkQBKSEgkCAFFFzSsyWYcSkkyzFYHHBKCUeMImKIBx+6Q2dH60lIkDIm67q+2l1Za2NKdtKtDQgj770HH1OQXO62V5hAUWQhhpiClCLGoLU6nVrOJcU0pSRlJmReVnyB4fkQQoCUIsMsRpwSUADEKKeUeT87p2KyMqN1k01q6Mej+WT7qX/14m1Z5auyyoqm+Ctzcb7ffylqLovt7uoFwmlop+DHlJC3vmuHGBHnUrgQUkCIEsyGfpIkXuSFkDmlfLmKLhfSGCHGJWIdvbfJJeQwYE4pBojOWj9NiUuMMCTkrE8BZbLMZBkdUMoXLEFZ1to4TPHu6tJ42/enh/1NSou/DozxGOJhf0CApZRVVVHKFvrqNE3WWmutEAJhOBwOo5oTwGa77breh8CY9C523di1p0xwzjOMoMhNCrPVVk8Do6LIm6JgWp0+fvycAC6vds9fXPsQFgvR2pjnRVXXRVnGBPcPe+estZZSjjGljCdASpvgFSSktYohLuxpTBClRAhOKOdMjOOEICIUyyL33g5Ddzgc+n6YZ62UraqqrApC6DRPKcUsEwijEAPGiFLCBRdCUEaXREf0EJan1TE5Fx8e2lnpouR1XUspFotvufFrbRbsO6FISMFBCsmEEAXO53kkBFmnb26+HA57bfSrV88uLzeEisurnZB0msZPnz7G4BdnmGAyDeOypFioMCmlLMtOpyNhjMt8tVo5G6zxx0NvjVPKhZAoWXCRIoSozcw4IQQJSWdlKcPbXf37v3m73W6sNZi6BDahiAkuCuF94FwKKQHB6XQ8tZ01lhASAKy1m82GC6aU6rrR2XCGJHvnPXDOAUdnYwKHKaIUEYJS8krPITjnXZZlGc8ggtV2moboAyDQxggpirxQQSOMs1wWLptyS4QBgmOACIlyiglywYXgFxwrAsQozbIcEgTnnXPWGOc8JKCcEgSYkNV6jSKB0N4/GK0dJimliAjCgFBEwabofV2yQpYyy8qiljxHmDLKAZDSOsQjIrgoiuVkkFIKITnDVVl4bwz1GKEizxnF1vrr66ssyzEii/lJMLHGMEGvV5fajAnCPE/j2CeC8qpICXyIwUUhJAZKGddaK61ijJhgQggmhDKaF0XTrD9/+jyM0zxNjGIEEENwRgPhUlYvX77+4Yc3z642X24+7O+/KKUpY8GDMVYrtSzIrNXWamuNtdoYZaxCVOaFvLy6ME6RWNSMTsL2vXNOA6IiJ3Ups5JUjVw3zdT7h729vT9YN4WgrJ884EuPm4s1o3kMfdsONiSBcwHce+Rc8gQAU2fnttNScmNM13e3t2y9KbkkWSECFJTiosoRoATh/v6gjY5hMWoSQhghBkBDQMFHhJgUvGsHrY59N2V5jgjxyk7zSDmv6kob4/zJO9+1vZ61NS4En0IMKGFM1+uLOt/EgNSs5lkNQ2+9Qvi8ECUE7y4vZTaGCCliSjjGlHPhvXMmEMI54wDx44f30zz3XUsZM1b74F68eJFSEYKOUXMOdSVi8Ot1XuTPVqtVSmEcx4d7LwQiBDPGCYYYQopJzbrvRs4I4UxwFiPCGBGEY8A+gPe+73uEYLG7EMYIo0VhUsrLshKchegp4RQLDNQaTzBp6noedVVW603lvFNG98O9LNLD/svPv/7bTz//S5bzV6+frdcN4+Z4mHzoKQ/ri7oqKgDsTDy1DwgRBNi6GQARzhmjlAGQABih5aKKIsKAUHLGxZQwwoAJQQiALOjJheCP8JkClVJaOrIWEfUoJxAgSPGr7jnPui0+GqLnrB+ckY8JIGEAhAmhX9GTZ0/wKalI8FmmpQQpJMAJYUQAI/SoOBYr7KymMKBl9YrioxB5lDsJnSUWwRiThbxyZmDCMt2XHuXKsvwFvLQNICCYpuSf/pYFVfqtrYe+WoXnt1zMvHPq8quWS08a+RGcuYT3fiPLnpoL0JLIXIgoi/A971yCzw7do/uXHusbnlKfkNJ5zzzOEn7NneLzRsUn+swCs0AhAUmAvrHp4FE0f82HInRWn+hRIz8OLiZAS/gUYPFIkfdLegoefVR8/idCjHIhRJ7nRVH4YE+nY3s6jdPkvCvLHCFEKS2KfLtdzdad2vtm1eQsv7399OsvP71792vXHr13gJK1pu/6xU/GmCQgWgFCwBnhVBBCcULeR4hOjWYfTt44Iah3kRIEEQgmRZFtNjEmvLtqnr24uH72DGPqYzBGTdM49EN7HJumDC6p2Rp/55wZx74qJMbx9evns5rHYeBUrlarsmKIlMdTf3P38Ov7d7LIslxwQY9tuz/d7483KaUQvHXW2s5alZKH5DFKWSbyIqeUW+PmeZpnlZbOIcqrSsQIwYdmtRr7aVLGeldkXEhBKGYUi4LttplkgiJMgExIOxswOsM2Q0jL1B9mZJ7VNE4xBsoYF2K1Wk1UBeeXNG9IKcZorEVKMc4xxoxx6904TimlbuiCDzKTRVHleZllAiEc4+xDOJOTQvDR++QDkAgRAPvoZ6NCCJjgqswTgoSAck4Fp97Rxam2zkOczcwVJ4IkEnnOy1UZorNW7S4uBGfWmPvugFEqM1HmGSMIpcBQXNVFmQsueVlXZVXJIj8cjqf2NEyjUso6SwXFQEIC79w4K6UMZTSEqJQJcaYEp8TVrDBBKYExjmDCKGWEEUSWHnlIQAlFgBCQGLAzESOWSblebTNpMWJauRCScy7PixC8zLK8zN+9+/Xh4UHpWQhWlsXjqjIY4wCRRWVFDyHA4XRiRASXOJeEsQTIWOdTAoIZEkobba1SGhFCmZB5oY111nkfSOQoQgghhogwxJCWI2uN3mxWUooQPEoJRVhATQRTLlj0cSkFJZRiSgijgJCxbhyHCIAxTpCMMfM8E4KLqhSSIZw4F3mRV1UFEAmheZ4ZrTBGhHDnXIwJo8SooFSmhL1PIQVvPEaUYAwRgvPexuRBjQYBIZhSxCKkaCNCmCYqaRY5KK/1oPtu8DRkGa+2ZSnLQuSSCm3MOIzee4QR4ywEDwgoI2VecUEZJ13fWeswRRijEJLWxjtglGOMKYlCYCmKBNg5PyvV96MPQYjMWut9pBSJzXp7sdsej0EIVJR0d1W+fH1xt//yT//1/3I2vnjx3f/xv/+fhAOTsLp4LXNYbbI3319rM5SVfPP2zTD1anJKKTWpcZimyeRFiRCNHqz3CFttbHdsS4av65ox8ejvfb3CxgjBxxCS9z46QwIlgDFhAGlW4+l0DJRHyggmq2YVff/wcPyJ/mKN9T5WZd3UNcGcUl7W5evXb2etAOKXz++0NhjToiizLMOITOMMgJXSXdcZY2JKTpvj8ei9DyFWVVXXNWCklFpvNn/8458QwtOsthdXz64v729v/u1f/6NpmqauV1XFqGA0DEYRRKpy9fbND4TQL+VN108AsF6t1qt1SsEYff/wkBfk4qK8uno2TeM8zyklmWWcc4BzO8p+f5wnhRHOZGGND+FcRC8lz3NRliXG0TprjSlK+ez5RS6zlGCcRmPUMAyHQ9d1CcC2bbtgZMuyWNjZhOBmVTeruihzpWZtNaEEEJpm9fDl3WazAgRZlmHcj+P4/v37Fy9evHnz5u3bt3kulzzD8XjkfPXy5cuffvppGCcps6qqnHNte4oxAFDr1MP+pm1bSun+8CAkXa2a3//+d1LK0+k0j9Pd3U3b9tOkNuvV9eXlcsschiHLMikEZ+x0OtWr9dXV1TBM7alv244QKrPMuZRSFCKr63qaJm2M9z5EH4Ixdnp4OBCaIpi8pJTHY3s8tV8Op9tjO3NKN5tNWVbjOHHOCSHG2X7o1aTquk4pWe+a1WqzXllnTqfT6ahCSAAMAEL0bdcKKfOiIgwDSi5EH/TN7ad+auu6rqvqzZs3KYIaVWtOYz9ghJumAUDbzcX333/fTh3PeVEW/diVq+rV96tuHpRVBBGRZ5nkMbiubQFBJuXFxe7iYlc3q9Pp1Hd9e+qmccwzsXr1TEq+3IEBQArRNKv3H+6N1QgzIXH0aTSa4EJmTHCKgWKgjAgMlABjVBZZfcS9UkYpwzivmppz7nRUynz/u6sYPKQQgiOYxhBS8hhnm8327du3McS7u4fD4UgIaVa1t3YxAVJiyk7dMPT9Ka/KsmmUMW07qEn9/nd/SBG1p44xUq/qy8sdADzcP9ze3d/e303zDIBnpY1xS13BOI53hxuI8er5xQ9/+k//6z/8/cW2jl7HkNpTe3Nzu1nXsq4h+b1zIQRKad3UZVUQio3VC/GVC4opJAgxOoRQlpWMpsNhZBxTRouc1jXlWcwrvNpk1mLj7KkdheSQYFJx+OvN/qifvVJF0wQP3sM02cQ5Y9D3vj3ZGM3rNxeUBgC7Xm8QTu8/fPjLj3+9frZ99fYa4SRzEVM4tgchJGHUR+9dDC5677V1xqXNCgtR5jIzk5NcMirU5O7vHpR6+MMf/1DXjY/h5vZG5rIoi0+fPqQEjPIiKxLEbmjNbAj3WZXVdf3mzdtnu1f//P/9x+nUTtM8TVOIRub0zdtaZKTv++3FxeXlrqrX79599DYus5TeuxjS1eV1mdecivbUDsM4zyNlRBuNcMozARCHviMUmjpr6mx/eNjI1aqp37x5bbT++PHTfn9XlNlutyOEYBIYS2oejvtTexy2mxUhizJ3y3APJkhK4nzU2i+zaM4DowAQx3Eoy2bdJMG5szYFfP3sRVXWgmXB+8+fPx33x76fv/vuu2t2oc04jMdZjxEN7z788su7fzW+fbZ+9fbtdd2UUkTBw3ZXM4mUG8PkMSJmMn/+y49CyN3FZVnVkmeMCyHZAsRPyS9SinKaUnDOaT9TwjDlyrWEMoTx0E/WmqVdJpOSYuqwW54QY0DxXBr0yJ8ESN/4YMvCHyOMACGEz6STuKgUFB+9Mgz0G0mUIKXkwyIuCCGA0WP200eIGL5mHL8ZnjsrEfxo9y0Tcd/IFgSAE0CChAnHlMTw1Zs8lyWcLT4AQNYEo+eliHVx1eIjnQV9/YXkUWp+o44WSMzXm/i3fhv6jYP3jVP4KByfXoz/hxc/7Z5lVyIMjzDUR8dvcf3iV70HvwlznoOXGCGMMELLYYrxXL6OKcUpoQDR2wCLP3o+amhR0Y+m4rILF882Ljv7q977uk8QACaYYoy8TylChGX3UkgpeAhhqZtKHBNKaVGQVbPpml7Ntu9GBLfXV9fOBSFEVVW73cpG8+7Dv3OREJY3tx/abu+citFjDBiQUurhYc84+4d/+AfnwuFw+vChzWSqK87rDC0AIojBJdV7fejVMPMMB+sEJyYTMYamqZ4/3zHOE455mW02K4zxNE9fbu/a7ti2nZqjFMmYoEZzmr8oM1VVGXrDKLm5uTPz3LWneZyc04T9/sXL1y7Nv3w8/vjLP19cXr95++b5q2c2zcePDw+HL5imPBebbROGAMYzjoxTs2KbzUYrZd1gjVdKjePY972PQQi52+4wpia4vh/bthvHiWDKJQcMh9N+381Zjq8ur40xACCzDCUaBBDMlsYLSDCNc0iBz0ybGSBkmcyyLBPy+dXzz59ujvvDctJgSrKyGMfpeDwN43B5eVnXNYfMOuudw0AxZYJnlDIhsizLAUBrFWJYmlGWa10/9pPC1tmiKESR5Xk+joPzdtSqqqospYf9vh16bUyWZQCJSS7KLITQzf2gx3WzWm1X9ar++O5937WM4CIvYvBaKcGY4EUhM0Jw8H4ceyFFLqXzji65gpju7+7ef3zfj2NRlZvt9vr6Wh9Tf1D7/V4pgzEWIgsxzUrH6LNM+hiV0giDtWYcJ4gplxmhZBymEIaO9pxLToUO+uHhGGMghBRFgbEYB1XVtZQ5pWLWqu/H47FljDWr5uWrlzc3X7TW4zgas1o6Y4w+Q4mFzKq6ury8VqPePxzfffzAiMhFXpZ1imCdn+eZUpblhZTy7u5+Pqn98cSFqJp1vZKDmtuhV0o3wTHOrbHeO4xRJvgw9JBC9K4uco/wMPbeeYIXfS0FE1kmFuCvc857r7Qx1vlTO+n57uE+y7Isyxhj49hP86zU9Izj9WZdNy8QQlyIpmkYYwt2+NOnj+M41lVDCRNcSikzkBkVnGdKGTMrPZumqnIhYgKnvXMBAOZRee8hJoIJRDDKCCYEFutyQ8OQDBhv5tEE4jNCsQcwaWonznk0cWzHaZoQRmVdGqsTJCH5ZrtBAqeI+m48tUfnTVmWhGBKOcWcYIYxNtoDGM5DXuQYJ6Xc8dh2Xc8Yx5hYYylCNIQUvEvJhKTa/vbPf/3vIievXu/ef2hQEhcX62USUpmuH+6VOWFmLi6LhLK8KG7v70+n0zya6+sXBJjRUetBzV1MEFHCDDPOUkSMcu/N509fdkW2y6SnFCFMCE2EUZpQCCGY5RPLCEIoee+Uc7lVLoXjqT/OKhBRNluKGSX0sD9N/eyMHbr+YrPNsmrVbIxz1tgff/x5UvOpfVBKIUQW4khd1pRyo80ChlpE//lug89drm3fR4CQoK5rIWTTNEVZJqBVteq72dn09rvfS8E5pRSTceqDT1VRV2X93dvf/y9/9w8+xB9+94f//Hd//9PPP3Z9O47jdrsN0d0+fK7rYnd18fzFy+Pp0PfdPM19PxijnXXnOhQfpslBguABYyxlVhRlShEhwBh7F5w3xsxCcMEFY0wbY7Qex1nKbLfbUsooHThDzjmllNbaWrter1+/fvW7v/ndfv8wzaO11lpnrDbOtu2gx+Am6pxLKRlrYvBlmV9fP//P//PfXV5dYoyWpGsIASF0cbH705/+KAQ/nk6AsHPu9vb29u5LU69kxn10mOD1ZnV1ebleN0IIjPHt3V2KcZqmsiwReoYwkpy9efPmf/rbv23b088//3x/f6/m2RqzrOYRQl3bffr05XTq1GwxEjGk4OPUqbk30zR570IMZZlvNs3l9Wa3WwEKUsI4nt5//AWT9Pnzp49f3lkfN9vN5W6HAA3DMIw9JQxjEmOUUlC8TM2SGOPh8ND3LUAiBK9XNSU4hOC8dc4xxghGjKIsFwklbdNut0k4YYKFZJSSmOI0zu2haw+nlBJlFCGcYprH6e7+btAjHemk+4f9Q/SC0Q3PhfCSoDSpCVCoy+LFq5cE45SS9yHGIDir6/p0PB33+3EYmqreXV1XVTH1/V2Kx+OBwgCBUhqFyDarmnEUovPOVEXBBSUYoUCs8sFPp+MYE0RI1odJKUZ53dRVXUcARAigFELknFMiMAKj1TRN8zwdD8f1etM08ubmdp7m06nFmCCEpmkaptafDLqNXCCRESHps+dXmPEQonO+qqrry2shxNBPSikpimEYfv31164fqnp1cXGBCPnLX//y17/+dZ4VY1xyzrngzBZ5ebHZ/O4Pf/rdH/9T3w+Hw713k7dKCLm9uHzz6rrIRQyuqeqUkuB8mqbj6ceYoKmLvJBcckDp5vbL5y8fnLeEpq5DMYK1brNtCBEp4ckdHz4+3N9/bspiOA3DqRcyU8pb7WeNdrtVWewEX3en6XgY58lCitbo0xid81WdNU1zfb3rhzkBqaoK4SQzwTkpa4kwhOAJwYLR5RRiglFKtZqMt4SSSjRC8qpcE8xDwBcX16tmLahQs48RW+fKqlFKH9tjVVUiE9774/EYY2ia1Xffvc2HTJuJUpRQwMT5EJzz1voQorVOKe19wAQRTLwzLqhpHkMIu6vnZbU22vT96F1ECVGCGechhBiAIlZm1cVmxxj99PlTP7Yh+tvbO346CkGfPbvW2nhnX796nWcZJmie5sPhcH9/P/RGypjJOXhPmGfcP9w/nE4zIcAZpoSaEOdRpbg0TzIiBUJJCb2M32vjMAJMgCIco5/VYK13zhPEKWVSZpzx/f7+cNhDQne3958+//L5y6/b3WbUUz92/bQ/nA4Yw7PrK4TQu3fvszznhG43zy42F2W9xpz082CN08piSfKmzNeVkJnMcsEFoOSsddZijNr2pNT85s3btj3d3d3neV6WFUd+nmdrgrNRKwUAmcyaev04LEYwPrtW55wkAH6ioTxGGR8rztHTDF1KCVA6i4dzmBIDQssDZ/hmSgwh9ChXAkR0tpdwRCQC8hEignOmPcHXkcCl7S7hRTbFp+m18/weOscpAS8BU4CIHq229NWUSwtyJZ47D+A3eciz1Hky5h4tRITgMSSaHiOX5xjrWTHCV9MsPVqJZ2H8zZDeI4TzrD/h0SqNMXyTJl2MykdxeB7WQynCIqUTOsM+n9y4p5nDpwORAMXFID07iSimFGLyYdHUgFDC+MxtXTR8esKywLlU8Fsvc5F5CBAgis4GKQ4hpbBQYpbfiTFOCKEYQwJEMI4RYgoppqZeXV8/n6Z5Gbf7/PmmrIo8z/u+V2489HvKnPOdNrpZy3rMlC1lQUY1Kj05Z3e73Xfff/fq1Zv21O/3LU63CBLFSI3WOWWN9y4pbYkEYABkKUxMMYA1/v6uEyLbbrOqKVx0zrtff/2pqipCSQyOc7bbbV+9KIWQnHGjfUyRcCAMZVISRm7v7pzR09j37cm48djf3e3fYMKqFf3Dn94W1apZl5gB5VhmNAANUVPhVlu+qi+sKpXWCQgA2R8efEjGuK4dvD/XHzImGZPauq4b2rZFQLS23ntKsA9hGAZKKZdBWxiHaeiMUZ4RNo9GqxA8jjFSRppVTihygx3vRuccoaiq5MB5VdXPr57HELz3kNJSSJkgYYJJIgCo7wdnHReCUsopIwXR2njr1aQ5m5yzS/1ACL6uq+UjQxj3KWKMV9tVSsl4mzQYb7VW6nS6ubvDGDPOmBQRYBgGSgnjjHOuB+Wc41xEiIhAjMFZZyajZwdRpRBQwEVeZJlkhBGMCdCMhzwrCCWzmg93x/v7Y9XUCEhdr41LBPOUcAIaorXWam3KsiyKQojMWm2MiRG6rjseA4K0WtdScMH46Xj6Mt8FjykBzolkWZbljPEEoGbtg8+yDBUUEu678eb2fp6V1ub8iYupKHKE0cePH6dp5lxst1sANE0zJgQhTCnz3seExllP7z5obadhNtZlTdVsNs+vXrRtd9wfpllxFhIAYUwZPSsz68RzRiixwQFBWZHJIqOEWeu6YZjGgBHarGxKiWISfZwnhQFJLmyCGANKKPiw1KYjhIWQZV11beu8M9YIIhcJp7VOKQkhmlVdrWofPKEkpSglN9Yaq4cBirIkhBi9NDnLuq6Xn2KMkUAIYowKCz440Mom3yvKGaXe2ZQCxpgyKogUVHLOvfdOee8iTkASkSxLBXDCHbYWTCUrErEa5mmcEELG2H7oQwiUU4LJMI0xeplJ7zzjNKTQ9q3Wc4LImRNiUXo0eFDOUEIpg3OHDsZlWTfNJgRkrVvKYygAhYQF45tNzVicpsPHj/3l1YuyEq9ePycob5pd3VSME23GL7dqf/pi/FDWPCsKjNk0q8Ohcyo0fCtEJrhEgJUyPkYqOVuepYUYIwTr2nk02oQQY0z4XF9z1lvLXQNjzBklFEUUg/fGGOuDUtPx2FqgNiCMRZ4XOreH/XHsR2fcxYYwKihlCJFpUrcP9+M0KT0454QgQsj1el2XdYyglQkhhBAJwglFjBDGmHNOE9XG+Bi0MfM8r1ZrQKjr+mnW1jrvolGGEPH61Vut5+g9AZznVZ41mcgQImVZV1VTFGWMsev6w/HYD13f92WV16v67dvXhKD1er3Zbn3wSmvTdn0/aLV0+yJCCMbE+xRDQJCklIyJ9Xqj1Gyt1lobZa011un1moQQvHdqVkM/juP04nnZNA3GJKWIEJFSLlhOYywhdLPZvH3ztuta51xMYQELhBCsNdbGFAkAeB/maaYUFXlWlfV6s83zvO+7lIKUcrVaCSGapiaEEIIJRhHSPE/jOBijYwoheuNCWeWZzJ49v85zGWPo+/7m5rOzdhmGWZ6j5FJUZSVldnnJD/tDDME5F0IQQtR1jTE+HY/tqR260doYo9c6zLMx2sUUjFcxJsZIXgpKcV1Xr16wxKlxAAAgAElEQVS/RMRpPYxz9/OvfzFW393eDmNX5Nvr7XZ3eTnP8/6wd87FELVWAMAZo5hwfkZvtW3rvcNn8henGFtnfUAAiFLKOROcLLWECMWqKoEk65z3VmkUfGjbtuuGWamcZ1mWcy6cs+M4ffjwCXNUrcss8mVAVNCMSc6sWNo/Q4qC8/V6XRYFADw8PHjvtFYL/tA7P0+qyAqZSc6YJiSGdDy00WGGBcGpKvKmbhAKxiqIkRPOCcMEQ8IpoISRNbbth3boZZZRwcuyrJsV48xYK6X0MWitQ/RNXTV1dToeFkD2SKY8L2IM+/2+74ZxnJqmSSlq7cdpNH4G7He7VZ4X9bosy3xU5tCOQghKaZ7n86ycc3mec86dc4fjwTofE1xeXuV5vuxtxnieZYIxQlCW5Zc7enW52+0u87x49/52HFsELpekqOqikDITCCVCyMXughIaQ3h4eDi1PSAsM8oDTTYaZ7qh7YehKDileKnVYpxdXm4ToGGchuOp7eY+kdOJJ4sKUT1/+cIq09oBRbxeP9usd5yJTzf37Wn0LsiccSwQkZu1qOr6YreVokxA5lkvJdJ5nj1/cQkkKjOk9MieRynG4DwsPDGEMWOCMS64CBHNs0Hgt6srQjgA5lyuN1uMSZbl0zxP47TerouqwATH6LXWnDMfLGGoLPOiyGedZn0ch+l06jguFnT1UuAWQrIuJOMTDjFF7z1hEhAzxvT9MI1GMtbUdZGLsExG20QIETzLMsmY4FRar4+HI6G4qovtdmuMUnp+/ep1nufWmvvD6ebm7v5+b22IIR2gj8GJzHPpnQ3ORsYxQglSjCFoZSEti3GEEGIcC0EBUowYE0hpAd5LTMA67bzHmHHGY0zeu0UmzPM09MPd3Q0gVzVZRKYd2mN33Gw2xhmEQPDM+9C1MySWb5p1s8tljRA3wbsYPCTE6fpy19RN0VScS4Swic4aY52JKUgpD/3p4eF+c3Vxs7/7+d3PV1dXO5wKVE5WqVGb2S/3dS44oTTG5JJPKSKECYEYI3rsVf+66sdn1sjCEMHn7oeYnqTJY4PcOX6IUPpWmyD4jZRahFJKCKFEQiI+nrmI6Nyqfp7Ce0LFPFluZxzKY9UdeSyIOxM6n5KU6VHHPW7Qk18FKYXlfvSIYEkJvmq5x3G1rx7jV+7muao8EUS/On/wm9c+Ds7BOef8ZE9+0x6BngibCD3iPc/vEUP6JqWZvs76of/RTvxalZ7Ohyp9o/0ewTlp8S8Rxgum9etM43mQL50To+lcNvHNcCH6WvrwLcX0LMUXnAxentUu31uGShDFS+AVIGV5vt1ulZqnaTRGd12n1Ewocc5M9jS7zjnXdpobTmiUGckLIXJKOHBBEELffff9m9dvIOGqal48fxFsCC4449tD23dKzR4AiGT1SjJGMyEpJk7ZTHKAtN+3xjhjTBGzFIPW8/7w0KyaPC/mac4y2VTNZn3pbNSzNcoyRgGw0gpipAjtAWIIVk3D2Bo32DAlZFbrLWZ8c1FRLgiDCIFyXK+K9S63biAs5BXO6SrZeDicjPWzssdjlwAb4x8eDhgxIbOsKAhhMSKlrLXeWh+8cS6EEC3ANDtGadMUZZ0LgdWklVJGhUjTMKhxsMFDjCAk5QIhkkL0D8ejc4kyHKNTFMeYtqvNciZorR7jwCnERCnhXMQQ51l5H4UQMhOZzEOIzrlpnJZYnXPWOYcJJpSm4JYPS4IYUSSM+uCdd2Yy3nttTDv0xmiMyWq1YoQAAuOstok5mqc0qdlozYXNCokopBQJoYyCNYGgSBBiRAqWcSJQQjgiAhiJspAlJtjZMPR3wzSNk6GCMZYLYSilAMzZOE1qmmcfIhdCZjkAWpqKQwjzrI1RkKKQC8tRHO3xeOyGPjQVXzV5zvPgPURECEEJE8QIYsEnpaxz/tSepmkKMSaAmNKyeAOUjNUppaquOadKTeM4EUIZIzGCMTY652PU2qSYIGGZF8uTuLKqIyBj7PHYRgDrXNLKx0g4K6uyWa9kJsZ5iCnyjHMuk4fgEwBYGyAl51EuRSZFLvnCF2WUMcZjcMF77/3yiRZCSCkJJUsOk1C2iEDOBSHnhszVaiUy6YJ3zobgnXPO2xhjCC6mSDAxxqWUMMbOuWUQiRDiZmdRSBEZZZzzIaTJKINdkWWQAkCKKFBKCaIUM0YEAcIJ9z5CBIyIYJLkNOOZBTX7iSJqZjOPygUXY/IhOOeY4BBAT3rqpxB9CNEHhwn2wYfkl+u6NQ4ACCXO2OghxIglSwk5G0JIBCEALEVWFJ5RhzGmlNKl0Ozi4mJ7+fJ+/25Wx0lNt3eBkuLt2zcoiabZvX7zmjI86+79j79++PBz2+4xg4UupZRP8a5rx9FqSGhpk/N+IAmKuoqQEGBr/TiMyOuVIJwLzgXGFMDExRlfUvYYU0oxhZwnYDQBUMDOG5cCIZhSqm1s23azudxutle753/+j784E5wJhNCUoO/HfpFZY98Pg3WaUqA0Zln26tWrFNDxcDocDt4FwXnTNOM4LiiCoiiXiP6yWFy2Xyn13/7f//7+/fsUcQj0YrNpmlpK8euvP1utN/Xq2dsXq2ZdyOIvf/lxvz/++c9/+S//5X/zPv7rv/7bTz/9fP9wi3CMyF9dX/zjP/7jx4/vGc+EEJQy7/zxeJxn5ayNPpRlmWU5Y2yetZoXTn7EGGdZNk1j3w9D302T936ZORkZB5kvDJVx6Kfrq5DnrCgKYyxjfLfbaa2HYTYmhZj6cXj37t1PP/+s9Xx5tcvLXKYsLwrnHAom4ezly5fzPA1DX5bFwqK8ubnpupMx+uJic319/cc//vF4PH769Omf/umffvzxx2EYCKN9P4QQV6uVUrMLOi/FxcVFVZZZJlKKbXt8eHh4uL8HgLIsCUZVWW6325Tg5ubmcDj8/d//PRfCGEMpFUIURVHX9azN8XjEGGdZHoK+uWnHwQAkzhldoDshxugS8giHF/7y4mK73hZ3959/ef/jTz/fj+M4jhqhVOQXTdMghIwx4zQJIQnG3rtzI3CMyy3de78YoQhBnssYqEeYMiqEIIRkWVYUWV6I2/tb4yzPeNHkCGPv7eFwwghXRdWdRqc9Z7yq6qqshBAxhmN7ut0fXn53/Waz+e6HN8fT4ea2H+yBMgqYtL1KEYyZvXV1XdV1VRblPM/TNH/+/OXy8opRWpXl/qE11huj1TieDof9/nA4GDMnAni3zfIsK4pinntrnJpUJjljjDAKAJJnVVM7H+bZdu0gZFYURbWqmRDW23lSUkpjdNe3bXuib16/ff0qpmitDx6WjIoxXiltjHHOtW3LGF26aCilZVN+//3bi6t1XkpMovp00/d9VZbzrPRs+27YbS+///57rdzC/1VK3d/dzbOSeQ4AdV1LKQnGKYRxHOp6VVcVI3ia53cf3p9OJ8ZQWdYxqFWzqqvsz//+z3174BS+//57Sumk9TRNQtDd5QUXfBj6YeyVVcoYY71SiBAEQAgjz18+e/ny2ak7DVPn/CgzIJhIRqvt+tnFq6vt89ND//njzeFwfPHybbOulR3aYz+OIxG4WVXb+rKWu+AhLyqZVX03nU5DjGkYBoShrPLt7sK4uR8OmCTrrDauaZp5HqdJ7/fHTBa77WYpgXYu3t0fgg0U0zKr+3Zy2mptqqperVZaK4QQ5xxjXNd1VVd39zf7/X6axz//5d/LsizyYrPe3tz5+/uP3k8pMDW4T58+oYQlFxjDrJwyptkyJjAhFGE8TVNMD9Zarf04GFoTjIngwnm0FBMjlE5tB5BCdClC8KBmLSSPIY3DpPQ8z9Pd3UPX98bow+Hw8LBv245zpCY7dDrPCeBIeZSCQwwIYvDOhah18D5BisbYadaEICFQVkrKCKWUS7E87yuKmhAOEClFgmWZKI1R+73JZf7H3//xcNhPY19X+XdvX//hD7/79Pnjxw/vHg57zjmmxLl4OnZ5XlxdXb9+9d2qXmc8Cz62rVISrVbr9bYSIsOYYkQwZlJmXdfd399PY88Eq+sq53S25nb/cH88fL67fffpo40BM4Y5iwgAA2Vku92uVquyLCUXWmuttaCMMU4ItdYTjJcC33g2JOCpRvyJuhlTSMk9NvKhJxWD8eL+IR/juaIcEvptBvFM8ESAMY7EB2zikzYEjDD5ZvIN8JIqxYuAC+m8SUt2FGFEFt8JpaViHD3hRh7TpPgJd/Ko8cJXM+/xf+C3LNKvShM/iiSE0VPJOsUY45QS/oZrcxaUMT7KtfiYKn2Ue+h/iKkC4CUW+zSEF0KM38o59FTh8PWL9JsQKfq2CWLRYYgQmhCEGEOMy9ZyyrFPOKSvRyA9EUcTwstRW+RxhN9AZuLj6ONyoMnyTUoxIQRhtHTXL7LRe5dSIIQ8cj5RAlRVxd/+7Z/a9nT/cPfx48flmvzp06fJPSRqVqsV41xkoqzKEA3C0WoVYxBCbDabH374YbPZ/Mu//Jt34WJ7ZVWIPo792B56q8AqyCtoVuXqYts0zWa1kUyYWee5DN7+9a//Yay6vb0NwQBJs57a9jhOHWMiJfTy5dsXz16vmt3h/nRyHSOcYdvO08f3NyjGVVW8ffWGUeKt9d7nBROSAo6jav2Uul5TOmXObgRhnOwut6+/e+7jMKnTOJ7KSpDAuu50asdTOw7DJHgefTLGZpIJkTX1ehzHcZgppUJmqw02Ss/TNM9GKfA+5jkqyuL161erdXE6tvvs2J0mq6P3WOslMQ7ex2lSIfoISWtQGjiH1SqGCNaYcVz6mbLDw8EsU2MEGENlKVerlbPOGOOcd86HEMuiliILIQ3DGGPMi1xkfLVaZ7ksq2IYeqXUcir44NuuzfIsAbR9hxAKIcQUCaUIoXEaMUIpJkxp13XO2SwXap6NMTFBSMG4/5+sN32SJLuu/O59u2+xZWRmVXV1owEOiQEpjmQyk2ykv10yfZJoMtOYNNRQJAiw0VtVbrH69vb79MGzqguYsPyYER7hmeH+zrvnnN+mrqvNZlsMS4G4EbUxmSegEnyWjAFjQjAj60o3wJBzB8TsHKw/6bZCIRhKrSrB9at579IzIRYbp7U2xUg5Ld8CIQRnyJlAYFLKuqq0tqcwE4Ex1VdffTXPzlkPBbpuxYXkXMzzHNMIiFoZKVUIsR/7vh+v1ysy4AKpLHUYmwI0jcM4TpxzY3TK6Xq92JRSKVigqduu63bbfXQpxDTO02q1Flxa56dpcs7Zvlda3r/dMy7X683s3Id/+b2p6qpuhBJMcARGRJTPKQYlZdt22/Vqf7OJ0ecYU0xCiIIQvQcsCWEZ3xlTrc22FEwp7bY3kx0R2WazVUpKyTlnm82mXbVCiefn5+v1ejwehBSM85SSta5QAcCcs/P+ePieiKSUdd1OzxNLfLPeSC44MsaFdxFYWpzhRNGHwBhLOpcMlAgAta44JqLCgHOGgknitN/t+5kfj8dhml5njACMcyFlWzfAcJonNzsC0lpHn7hggNC1XcEyzqN3PgSvlByHgMBXq/Uy3RuGUUjDuBjHyfsohVp1G4ZMKy0KjIW7zLxLQIjS1KaWgBiida5vqlXhzEXBElz78+HlO4bjfldvdjcp4vk8/PzTs9HNf/hvf/3vvvmry+X8b3/8Q/9/vphIQsq377rVdjcO7l//8H20TpSMIZ8u47C3d6sGJIcACWIiKkiMoeCcARdcZEAGJBjjyCtV7/X2PEBMSemVtzSPpxhD25l/9zffxpCnfnp4eLQ2eJ9L4snmZHMIxSNgSWGOyWUGnBHTTDvXu9HPoxNSIhcMhZIdcpQyhxgocVaUFhUSjOe++BRzOBz+JLj13uScco6c0zAdQpgOL4+S6Z9+erA2/vzTg5Rms94YXX37q9/c3t0Co1zCt9++/x/+x//+f/8HfHh4+uH7719eXo4vB29drYzq1lrpabRuijOFElCh5kxQgOE8P+AjY8UolbTmDIXkTVe/e7s3DQ8wK1Qr3pnKJIrTNOZcpnFi6ATTlWm2G/Lh5fnlMrv488eny/UMrGQ4KqWEFAyBo6qMLKwexinGuNnu9rc7bRQAHE6HLa03m9U4jz98+D6Sv16vL88vT4+PIVkq0Vuboo0xhwAM2f39/V//7tc5xmmeXw4PDHkmQgb3b+43m9X9mzsEkJJJwUOww3B9OV3pP0/Ozastt7OXMiod+vHBB+KiaOTO2X64EgXBCwDUlVpK0mMMKcVckrP+8eHx9//y/77/5o2WvJbm/Hy0Q4DMpNb2Gv/tX77TWls7z9d5t9tppWJKlHOIIac0TokzhowVIEDIhEqZymjGGGMip0TFp8xcyCwFECK6MJ1t3YSurTu9vuQxuDD4OdqcYsmQC3IUiknNhELOoZTkU5xTtqWVq40uc4Dz+eT7QQIQAGfAZbpMBzo4M1YAhbi31j8dYk40e6d0oWSfHx+0UIXKqu20bKZLmC+BEYcCVMLoL1c/TCGm6TJzV4uKMkM/8/6itZ5yUK0hQbE4nzCxGRhIUwb74nwgMYcyX8bjx+efxrFPKSop/+avfts1K29jtldyRZBkhJABBSJwZMhltdm/3exvmITZzUy2Tb0eJ5tS6Zr2/Tdf3e5vV+uGyel8vvaXsa5b68bnw6PW1eV6UQqv1+cCWUhMxQFKxV2z21SN5BKr1kiOijPMukR7fniZj88lOFFV/csxtQ0yXK9XPgbrHHBuQ5pdVLqpmy3nMgaXissYSyFr3fF4Vkre3dw02nAQShnJ9XixjPvC7NuvN+udGcb7t+9urbfD6aKk3K03dVO9ub8VwngX5tldhisVdr0M3gVllkUbEdHYPzJOTUXL2IoycrCci2pb3W5/m2LxLk6TTZkA2HrV1HXTNu3dfjOP82G4KikYuhRHo0StxRVLfz6uWrPfdm/utnXFUg7Ii9Qzqti74To+O5+aSjWNbDu93rZuTlTY7d1XPngXLBfRzi6meHcvN2u13daSe4ay0lxyaBqsKiEiuBn7yZ9OL5E848Q4rTbtetc1W5ULgeSqqYtgNoafHz4sZYMMS6ECBAp1Rk6QOWnNeGMYQx6dKzlyWE2je3kex56ICkMA5EIyr5lzyDgJydpOVbWRlcpUMoHW7PbutjYrDmqeZ4bIJZyGl5fz02U+cIWDPz0cfiIebu7WIOjnDz8Mw+h92qx2q9vVptvZ0WV3Mrrebm8Mk03mO1F1plZST3ZmjEsFkjBNl/74cDgcq7ridL/ruv1mZ+/enp7PforrZrtutl29bs06i7ytNhKZ0UZKySin4ICy5AwBSk6ZGJaSY0olsUVAFVbgM+aAvfajLFu7iIhy8fRBKexV7y2jHsKSf6kqYfDnbSH0OjNGhMxZ7l6nSK+qjJUvCkoQChbEVwR5Bigc86cXIsSyMA2wSCiy/Fm4r3yeDi4YXIYcGRYqn5jmsNCjATgus8pSljzgp5QgUnmdX1JhsEAdOCcqKZfPQb2lw3D57AuBbhmAIgBniJ/6V/DTJ3/Ffn5qxWFLd00hKJnzxWxZMiUAYMiZKKVQyokzJgTnUHJOAEUKicgKUUzp89tYIPaIBQE5W+ALrCAwSowR4qJGFywhK4hQ+Od5IJW0vCnG4XNQsHzuPCW+dAliyawQIOa8nBBWiL1C4LMEYEA8QwRIQiJiLJC44ClN1vYAoTI8t0ZKlh1ZZ2MgIQ1jMudLyjnmmEpKlARnVqd//efvq+rRh2m11kzEc/99JbecmxhNiq6klDMUjHXLfvPX76RQJRVdo9EGWf276u9eDs99fxmjt/08jOPpHEtJXCatwNQnLvjhdBz60VnHuUCVBTN3d3djf7XefXz6WBktGBZAqdqmvuna+wLgfaykCiH6cbZ63LYrqXh/HGbbT3YcJz8dTqywyyUUqJRkBWJICCC61c7O/ni6ZFpQG9xbh4hamGpVI3Ekt6p1zgBQpkv4/rtz00Uiir4uAJO7eCJu+HZXM8ZyImfnac6ZoFCRyGphFKz2m23XNpAE5oRFpFSih1KAa45S5CivF8uFZKJWEvv+OtpryNB2ja4a5IILgSiVqNqqUVL4MU6neZ5mraOqpam1rKv+ZRzGcZqn1WqlK12bTghRsHjvz5fzNM2lFEAsKC+DC36p9IKYRC4asJGtAgPOuaQwiBIzQSmsQKQClDAWdDDFyDmPKTX1ak9s4c0kHzBn5yd7nlKK/dmmALU03rowO+ecFJJzpIKVMkI0S4OVn+PYT5T5qtvgO80w51zGeU4xA0Mu+ORdnMZlF4RLVpnKOQuIN7dboRlgyTE0Vbtudpvt9uXlME0XxhCpUojXwxSqKCQ3vKaI4EuioJpWcR29n/rRwigzTPIkAN921cDDbGICRGWIqVSElDVx9fbNO28HVdyN1gCSrzZ/85u3v//D7x+fnkN0qVQJk0vkXIo+ARTOXAj2cj61nVyv6rbrxuk4zZfVapspCSm50EYVyfTioaCcwujGMKRLrJu6gQYlP04n76iwwgV7ZXwysM6HEJCjllIwVrIvPNvg3XHab/frdq2EppywAApeMqXCErIpJnBOBF8xxhhLjMUCrDApVUmFkAojk3XGJpscbJ7ncbza1U1T1YZX+hRm5511NuSglUTJuZRAZGfXVC0XguUIRXLkihnFh1IKQwzBhewI8rF/yoVyTgisqRqjVFevK60EgU9kY/Ips1yIEAkRGYRkD+dnIYlQhchzjvN8zWmoKyZEte7ap6fr9Xx5fnr++pvffP3+/X/47/7+5eXJh+G//BdeQCut1mvVrWQINvhp2VdMiawPPsSCyNgCCvrskn+9meXMXnmmVDgyqaum2fEfj8lHQHLRWW+dG/e3u8pUSsnT4eTmMThSWqdA0accqGRAjkDobDi9nIyuKJWmavrL4Kwbx9lUlTJaKsm5ZoIjjtbOglNXI+QSYhwv1+RcyC7kQSlYrTqtVNc1lPL5dB2HQaAyqgGgQvl4PPzLP//L+/dfr9eb9+9VQVKGh2j3t9uuW6/Wm6enw8vTy8vz8+VyiSEaqStdr9cbOz4GZ1PMhZCjWDpVU8jDdey6SguJbV1AmVpudqv379+CoJfr41K9mFyKPvngS0Y7u5wKEL/Z3zVtkeeL8/FwOJ+vF8YRORvHWBlZ1bquDEOuJI+ZD8OQUhJC3N7udWWmaWQMuWB1Uz08P5yH09PLo58tETGB2kgfnJ9tKZkoprQkodVu251OZzuPzy/PTd103erm5n632+12m/Vm5dwcokvRpVJycZO7/PzRGqPu32xPp0KZgEXvZiJZVa1zkXEmBFeKlVxyLqWAkrLtKiGZc/bSX4jSOFx++P4PnAdETCGWjAKV1tKYComdDif4xDzVUkkpQ4xlQd6mSJSllFVVmUozLoigqutqwQHlspTYxhiBF1a9bguTy5QKEJOMK6YJATIDYoUKUbHOS+WQsURFKbVer4zU2dN0mSTIRlYgUtKmuTX8reyH3qeJCefCVMbo4lTXdaA4u9H7mTPBONeaUQqn07FrOslEXVU3OzOZeKAxk3fOWz/PYbTROQDJIgegSM5CzoDAm6YJwQMHgpwhUuFYmJTSKBlTLOCZIGVYyu54fpntDFQqre/295VqDu5YAkECiRJKgQwEhahw4IxLAg5McSlZAs4N5yKnRJK4YMpIIbFgJojWD5f+VNcaUMTgvHfeWymBivfRYkoxeQWcG7uTqnBIZGtjtBACcpisn4b5clWIgkuWyvVw8tZWTW20STlP0wxcxJwLMmMaY4zgYi4sBQopFirWuWmaa7Nr1uvdai2FlFxBYR/CA2MJmNdNg0IQFy70MQWlWdMYTaJpqta04+yfD5dxnFNMOdPQj5m4klXXSa251myeL3Wt1l3NOabkQkAppDF106y6djMM89PToaTsSyilVJpvVtVms+o6ncKMGErJhTiQkloYzbXkIdgUPGXfVIrxJpEgCAVTprEfJh8mpURVybpWppLGKDsH52NTt8YwJpAgpAyIsaq00ShFrivYbbXRoERTmZqxEoIbJzxf88enI4HXFeqKbe9Wu9stMtYPw2ytjYFxbup6Gq8xeAalbSooxJBRBiwoUGhec0BKhQpSkkCskHbW9dfgHRR6tcczZTiTOWVnPbDctqautlVdvRxfcslCQgHGOBPIOMdSSkj+6eXh0p8yxKbtArnj5Xmz2UgtCuSnx4e+nxiKdbvFgjmSn0cpYmn5zY4L4OBzGKxHUWS8nE+IKLUiKNe+T95Gb0tOFy601FTKdrPzLmxX21Wzvrm52XS7WjdFFcO55uJVcmXKmaAAZ+x1QlUIAXOhnElwvrRivBaHLMUghMs0h7DAK85umS7RF5MuXDzAn2dZtAirRRh+quX89BAM5C8DLfilnfIzsQFoeR0C4AhfVIxA/kRDKPBnzILX0Rj8V1UqiAyQsGD5gomHCIj81YuJuSDhZ8bD4nb8paqGAbAFPvhJ2ZYMrywExvjylvDVZooAWHIBIETEZV8hZ8p5ARQuttklXvUJafDJUVnKEpcFKFAI6TXizl7PS+FYEImQsKRPn4zhFyz5z+PBQgBQkBEuOrl8Lsf5TIpipZRMuCQTAaGUtBShUvlEl8CCrw2ruUAG4CVTAcaZWlD3i2x+ZR4WBsiAFqQ8LrdaY+R61Uopb242yGDbd6O75pxDLN6St/F6tdM8hDyahq83reT68eOLD36z1W23UzJTmVKuUhTW5gIoFBMKteFVw9pOhhCnaXbWZ2i0rkxbGVvb4FIKwxxOF+tcAQAFxWhprT2eDojcOx9T4owp0tqom90OS+4v537sU9JGKcF4JoyJzVNCYKXwSjZYfMpp7ofa6MLYy+PxfD5MdsylAI1LMJIxmRJmYoBMcFnXwvs8TTPRqWkaLVWhoo2uTGV0JZiqjZNMWevn2c6jm+YTl3NVaa0EAKfClJFK82al26YhgtMLOx1nO0UOIDVwYByqxuzaunF2lkK2Tdlu90UTJJ8AACAASURBVOfT1TuPyDhTiDKEAilyIXSlCdjs4uzON4m6VSuEQCakVKtubZTKMVyP17mfnXV+ctrpHAmLcFPwc8iBUshCFIaiFEyZYirORWt9QayqCjkL1gtZKcUyEaCMEWNiXCKTiEW4koJL0QejtJEKuaCclkxeGQbGmJSSc9k2HZtnH0JJPsW0xAvneQQwQhiOLMeUc6aUmZSCiYIkpFBKGmMQIPgwj1ZKKYWoa0HEANGFkHMupaTCxtmGmLRWQjCGGHOY7Mg5F+qmaetSCkO2Xm9r0wk0wZZ5iForxgwSjf2QQtZaKiVYMiwXSjkG8jbE4IP3nFgP5zFlI8Ru04gSjShFC9CaeBWLxqKI+Gq1voaJZ2cggqh0rfc36+Oxm6bL5Wqts9iLlBlFyokKZaNZStEFL0PKJLTh137yPibKWtfaaCEEwxpyxgKUKJKnnOIYykzgSrde16y6ZJ4yZVYAkKAQlJIpZULEymglBFCJwRekDMk5uylrFEwZFbzMkRLlTDnmHHLOKSQkPmmUUjNFiDFnSMCA8/ya3BYgNNeNaWvjJp8gEFeKGw1KDOP1OgzWpUqxRnFTKSW0987O1s5O6YqB5JwJIZWsugaJImcYUwjeuzj74AlIKVFXDYAs5JUAzlAUgMUXJURHRKMdxzmv1p219uHhoWtXi1HEWpcpbzYb402INI7j5XK+Xi8x+uWinFKSQjR13bZ119UMWab0008/DuO82WggEKXInKV4LQED+mR4/2QgyTnHmMBF3RjC4ryrALTW9WqVUjwcDoHOKDgBlRKfnp6hlJzIjoESS+FSt03OMcaYqQiB7VooIb3z33333Xaz69r1er2+XK7zPIcYLteLsqpbdwuINeV0uVyk5De71TgPdppPp6P3NpVYRDmdTqtV99vf/lZLdTmdz6crEXEtbm5ufv3t1rv8+Pjy8eMHovIf/+O7Guumq25ut6aWw3D5x3/8x4X2lnOe59laS0TTNAuh22a1ODi/vP8ao5WSQjIqJBhbb1ZcgKlk09VNWwPPLnfr9UYw4WZ3fDnPyWbKKWY7e8rlZn8nhACA1apNlKyzKSU/ZWtL2+J6bSTbSimJsZTSOI7eO6n4ZrPZ7bbX4bxarxZS0DiOzy9P3jvJ+Pv373/3u9/++OOP1tqUEgNkDBkDKUWM4eHh6Xg4PT+/HA+n5pvmzZu3f/u3f/vu3VvG8Xq9XC7Hy/UYgl2ItEvia71a3+33nMvr5Rp85EwZ3Si9du5Y6eqbr5uf4emUhzTn/joZXe33d+/e3c22/+HHP1g3Fojny+kf//G65N21Vm3TLKGpnPg85WEYGGNN3QCA924c+2Vh8gpj0aZtu6Z5XVhpVUkpOWPTOIcQFqNvRi1rVgoYrStljNalgPe+MkZJjciuNFD2ieh0ONh5Xm/WOae6rt6+u1dKIsLh+BJTYIwZY7766t2bt/c3t5t//pd/+rfv//Dx8WdctKRgOSVr7TCMlTHr1nTNOrowh8n6wBmrlKm0ub3bbzvOy/nHn7+/9L2os/eJAISEzaaSmjuf+35mTLZN6713zs6zNZVkiFprqZiutKmqAiTKGKZ0s9twFN76FBJnrK4qoAJEgnMowAClELnkRCmmECFKIxjg8+OTkPz+3Zu6qjlDZ8eu6zabVds1Dx9+mobr27fvhmHorxfvpqrS69W2FDydL/nkBcfdzWYY4XR+ufSjssBYmIbOzm62ad22q6YxXD3++FOJqdX6/btfjX3/8vQ8uZH3U9XWpmlSpHG0wLhUsq2byuiU4jj0QGUc7GEclQSpBCJwwaqm0kpzximRt4FJ0IpJDZfheDycnh5fvI/f/OrbX//m23G6jPMICMPQf3g4/vG7x5RKXeu6Nimn49EFH//n/+k3X321U1q8HB4BzG53zzkb+ksM/Waz36y2dd0RQbCyrUjy1tnReRtjnKZJKWWUBiAh+DjOSkmlBUARgrdtLaQQgo/jmFIiygWgrusQbT9Ml8uFMf72zWqxigGUEP00DcPghr7XRtW10ka03cpUWNcqhPT4+FRKkVLf321v9+/sHJ8eT48PT5cLTKPo+6gMVI1om3a3u72/f5dSmmbX9y8l/3y73282G4alv57sPAJkKlkpfu6vMRBnVV3rnO3xcEHgpQhEGVNKKRMBFeCcGaObpunWq6atnR8Px6P1saqq3W5X1dWHxw9ElKT68Yef1u16u95JKWL01+vsg2MMNpvV7e3tYsZWSl8vD//2x+/6fpTCdN0GAM7ni3fZmOZmd6u14ZznDJfBPh0vddOaSj+9vBBlQBinab3dbLbb1abM0/z0cvj4+LzZbu/u7r7+5hslFUPxytNdIFSZFrzcl4i9V3H0SS7gos4QAD8t+Nki2/LrsArhS67slw7DQp8snJ9TYouxj16djeWL9BjA4sr0/5UCAfgL5twvFLjyBapBfKH3CCDBl8PELx6v9MCSPvklyxL6+xxaW3KJAJAyUGG/JPFegQivRSavrkV4JcpDoQLL5hoxxoRUyIgJYrwIpliRS2PeYjD7bLBffpkxJsRSK5X/HMtOn7J+y2WzEDEhzGuqEZExVUr5ZNhf8hkcXpX5cgJfwWuffJvLCcqArwnEUhBKIVqMtUvnDVBZ9GopBJQpU6GlGrQsGBQJTDAEBMkgA7DCyiuAkX1JZoSFFoDIiAKi5kwLhrvtfWXqeR6bplZa/d1/8zubgsvOufHDx+enp9M8pv/rP/3f3/3pj8fTwze/efP23e3b+/uh/+7p6WmcZLeW253Z7/bDFa79aRwvKLFdq3bFd/u2aeTlcuivw8vL+XA43mxv23YdY17WG1XV5XR1lrSGqhJdU2+365yTt76qa8FZTmDnqWDRRrVNHX2bvLN2KlQoU8g0jCPA0/PTc2Wa9Xpzf39v6sp5dzofY46AcDwfP3z8aZqH1WYTfcgpGVNTLiHmGJOUr3SoqqpSStfrNce06rqqqhZPtZZms9l6F6Z+DuElpZRSvvYXH3Ld6M2ma1rTtm1VacoBsGw2q7Ztt6sVw5+jO9sBiMjrRJQpZ8pEmdr19vb2dre7+f3v/7/HxwfGQQimtJRKvRxOPsbdzUYIqVT1/NzPs1utr/f3t1J0VVW9efNmHseX8+nx8UFyDlDO5wsOoHvdjqv1erXdbkKMIYZh6LmUC+OUSwGAVdWUUqRQBUApfX9319SNc8E5N00WgAUhtJLGmHEY7DTHEL9686Zab5q6Dt4Pfd+7y9D3KaWmaZqmEUIsaGsu+DLKJqKUqOsqbdrFcM4YU00tpRScc/YamFriKkqFYbjmnEIIfd93Xae0YgydD9baGKMLZKp6u90CFufm0+k0joNSqu97Y+rtbrfZ3EhZQ8aXl1NOVFddt+qG4eo9eU85R+ciIikJiIIonk6HYcS6MW3VaKlDCK4fMNM86swySKZXTSkZVGFScC4TS0RUCHIuzgZREfh4OJ6Ria5b+RAul+lwsHV1WrVrwYV31txu66qiTZWzX8YYjLEQoz8d3r//tutaqQQDLCnHEIBACS7aOjiXM4XoUwoFgTMmkXMGwFgpBaiklJbeB2OUYDx6b+dp8fMLqV6dAoJzKXIKs5uJKKYUYggpuMABYbVaccFzSiGlMPuZ5lpoLRRnDDgwwTiJtm2LZM2uYUYQx5RS8N7OaRyhvRNtW61WrWAi5zC7+XA61HVXN63SWmktteo6TTkM00AxO2f7qUeGyqi6rtu6kUJYa2c5phwFA55T7vuefnbIo1IKMD8+Pvb9dbkXeu+fnp6dm2L0hWgYx2s/nq/j8TBce7csXHzwP/74Q9tUNze7v//7v398fDidDpdLL3W139+8fVP99P1Ptu8FYs4p5fS58pl9wuEs3PMYIiVCyUALrTUihhDC5bL8m5Kn2TkffSZf1ZoxlkJOueSYI+VEOaU0jh4ZVVqtupUxBgs4756fD/Pk7m7vmqZhDGfnZmepFMQyjlcueErh9nbTrbr7t7eznUL0X3/91TgMc5gjpN/+9rfffP2+MrVgvK7q29v9fne37naNaZtmrWRNxP7X/+V/e3p++Id/+D9Wm25zszmeNxni6fj0/Q9/aroage33+6enJ6VUXdU50bKs2W63nPGnx5ftZtO1bVVV1s7OWet8VSup6qpqgOWU0+l0LBCF4RGCmCYgsKPVSsu1cpMTgnOOQojT+WRdmGfXdt3N6kYZdTwd5tkSQbeq9jfrN3d3xhhKfOrL999/f7mcl1z+NI/H41EqwVgZhng5n6/ni4/+dn8jlVwAQQDF2mmz3pjaUCIiOp8vPvqccgG2Wm+dT4fj6ePjwziPnENKgSDP8/jdn/54e7tbdd37r79eGAwF+H5/3zZb74P3njKnogBECN57H2MWXDaNlkJ3XZNz/vDxQ8pOSqnNqkBM5OfZCUFNY5hgQr3uXVVmpcSq7/txHOZ5vlxOmXJMUSm53W7Xm/XnLj2tVKGS4qveLkKmlJfC0t1u164b02pEiCE4a4dhVjIquTAbnXNuadBedWYYBmPMzc3N3/7dv4dCT88fS8kh+f54cs4KqDpzKzifxsGHqa6rzXr9/PwQY1yr1Vfv3jHkXTdXxuRIgokUQ4yBCnGOMYUU0jTNWitGJlIkJOTAJK+FEcALL/vbHTK8XOe2wWUHYZzG4ClF7Jpus1pVRuccOGKl1Pl8HK7XeXZ3t3eSyXlwbgYgLoX44fsfWOHRJzvPn9eFRESZhOC1qdfdCgo466ZxYhxKIW0kIDk7FYrn83GartN0zYlypqqWfX+apiHlYnT95s3t+/f3j8+PHx+8tfJm/3676zbbOqZg5+Bn/+F0cZvt/c1dyRhsOvfhnK9aqt3mjvd69na8OiYMJUiBDs/DatXc3W/2u20p5Xq9fvzw6L0VApRmCDTP88vhYJ2ttJqnyc4uhNTWTUE+2XMpjNALU1AKJrOPszKCeRym8ecHdz7PKRRTaQS0s00p39+1+/3dX//26/fv3zRN8/PPK0SsTH05XaJXRt7YkWPKbvbWeq3Mm/tfM4bH0+PHp+8v50vOWUppZ5ti9MHnnKydx7G/2e2rWhurxnl0DuWEx/PL7Edg5e7NTijRNE2InheueDVNc86ZSu662k5utv7w4jh32516/6vbN+9uVuvq8fHn4XqJKXZdW0rxPpaCpUBKOcbkHc1zToGQUYxFCH29jn/4w3fGqGmcS4b+OtjZPj4KgDSN4zxZKRmDQin7kKEgg3i5HguLGUOKjGNiLAXvrpfg/Scmd07eO+2VkDAOvXM+Z7LWnc/nYRyCDzlnKdWvf/3rpWLo7m738PBwPDwDFoaYY7zZ3UgpnXX/+f/5x8vpypHvNrsYS05lvdre3r65u337V3/11+vVVghdSkmWWDHg3GUY7MvB1NXo7DiN3aoDLnKB1Wqz2eyc97///e/bruu61Wa9ZshSygwRgUpeQnafV+f4i8dykUOfkm7IkBUskMunFNznEpNfKkGII30Gg/85oP1VTLLPMgk/YwpeD18+w+4IImB41XL4Se+91lQuflv8pVCzsF9mV3+WZCsFw6L3EOiTJMW/ELTli+Da8myi9OdwPMiEX6QHy+uICvGVprf4SwGQAUMqkLEQx4K8MCTEhEAIGYHlxHLhjEvFBJXXdTgs0VtRSikxZyqEryxAROSAtLw/hsiQFyAfAhTFUCOynFPOJATnnJVSnPPLWJIxUcpyij75V5Hhq2nzi3Fnia9/9IKvVD5kAOyTo7VwEIgFsSx0+9dZH3+d1zEmEPmrnn9lNBZkgJAW5gVAQf5LKc6CmEs55hRtTqVkKUW3agqkcT5frsePz+fzdWCCcs5VJbt2LQQbx9G5ZK0PzinJv3r7Nqf8px/++K///N3NXWN0V92ZyuTh6gCL0ihlZjxerk/ny7Ozwbn0ipAFCiFYG7wLlMhNzihVG3l3u9/dbIxR59NhGHvOeNs2+5sbo3WgvLRHbNbrVds6O1k7e+usnfthWIJeTLACNIwDMuaCH8fxfD0nWgowMiLLMY3jbGfH+ZxzSankXNwcTWUQRc6kpFp3nVaac15KCT6MZR5o4kykkM6nyzAMSyVYDCk6mrxnBYlSXUvAyHlpmjrnMA6XYRqqmt2/7aY2eB+J0jSNP/30oza6MgYRvTPW2RgjY6C1XKBZuRCVBCXH4E1VLRA556x34Xq5RO8RaNW1kvO6ab7++mvOIMfUNGa0I0ERDAHKsrcLCMWTt3Yax5TzuqqaphVCSimFFJyJAtDUTaFyiOfr9TSOY2VUbcy6a/e3tymSnf3lcll36/Uq4jyfjkfv3Gaz08o4b1+xva8XECaE0tqkREKkuumW+vTPVSV6QfJQRoCcM1FeIMNEWWk5jmNKoW6qpqmE5MM4LG70GIMxzXqz3u62uSTsy/l6qpumbdu27RCWIDGbxnmewtjPXMi6aqpqdTxejqfpcLBtK+pGKaViCpmcDTPwREUoyW2ZfXbZRkjEqETvCoeExT6fSEjVrjf7t5LrHBMArNdrTDpGH32EZIdx7Mdhnj2g4JxizNehMPRK5hQC46Lrqqrm/fVFKbnZrHNOiHi9jDGGeZ5yJKOVQMaWL6ngwFhjNFHxIThrE2XBWUoIhRiCZBygBPJQSirkiIxShYpgArBwpYwRQquCkCkpozgXOaaYUmEAHMLkJzuNbjK12d/slZCAgAxySok4EnJigKS0qrvWtLWc+ufr8XC6uhxUxdqmbruGCKVIphJC4qqrAZOUMIzeB8YlX23X7WrNhEh+LJmqyphG6UogJ8ZZ0zY3NzuOHFJJPkbvKZFgwEuBGOMwhKYTnJUQwziO1lrG2TAMDFBJJQQSkbP2er0eTueXwylnbky1Xnd1rVP0x9Ox0Ioor1bd8fhMQJlSV+mmXWlVf/jxQwiZIfM+phT/kpbzxe7m0vPOJZNappTdMLghaGP2+xs5hXTKLtgYIw/IGC4Yx5RKjq+lW5yLxfacEpTClmvxbB1DllIyRist61TPzlrvXLDny0kb3TR6s71frbu2qX/84Ycc483NtmmMTzEC7bY3DPnxeDJKpxCUUrvdbt1tEXjT1uvVrqnXd/f74/H4/Y/ffQ1f61rNszpdX56ePjw8PKxtZ0yNIAoVwWVTN+M4LqOkytSMcSqktapro5QchjRb59xcIBrDiJoCKaYQopUjiiQKp0JAiexo395/JYykSFJwpVVVVeMwDKNzLsaYGGN1XVtbGaPquqqberPutpsN5xxJtUalGDjH0+l4eHnhkl0uJ62l94YoIWBdVyLxtmu5YOM0fd5/XZo9hRTzNLnej5PlgiutTdV47w7Ho1CiqpSUTAhs23qax+PxpWn1brfd3+6N0s75y7lXUistY8QQvPchpZxTSYmm0caYSwEuxHqzXnUtMnx+fknZVZVoOiml4gTIRF3r3W5VCiz3pOJJCNVU6/W6YZxi8ufz2cfAkFVVJaRgXBltCkAMkTEWYphnS0SIjDEevE85cc73+72ujYuOSo6BvE+MEQITXMGSy/SRIZdCLm2fSsmmqff7nXP2w8eYcgjRLVjwVArPU4gez6VA6tYNUKlMlUsUghtt6ro2WnMGweaccvIJGXDBBPJCkCmlDMM4cEghodTC1NzUlawMsUAsr9arlMi5gmstuFHSLPXEkgnBOANYjFIUUwp+Gno7TZRBMAEFvQ3eZQ4QfXw4PZQMDBjlIoRkyAhp2dI3xqy61Wa9QYklFzvNSksGaLQCAMophhKCcy55PxtttK6UUt5PIWQf0u3+ruuqujFSMsHQaPWrb95ttx0TcD6fIict4fh4wAitbI1qFCmf7cvTU9s0b+7WSqR5js56qb2LMdg8u6SlZsgE5wzBKJGjzylyCVLwQjDPAQoCMErpdDyeTr116dtv3nIBmaK1MYSkK9F1ay7x4flhdJMPYXb+5XAdh1SI1XUtJSuUq9q8ebP/9tv3211dN7rrmlW3GvrpfOzPx0lJ07abUuB6seP4KIS6u6t32zVDlOrKGAMoMcZxHFJMDBELWjfHpTG9FETMFGO0MS0/cUksBe8BJENe6YoDR5LWphj64BkR6UrUtaJig8vaEucgJSulXK/TOM5cQGVaABYDjcMUY1kaaAFKTqUUSBG8o5zR25hpkILHFKGgnd0lXIlSXYmcc4qJMR5TjiGlDEYKY2RORKVQ5t4lhgWx9NfobGGMaSWXfONi9xCC5ZyU5FVdIYBzDjx4G6jkZHJVNTk4O4+M3XJWCuRCZdla3mw2Qqh5mj9+fCgFjak414IzpequWd/dvvn2V7/+93/zu6pqQsjzPAdFpip1iAnQZVrvdhnBp7S/v2/bZiFcQynny8U5iwhd12olnXXzNFXaCCEFY+xLBPjnHhWExd5Y8BN7Dam8diyWX8yRCH8xEPz0AuXTeO3P+k4QgTH8RG74oqMT4UtcOHwufXl9Ir1qEmC4EBrgy8N/0pu/VFZ+kmeFFSxfSNi/lKDwCavwF+i8z07UV0FHr/JyUXnsNYAHhfJyRP4JkVcKQSF8raoEBCxUChEQIWdEQFQksqXaZSnBQ0DgHBlAoRLjApr/fKwl2bEEaZAhFJZyYssgETgR5UyfCzaJytKiA7B06CweWgRYcBns0yz0kzwvbPGcLgPABZ/46dQWKIQIBVIBglKoRCqE7HXFWIiQFcS8dDpAyQDEOABmKgGBAGm5uXyKRwIVVohnSjF560Znxwy+W1Ux2XG8ns4vP/98+PHnUz8dKiOatqmrzfn8Yq2Ngdzs+uv1dHjOxDljdgwP3lo73b+5qSpUiq02ChA4L5lSzNbPzvvIUWldN5t107SCV4IpKNbP6XK6IsKqWW02q/3upmnrGF0MKbqghKiMfnN3u9/vT9f+5XA4nY832812s8lpdTgcYkxElIkKoqmqqq600ciZ934YhmvfT/MYUkCEEF2mPI2ztz74CBALsEIQIwnGpZRNUzPGl4L/xevknKNcGM4hRMFETvl66efZeR9CyEvzSMx5HlyBDKAYz8YIraTgUEoulFarumubobGX8xhDBqBrf8UB1+s1UVZSeufm2SKCFDymFFMKMTFEKXnwQSltjLnZrYaRO2vtbIMPlLMS/Ga369r6ZrcjSjlFUynVSxe8kK9jaiUloCHKwzgG7zNRjokZY7Su66aUIoRc0HPzPENBo+qkSophShYLNvXK2mBtmKZ5nOZxmpNS0zznmNiaFYSUyHtvTKU4LwCZqBTQ2sSUC4Cu0LnsfaCcEVFIIUkuMk9KCUSAhQuWcswpIccFFdk0dd1WnHHnLWccEXzgTVuv1m1VG+ct40wI0bbdZr2u68bOfrZunnx/sePkvYvG1DEWJtQ0+3mO45SEZLpijJtSImCujGRScskYIuWcQwrW8cJYweSpCLQpHoeJJDddJqwoQo6JYth3lalaT8UFCtmmFMbZOh9ThgJIBZylkbvKSI6QiRgXq3rt7BWgUE5S8rrW3vkY3DBck04CWy5EyYkhW67DjakRcZrd6XL2Mchax5QyQaFcluVTypRTXAZUVcU5V0JxAUzwVdNVVc0EDyly5EwyKgwLcMYlEwlSoHi9Xp5engBhv9uXhdCDJeSYKTNgQpBRsq4NMyILmJM7nK/JRyHFZrdq24pLdHYUApXCrjOlRFPL0aZonZnZDRYmOTKWcsopcsGY4IqE4Fwo0bbN7e2eQnaTm3zMKRFlAYCMCal0VSNinqbpcHrURnVdN47jd9//qWu6X3/77Ve7+1LyOA7Ou4V4cnt7d3v7fr9/NwyWKBKlw/Hlejn89PMP1/4CULp11606xnjfX31I3oMPNM0+xviJUrPQXfOnEi3GBeeFERGkzLQYx3HM49XD9v6bdnN36mfgCLz0fV4aFLCIBWmaUjGVMbURonk5nPveT/bQdaYySkuplTamWtwjksumrbvSXofrh8fh5fR0c7P7zV//7ptvvpFSHI/HeR5zjDe79f5uZ6oGhHx8+Pj9n753zt7e3GilKNODfLyc+1Lw3X1IMU/jfHe3H8bh+x9+uLvff/vtN/vbm/QHd71Wq9Wq768vz8cUse9HhiiE8N7b2U58EkLllKXkyMA6e76cj8eLtT4TFEhCkFTIFXCBQrCqMoWVfp5jSDlSsEEKoaReEAJ1JTabzYcPH521RHA+X2IK/dgjg/1+96tvvl4yD+M4utlKXq/au6++epdS/PGHP/3TP/2TMrKqJCDVbVVV+u3beyHfhRQQsQA8vTznEKWUm83mer0CTE3TWG9TLlxosqHOoLTxPoVwnt3UtZWppNKincwwXoUWi31RG8MYn23/8eGpbVbe5een4/Pzi7OBc1lXHRFY+/+z9WY9kmRJmp1cuZvutviekRlVlVXVXT3NJkDw5/OBGMzTgCAx0+ye4UyzKpdYfDE3MzXd7i6XD+oRmVVDxIsDHgj3CMBDVUS+75wQQvI+MYSiLJuuE4LNixmnXmm2p6ptdVmpd98+fPPN/d397cvLy8ePnz4cPhszC/7UNc9XV9dSqXZTPr18HIaRMZ5yYgyJ8v39fVXVZVGez+fT+fz6epKcE+UQqCikEFyXxdX1VYjx0+fPy7LEGBiD/W6nhEbEVa2rVcFRAuR5ntfzIKXwX/71XxczHV6fiWJRqrotGaPL0Tz+9P8mCkJyXUoUUJRqv9uF6ADgdDpVVaW1KrVuSx18GIepLEvBheA8uQgyc+RcYvLJJ2q2TbctNrtuc12BSD5aqVVavBC63tcsC2eDYLzSKivmzNKfQ2mFLoTL0dt57M8UmZbVPC1mMoenY/QupXxKPrjEMgomOIokMqWMnDEOQortdrvf73fbPZOMcrKLVVpKIQotU0qFloXW8yicjwC5qgolFWOZc8ZYpuSsGV9fPR3y8fRqzKKVvL2+zpAOL8+IsGm3Xa2ePz5Pw3Iu+j+8/31X1HZcDp+O08WNyjqfU8AUWH+abPDGRgKglKOP0srHagAAIABJREFU59NZcAjBIhIiRALIIkZ0DqpSctQoJDBuHDueqK5OyKlp2k+fP3Eub+/vv//j7z9+/Pwv//mfQ8yciQwyAxBBJlaV9dV1V1eFUPnh4eb+7vbDp5+9X8Z2ezoNH35+fPp0qIrNw8P7pto3zfb//ud/+b/+z//6p7//06aFoTfGLJelp0zb3SZ4P88jZFBKIcP+ckohchQfPvzcNE1dN84t0zxTpr/7h7+rm9sQ/WU4mWVGgSgAgDkXX56ncTgiPj08bKqy3O3qeRmnKTEGkOPL8+O0zM/PF87zzU17d/cuRTocTo+PL1IWWhd1XQ/aIkbkEBPMc15mt9tttpvudDqmRAxEjNmaGKLnmKtKbDdN1xb9eXl9GRiDqi72uy2AsNYti4lhSglSRGsAgLWNbNvd+rZHOZalvrm+Mmba7vhm2wrJpZYxpVVrkSkfXl7NfLFLXxSSAbu7u56m+WmaL/2wxvCcC8GHqmqJ2DzN93fvvvvufVk2m253e3uPKGIkolxXTV2JzCRjbHtzZYwpCrXtd9M8/uY378uy5JwLyZ+eHs+Xk7GzlLxrqxTt8fX5eDw93N3vtvtSi5TolxwlvPncfoVifAP5E6MVhflVd77y/H817zHIgL+o0d+gKV+Bmr9Q/f/GPf63qMyV+I9fbmm/lhsQvB3xGPua9nwDo9CvY5/sq+fhTRv4N8Ph1+gpEKWU3gZReHOS/804CmvY+ItWDoV4i3EmWk3yKKX4GirLGYABolgFFZRSWjEroABEIkaBOGecIwoNqww9AyMGDFG8sU4pJVq5KAwTERFFBlIKjpxxQYlydIiKsYwIMfqUgCEI+dYW8cEVulBapfTGPeV8vd2xryBTRHQOE635rV+55YGAsQwpQ0RGlF1KPkN6Q7QzsaqkMgDlN2wgAnAkAIJVchSWDJEgJoqcS448UWYMiZi3QQoZUzicPv/ww7/Npv/DH3/LkLybFzP54A+vp//93/9vGZayUIKX/dk4Y5PLdnKvLy//yZuchbUEhNFSf7QxvEp1TiktbuACWcrGjqKIUoOQsNtsrva32/aGgQJSUjXjZfksn8/HodDF9X7/3ft3nMOyTE/Pj8PlTMnXVVlqvdt293c3lOHw8vr8+Ky42HSbpunmeRZCSK3qttnstpvttm3bpm6quvn8+fM0TcfzyZglRB+CXzOxzpHWoioFABNSA6AxttDFpuvu7h6kVJCBiA6Hw+vr6+VyQUAA9D5QohTIu8gYT4ktE2VgKBAEOZcSEfKgVFaiRAZd1wguEGDl9JblwgCtsXVdT9PsfTDGTNMYvXfWCZHLau3nkvcueGg3rZDiMgxCCK3UpttUZTVN4+vxxbsQXHBmid85fLjdbrrVsda2jVB8sdZ5t0KHOEOhi7Tm1ygnHy79JcQYfWIZ53nhXFa6ned5HKfo0x+//4OQ8unx6fD6Yp0fhsnM87zYTGyalvN52Hat0mVCfzydnp+exmFERM7FZrMBYNY5AFZXdSIQUgkhYrwM4zIO42UctValLqQUWisppdSyeHurH+dpopgQmShU01ZFqaWUdVustnQU0HRtWZY5Z2OM966qquvrlXzOL8N8eD39/NOn/uyCz0qJGKJSer+/BiCGyMX6UySUrolGpfl+vxeSxxTneZSMZyTwRI4gA6JKlKNLbgEokAk6H/vnp9M8GIVZ/PE3D9fbsuzmi59mF6O3nlwA59cAOBDBYhxjtGmaxZhpFk3dAYAxy+dPH9b/8DbbehgW6zzbskZLAoreK6mRCcggBZdCcobn85FilFhJxJhSdMFTDDGs7UnvfQyB6rZtmrIolGQo9e76upCaYlyGiQNnGVJKlKMQvG4a3ZRci368HM9HYFDXNcuQGQNkxjkKCTK0jVQZI0VEqKryml2b4IpZMg5dXTVNKSRTmBhSUWBZCcq625bjssxLPA/DZhpQK+QiOUPBsQDE4mKXeZyKqmAAm64NLgBlO5sMlCELAHZ1ddU+dYfXj+NyDGlBQdYZohRjdM6xDIfDASgqJd6i7pCJUl1XSotxvIRAZdHu9xtnzekYHh8/X4Y+Z6qauu9PUhZV1f7pT797aU//9i8/xxiJ4vrkWwVu9FbkRY6cSZAcMwcQHBAl55WWWBUA0Pf9Tx8ez+MlxNB1XUzeObtMLkUA4GVZSKlWvSliZgxSyjljIuZcgEx9fxmnJRNsts379/c5R8qRIZSl4oJdhsvHzx8Q2DgOITjv3IePH25vb4UaZ+ufn56WZeGcU0xtU3dt13bNfnfFAB8fP/34449aVXXd3t7uU47D2P/lL/82zudMqWtb7y0wojSaxRR65UAiMg7AYoxrD0IKNMu8ZLDW+RC4gErjdltudk27bQg8pZhzEoJXbb293qWYxst0NMfX11eW+dCPjDGtlZJqv99zoabZtNsuA51PJ10ojkwwdn17zSBf+vPpeMqRV8VZSdlfeo7ovaccOc/Lsvhg+z5rrfZXu7qpPz9+XpaFMVZozaXY7Lacc+99Ssn7GFNWqL57//67b797+ObuLz/82TtTNdqaOZH3wetyw7A1bnt3f7+/ukLBn58Or4eTC6nOHDlqXbXttmmYVuWyuDR5yqCURoSc2eVyyTk3Tblupq0l50JdS6V13TSq0CmlNTQfyZdVWeiqLCVgLMpyf31DEJ+fXo7HM+cgpEDGh2lYrJFCDsNAlK6udk3dGGNfX49E5FzyPn389EFKJYUWPHgXQgiuDMgsM2CMTTGtQzsROeeJKISwLMYHDyy2bdNtmqJUSvP9fvf88fzP059P5xNXYrfZTWbIOQsuuk3jgz2fThRTVZWFLrq2SYEywfHl1VpLCQRjpdZ1XbdtY2Yax9nahSaLQ6x2Umspmc7AMkPkQkrNMo8hO+u882XB99utVNn7eXRTWRZNV1dacyYIaoFifeura10IXRV6GUyKxDKmSMiY4JxxlpEQmRIKAcy8GG9mM5pgb+5vlGJaleMweBakkEIoIYSUwlnvrEeG+qqUUgCwDx8+CCnqunHOVUVV1kVwKeXAUWqlCIT34e72HhOri9ot4fVyWi5zW+8oJDP72Tpgoq62s5kEwnZTdpsaeDqf+hRd11WFVpuu9oR2Ie8EZM6AU1Tj4C+XiRJWVUmUQwjGBCFpmomyRdn/8OOH47FfTDQmIiMpWVXVnMUUMiLF6JxPkfIwCKUZQJrnsT/3h8MlOrjaXzFQzvnn54P35JyTQmqtm6bd7faMweslHo+nuqreoH6UgIFUom5KoMxR9P15ninnFGPYbLqr6/3vf/e9VNiP/TCeGUPJpbWLjTHY9UaRY4zjODq7JGLAUtvxqlJKMamFUN12u+/P/eUyfvr0VKgipXw+9227KYtaSC4kU5pd6SblyHiWkgmBhdZd2xlrxnE5n53W6vZmw3moa9W1ZVXK4GmpZyBUWgJgCNHauMxxmSmlnBKlmMuyaNp2u+uWxWSgolDbbde01f3D7Thdzv2prEpueSIqdGGtez2cOUqtQCoxDJfr65v37797fj7M8zJPyzxbopxillIXRXNzfb/fXf/p7//xj3/8e84logRAxjhjXHCudUHAQqIQfMaEAmL2VVuUjY7JPz4erbMPD3daibub/bZrvF0+ffgZM5jFas7ropTIkvfee+SCC/VlAns7jeUvh7yvXMsMkNKXIYuznPFXGgFgmSHLDL+6B+Dt47864a0G8reRA/563vvl0Ejiy8CWvyQSv5TZ2NeuHf3acff16PjF38C+OAbEL8HRv5332K81B1/1Er/6zV887IyQJ2QM8U2YR/mLuj0zAEgxAsM1nrMa5hlkhowxpMwor7IKwVBwwdanfsoM3zjJb3HNt8MkAGUKKVAKAJlLTBRj9CklRVJKmSEjZ5m70Z05R6EE/2IJZMhiDCFFYhSYZaASpPVYSG9OQra2Lt9s7DwxyCjWkTNmHt8W0BR9tESOiwwsUHYxWu+XlDwXXAiOnEMGztfzMMToKXlYv7EcjZli8ilFyiSFROQxrQtHsMYxZMBYID+YHx+fPtn0uNt1VV0QkHF+nKbF+hCCdakqfUzEOOkSvnt//5vf3YdgX1/HaVi8yfNsQ3SqQl0xIbIPoaxVVevd1U7qCOCmydjF9KwPlllDyxzsnGIAa0Mm8s5ezmdkOUYLjDZdW2mBPN/c7O9vbwutXw8vp+NxnqYY4vncM8bKUl8uZ2stAFNKE8CPH3+WQmpdSKnGYTDGtG273+9C9E9Pj28MoeybutSFci6EmCglrVRd1XVZSSmRMR/CsizjOE7jZBa3rjshQ3ApRVBKa1XGmJfpEmPOBAyhafV2V9/eb5tGaS04h+jJxuV0uihlldQ5Yde2VVnnnJUKIcRhmDMkxCwLqRVxka21QspN1+bMy7paRdBtt2maVmutddJKV2XlrPHe5uRXjZNAllLw3j49fo5EmQFyVErHGI7H15giV/Lh/uHu9m4Yx8enx+CCQzfhfDqenY/DZV4TNDnj5TLGSE+Ph9PpElNMARABGNdF7XzshxGRbbqua1tkwBCVOo7jaJ1T1hRllRIZaw/H01rhk0I5550Li8lCpJwdAxCyZsiss4CZctRaIaIuNPIVSESZkQ8WMDdNVfCCASRKGXRmYL0zzjLEh3ffdG3HGL8Mo/PehTjOVhWy3VRt0xxejsPFXM6vu2u921f37/6hLLVUnDGglHXB9vtdWRYppb5XPDMKqRJ6HhY7Oe+D8WmY/ThAtkl641POlOpadlWhpAwhJx9CyDGSsUEVJZfKRzLWxUhtq9YMhXEOzl7wdHvdNE1jbTqdT21bt13bdlshBu+SkkIpLjmLnhCIM4LMlnlGYAywVBoRBUMtVMrknXPWREpciFKXWmqKqa2armm3XafbnIBJKRliztl5750DylIIgEwgeLB102zYZnfZmvmNtKm4ZAiJZeAMgTOAVZXKJVdKiUyZ436zA5YXO+eQkvcsg8CsNC80hrCEaJpWb3ceVUrAIgQbLJLyZsbkyqqMwTvnnItXN3VV6PEyHF+PdnGKCa45QxSUodBlU7fTXB/7Jxdc0xVmWdYrMBGti9tCS62kcyZnElJorQDImHkxl6ZqpdooLRlEFOiDW0cpLljOUBRqf7UVmUPIP+mfEXPOb03MlOJagX4zyb6pjJAY5AwpEZNcSomyej6Pz8/nw+HgUtClbpqai2aeZ29PHFCgrss2EYXgQ3CcY6GFCwkZZxlDDDGEGKIPUWtRlIJxWOZ5mqcYY7dt6rrwwb28PK9PyFXFuCyLd54yM4vNBEJIKQURIPKmaaqqaNtaq+LnH386ns6lrrbbru32ulR/+ctfPnw8vhwfu7Zd16FlUcIGBS/Nsqw99bIsIUNKCREpUXDRGJMS+RCJADkgAnImFS8rLVWRUgzBlVXZNI0q9TIt02W21vXnC8vojIMMgnOO2NQNIteFLpvaWEN9hCyD933f393dIPLgw1qUL5Qeh34cLpCzEoIhiyGlEBlwgnS5XITgDTWXfjB2WbPgK5pMKEmZwpdFLhfi+vr6/uH+6urq5fCU6+L2/moY+mE4GzsCYyi40gqFyIzFRDkDF7Is6wwsJcqATbNBFBylsWdgKIRMMazI1pwzItO6qKrKemuspQwoRFGWyNE5d07ROce56Lru5uZGSRVD8D4gp92+FRLbrrk69VIVwYdhmIZpTpSQcxS8UU1dN2VZjsO0mJnS6sNli5lbIXa7KykVEZjl7Jxf34a8/SLcDHG1R4YQvQ/LsgDLZSXbrrq5uVZaZIjb7cbPsOm2/WVA5GVRZhad931vuOCJUnD+9XDYbDb6dnWU0dfaCiJTSupCq0IVZZFSRLE46zDKdRUfYhzGITNIEShjzixFctY761KMHCVHllN01hIEyVmwnFJaUeNaFVRl0ziPoS7qTbN5dk8+R44isYTIOecoIMGXoDXlGMIyz/3Qj8sYY2jaUhdsWRxRLkuoqmbtr8zznGJE5MtiOQqO3IdAlAtFCKt7szyfx0QxEwFl5808Gyk0QF4mEwaXbEo2aF644MZhZohl0+pKL4uhFJXm265zyfSXycxQalWVRalLyXPyMaHwCZJPmA1BzNl/++6ubba2mw6Hl3kOyAOASikOF/uD/2yspyQY4xlkzlIp2TWyKmRVl0TeuYUFulwyYhZSOuf78zBcprrsNpuNWeI8T+O4xBQpx+vr/WbblqXmAnWhc6Z5XqRUdVWUhTqdTjmnsiqur/eUEkXiHIKPlBMi22zau7u7tbJUFWXbdIki58wY40w0S6ZIyAAwx+iJcs5QlrLt6s2mUVoIKWqtb25vP30s5tmdXvuiKAHw0s+ZRKErRChKudnKuioyi5S91DKlsCyTlCJGCRlipLKQWuuUiHMppUqRcs5csBSY93HKJoZsTXIWrMnBUyIgAs65UkprTUQplZttp7Ww1qxdvmkaQwyr2bapKyJYFrvMlqPgnM7nk5RSSrkC3xDR+8hRaq2ULDkqzvVvf/uHP/3p3/3h938XIi2z9T4SZcTMGMZ1d5jTFzVBDCFxjlIKxuh8fn16evRmrqqKgm+rSjC08yJRFELqumyLimVMIbEEjCGjX+iUX03kX+CZ8FUIzjJ+CU9yyPjm9X5raCFg+opSyX9jW3iTgLNfz1z/Q7oyf/maHEB84ZR8tbHTl4vjmxbh65/LIP+6l8fe6mcAmX/9hv8qL/o2Cr4Z/zjHL5/6akVnOWeiRCs2AYgxQv6GLE0U8lvkEtccZYjpjTyzzpY5p5QQMnLOVoldzpES58AQcg5rKhbZqrDLa4pkPQUiIucsY4zJE0UWckwxRk+UQGjIKufMeabs+/mspCyKAjlSpkzEkHnnfPAMWAClsvrlmpeQc2RfPe+w1jcFY5KYSBBTTpxgpSokctaNMRkuMkOfyPowOzulaIVkK/cCAFbAAQBzfgnRADCOSDkbs4TgUyIGTKwjTQxrPMQ7H1NiyKuqRn0h7D89HiazabtOCHnq0zhfYiRA4Ap0ifSlrnJ9vf/23bvX1+enz/3QzymK6eKMtXwGXYEuACUIhZSlVLWWiTGkglNiy2ScYdPgLpdlPC+QBUOxykOWHDkn7w0X0NVFVeiy1lf7PUc+9Jfz+XQ8D0N/ySmb2ZwzTJobszhvGUCkbL0/nk4+RABUUsYQGEDTdkopJaVSClf0es5NU2ldUJqcCzEQMr6+/1hjQojzbC6XcRwuq5g7YybKQDn4TMTKUmmtORJHRuunMlSV2u2aq/2ubStEWJZxHJZpmo6vIzKjpK7KqihKrdBYs24wnPNcZCF50xZKEpBfFl/X9Xa3LcsGEGMgKZUqSga4zGYF5u23+xS9sfMyDQBglsWZBTF77y59bywBYrcp2pZxyVOM0zxJpW9v7qq6quo6+BApA6CZzTwZY6yzUetS60Kr4nk6juNyOp4XY1cpiS6kEpwzWBabKQvOy6Jqm6ZrG6mkVip9Ih/CvJiqaqTSxvrT+YjIOIrAKSZat79CMOQMWEaOXCDlBLT+HIUYI2WSSjCuYwg+eh9zglhUsmuqqioZY8MYnE+UiTHGhRBSGmtjTMYYymtekDOGKFBqvtm3jMvTwcXkmShv7nZ1XQHL0zTmJJX6srYiyilbF8jHHCPnqArFIF2meZ7DsgAmyhiE5kUh26q43m4rXaUE02QjSUQOjHOuIEdg3AeWEmsahkwA5BCDd1FwnOZZSKFBXfq+KDbbbbfb7SixaTAZMmNZcFYWSjDkGYAxZwxFQhSSS85FAhKcqyx1koELwUVZV5CJEqUQC11oWVRFAwVbfJjnRXKRYvAxDNOYU6rrChEJCTxTSTGWi6rw3qWcZjNj2QjkxAgFomAsQ2aUcgIGQgjMIDFWuvS6St5jAvKBMgkFkjPIYZ5750NVq6LGAJxQKi2YYATZB5v9wjALKZq6Ysiv9jstZX8+n4+nFNKm2XjviKJIQN75qqj+6Z/+iYlw6p+kRhcsZd617TTOKRIRFbpkQK+vr0rJqiqRi2G8hHMfIzTvayGZcbNAKGu9u9pWjSQi5OLq6ma/v93srg+fnxHjfs+Kkq2Syhx9jHFN0lDOkSgBERELRJhTghCBVSwjJYwfP3z8+HxyIeu6rOu6KPV+vzXGBpdYloWs6rI7vL4Owzhcxpv7pqxUPxohBCJPEI2Jzsac4eam3u0bocTxdHw5HF3I7777Zne1yZDP5zMy3G23kotUxhRj122KqtldifQueO+cdwiw23bfvvsGkaUUdNF024Yh27Td/mrbNO3Vzf7p+dOHjz89Pj/udrumacuqrKri7u6u+d3248ePx+Nxmqbtdts2bQiBMTaP08sw/jq2EyNcLkR5UgW/udvd3d4qLZZlbrtWSBETzfPcn/v+1Is917JExgHSlxoGFGVZVFVIkSN2XVtVlZSCc9xutkLwZZ5ub25ur7759v73/+E//PvX49E5d3d3CwymZUDEuq51oc6n/nw+F4VerCnKoq7rsiyHYXh6elofdQSZSyFRlGUphFiW6ccfh8PhZX+1u394uLu/Pbw+/fjTn+fFOLc45x6fnmKih/uHd+/f396mw/Pp8HIahnleTNt2mdg8GUpZCFVV9Tgeltki8nfv3n333XfX1/uUHUGgs9ValmVV17W1bs1bFkWx2Wyvrq7/8R//MQb35z//t8+fn0LUuuBFuf/Nb75rmhaF/stffvyP//H/0EEqpbtu03WdUqrQpZkXr+1uv6FEjDEphNZ6u7m62j9M08SA9edzCFEKKbVSSoUQQgjzvKxcOGsj525ZFoKEvNpgI4UQQjjvf/r5Z3NJ227zpARkij7ut/vPT6f/57993F8976+qzaYep9EYa4ybp5cUkncBETebVkldFQVkSDGtUWehBAGUVXX/8FDX1fPh8b//239Hzqtqs+muTXZ29pdT75yXgiHi6XhMZGOyV9ebNTvqvQtJM4Tb69u27qRQL58PdVnvdrtPP30MwatKKyHfDgSIiVKKyQefKUsphRCCC8jw8vR8OvKyUonibrcBELvtJsYwzSNjYgXuvr6etCqapv3m4TshpODCOR9TnAZ37k9ESUqByBZjlmVpqtpNdjicwVMlq029gQKnYe77/ttvv7ve36hKf3r8OI+zdXa333KFpa4yBe+id4kBz1F4Q4prZ72x09OnHnjebsv/9X95f3O7m+fh+DoOF5fJbLrOuTTP9nR4ZSi0btq2yRljSDHlh3f3//D375HDp08ffvjhLynEFf+w3W4psUxY6rIuK63VOCx9f55nwxg1Tfv7P/zm4eEaOfX9ccW9rv+M2+120zXPz88pxa5rbq52w2Ucx+H77/9xuIyfHx9jSFVVCcH/9V//tWmbb7795ttv3uecjJ3HYRnjME/OuYwIugClkGHmHDbb5v7+br/fvx6OiUBLdX/3wFEviz2fLv15TCkPQ3SuTylUVbXd1F1b7K+2gBTCYozph/54en737jvIDBlsO5lzGi4DQJCCWSWmsTfGOEfzGBl5gQsyxUBlEjEwYyAlkHKVaVOMkTEoS73dds6Zx6dPx9MZGEnFh/4ilaybdr/vhNRSzmVZ5eyncTbGvL6etP6hLJtpXGIkZLzrtrvtVUp5mf3r4aR1LWXpXJymRQjVdRvvYybGOT+dTpGS1HK73VCETCHFaBfHGHv37ptM6fPHTy+fHrUuSq01V/vNbr/ZF6qoi6osKiWkNS6FVBVtZhgpw19fvvL/ELpksFIfv3xIb8NTyr/q6TH8lb37bxEpfyMu/1V682/gmW9sSfZVsbDOe29f8iu4Mq+Ul78eHPGLEHz9OP/1We/Xs2WGr+SVt85e/iqFSCmldQuVoxB8bUN8CW3GdTfLOeYMRCmmAAC4JmgFyznHxQNyFCClSAQhphht5sAwEwYC+iJfzwAZGSQi7/0yj0Wp67oSBUa00VprlxB9zkkKQVgQKh8cyy6E6dg/yXXeQ4wUUoorXi6EwJErpZRSX++XnHPOBV9rv1//yqlgUEgmQ3QxemTZe+P8HKNZzMWHWaoc8xLC4sPk3ZySlQqF4G9m+bdyLIS4xGQBUHAJmXsXYsyUmeBSCAEMrLNCCiklIi52SSnL8u76XgHf/9f/8m8/fTgy4Erpw0H3g49E2x3c3Iqu2fWvNqdlCF4r3Vb1BZWZ/Ol1RFYEmyBC8uARGINCQiKyNgKYVGJd69ub62m082icC3Zx0QVcIdUhrEpDBrookHPhg398/LDbbYryBgCeHx9Px9fL5TItPsTMMjCAFKPz1nsXkgfIwzj4GAhgGI33oesqism58OnxtN9WbVsggJYaEVjOdVkrVUzDAgRxNQTSEEJcFtP3Q9+Pw+CUAqW41mq1ZcSYYszrCjQTZAJEkAKIICYQAqVAIPLOA2Rr4vPz6Xg8GxOdAY5iv/fbLWitnIsxrgJ0EALKkm93lcTsLV/nvYeHh3fvvhuGue8H5HJZzHm8nI6nRKlt6z9+/31dt2VVKsEZpHmcL8NZShQcAeB0ctZFhkkptat2N7+9eXx8Gqfx9eVwc3vTbbb/9D/9z+fz5fV4Oh7POYMQqtSV9yl6AxX/+PHw+nqJMSsNUsEwGLEYgYwjFFpSTJILgZwj7na729v7sqymxby8vIzz3G23ShdSh3latNZSovUGOe+2jS4V5xwZUApSCiE4crbyOYHBMA0x+u12wwXGCIuZKScfJCJst5uuq6WU1l98IKVk13WLWR4fH8dxZIxdX90oLbpNub9uHh+ny3hyfvj++99//4f6+fnlcDjOZlhsX9QMgbkwcQjO0eH1wAjeQKNnE2zQPN/f3XSbLjfy1DvnKHjQGoTAQsnNtr3ebx5ubpJNw2m49LNst7osUUofgnWBMlCGkGi2dtPWkqNdwmIAmXs5HG5vGqVEVanb26u7+2spCt+FFOjcz9FrrlW320Xrkk/A0BE564hs1bRSqJQ8MtBKSaXKskTB67Yjjjs/AAAgAElEQVQx1pjFLtMCBClSijkjWxb74eOnsiwlIlCalznFgJIpJRll8Pl0iimlRJFLZIzNZi50wZEDZFRcIAeC4GfrcoxRrcgg6zAzzVWtSoGAlMgFoSTLZKZh8S6zrMtyBV22Xb3db1TRGBsz0GLmaZn+8Iff39xeCyWQ4zRNp+eXdYNGRKfTcVkWwWC1i6JS6tvvvi0b2V8ORVEYay/jlDPjQjLkQqlMIYTgvWPIuJTI2aoatX4+nQ7H134cemvn/dV2HhnlpKtKayULsd22w7mvm+rh4a6uCyZYTIG9gbl4IkpEayCXiFLMTKEQgmuRlTYpHY/HcRyJctd1ia0IhMl756yb56kpN0Q0TdOyLDF5qZm1lgkhhBRC1lUpN5uuNc45713TFJTT6XTKkJumbDl6b/qeMsDp1HPOpZBK6qbddG17e3OndGFcWG+GdVW9Hl4AyDk3DJd5nmIMwBJD6ocTCjRuWxTV+9+8E5IVlRzHyTmjtUwpOedYHqdpGoZhGAaOnAHmDMMwW7O8KWYzIIduo6qqLAqdmZOK9Zfj1XWHvPDBffzUOx9ioks/mMW2bfvtt+8FyuPhOM9Lzp6Ixmkw1sVEqtCb7eZ33//WORdjYGw9lKlvvrnv2rZUnTHGuQAAVVEyxpz34+gyjNZaoYSQXKq12cK8j5fLYK0PwQshh2EGyGVZaK2btru7vw/J//Thp/5yds70w/l8OX33/hvEjMiXxcQYuFSLcf1lqMr6+uqOCwwprkhVH/3h9UWJoiralMgsdp6ndR7Quui6tm4qqcXt7Q2wpDQqzZwLHz89Z4hCYFGomBLlHHww1kkBIU5NVxaVnOdLVbXt5vb9+/efH1+GsT8eD2VRc4ExesbQmGUcx9PxFLzXSm62XV1Va/CgLGqphLHLPBtrc6EzpRgCK4qi6zohRN8Py7J476uqQGTjMMUUrTU+GO9tWRWcg9TSO2atT4GCD+fzub+cpsVURZaCV1V5dXUjhORCUKJLP5rZBB85cikkQ3QuOOectYyhs9maZbtpu7ZOMV76C2R2d/cwzyZ6Oh/7TSsYoFZlUVSU7LKYnFmiEGJOCYpCCsXDJXoXYzT95YIMh2GYl9nMdhpn4yznXCjB1/5KzozlnFOMvu/PqhCy5EKg0goZns4WOdsDXF9f7fc3XXt16c/TNDjnrq73HDGEIKRkGWMiaxxiVKrQqtCFICJjAhEJLvv+/HyYjqexkDOnxFPYVk1ZVJzzcRytMciY8/b1eMjnrJRuu00kPwzj3Tc333737TSejZkPz+dhnI0r2mrrzGKsNSsJugDM1J96isGYOWcRvD8dZ2TKubQYv74HMEb7Pd9ut822O55OKbpEJhE457yPbdshE/NEwU0pJrOkaVz6o+H81RibM0glp7mPyTm3MIzO+Wmaq6oa51cGfBjGruu6rru+vlGShxAYgJCiaZqYgnHGWkMpn05HH7z3fhzGDz992O62nKN1IRPjTEmJVZkzBCGz1mJ9a9FaIrIYw7zM07icTz3nmjLTsiC6rPW2tlUrMEYIXlalUk1VqxAsURQydV1RkybyKTKlxM3NjffOuiUGb40bgOZ5QeSFruy0+Egp56YuMilKieIv9yRjHEAfQ1iTfqfjulSGspScI+c4zlPbNDe3t4xxJaFtsCzLEBIRSKlzZpB5XbVKVByLy2WaRsNxeffNd9dXOmf2n//TP788vd7fPxDl/f769vZOKVXXDTL881/+7LwVUiitlJSCS8bgcrnM83R6PZyPJ8xwPBwY4Ha7/dPf/7tvv/nu4f6bYCNnCJnniIJpJiUD8YWwD78U8vDLtQsye8tyriJw+MWY9zZDZf4l1ckI6ZeWXP4rJUP+9WEt/8qm8FfolK+mBL7OjW/XPFyFTV+EfXnFrPz/ZUXXmCh+mV5ZhgxrguYXBx+DX6qB+ZdS4S94zwzsTaOeM2bA1byXKNN6jkPIOeUccworxgZ4DNEnnxSTyCDFcFl6ZHm1fiVKPnprDfKUIU7TBAyUknXdMJZDDNYsIYYYQ0pBOTE6XRR6MdMwnPu+j8kjQl1XbdsopYwxIUwujMu8rNR1Y5eUEiJrmibF5LwLPggplZQM11+4IqYFF1zw1cJHRJyVgldKyRBcSgF5DsF4b4jcYoaYjC4wJRvCEpON0UGOiUmRESDHmNY4EgAA88AiAKasGJN5Ja0Dl7LMzPsQJjMwy94srwSZ0BijdQvAyqp9fno+nc51Vaji4epGb59Zt5E3N9vvf/v7l8exLM79aZ6ny5///IM1NvrAco4hAiByRRBSzN4B40A5xsRixKroCrUpZPO6PJ5PM4JIgQpd3Fx1WhUrXN7Ms/dOSFSiypnGcZCcmXn6+KM9vAx9PzL0DAVyKYSsilprab2ltPoN4rKYzFjbNjHlaZq991KIolA5k/OOTdQ1VV3XVVWkFJXSjPHr66vtdhsiORtiyozhGojlnBUFFoUSgqdIIcQY0mq2TylNg/EyEkEIVBRYlkJIpTWzdul7lolCiM6Fvp/GITkPQEAsvb4s8xjrpug2dVGUuhDdpgxhETIrzSRyIMUFG8bLp4+fvEvOx2Vx87yM42IWE33KOdslPD0elJZCMGRUFkJKEEJ650CK6+ururmSSt/dbWMMQsr9bi+FmqbJBS+5ZICFKuoqLYs7wYUzLpXebfafPr1cLsNSuLaqm/etWRyxwDBzzmPykJNWglKwLsyzaZraOPfzzx9yJu9dCKl6E015xgRjWDctEfkYvfdlVSFizhRCXO/2jKPSuqpLLlY3SZKFxAjECIEBy4liUeimqdpNHcmP81BVFWM55zwMA+dcStG2rZAyQ5ZappSUFr/93bcPD2mal/782m70/qprt0XdynmZAs3nSyBK0zwWXDRl2W7aZZgZ4G6zFRmmgdwSqqq4udlJ0YbERbXZTyELYpJQEkcCiImCde4yTofjiIsv26ppWuRQFFpXqm6jMWZeLoxTAiKg/VWx68qi0AwZ51jV5WbTNE3pXURkSomq0CmGFHyhZQIknhkhJhSgrPU5QqLEMlNKguQoecNbFCiUCi7a5fLy9JJTLnVhBjOk1M/z8XRqqrIqi7JQKwfemCVGTlTUTTUvJoSYUlqfTQDkvAUiSjFSEIjIOEXPchrHMQNHFMgQMxOMl1KXpawbUTYiZWvCOBkPFLgQSgkpGQ+ACCH4kMZ+WGJ0nDOgnHKKKbLElmVajBFCtHWjleKo0krxQcad9X1/MeEiCiyKIhxjCMEY431IMUkunPPzPCNmIWTOERClFFxwpViZGecQgvXO9pcT5LTbtshiiIFxZBwSRWPmxUzA8s3tVZkT55gzIQPkXAixwoXoLdTJEJELgUqyQiUpJ+MvfZ9zrqq62+0u0+ijXZIbxxi8D8FHGYBcCs45hwjdprbOJB9Q6PUhJ4RorneImVJAnjOkcRxyJl1KpWSM3l5siDnGBMCmcSnK3NTdbnez2eyqumGc9/05pVAoVdd1zklr5b0L0S9m1lrGKC6XcbZjhmTcXDfNwzd3PrgffvhhHOfLhayzReEK5YbhMk3jssyZGGRkGed5jtELDoK9dfCrStw/dA/f3GVI8zL1l7P3DjkLMVwuw2JsSnm4TFrq27vb+7v74OLh+fVLxomFEKw1PibgTCl5fX11ufTW2ZzT6XxqQ73p2rIsyKf+eHTOcRR13UghYyKOMrgQY0AO++urTbfd7bY2eGOXeZ6dCwCZcxlCDCGliEKyRCmSH4/DskyLmYUQi5mfX55mM202LWO0LEZKbNoNESFK56MxjlZzLwOGOQMN46Wt4e7mXmm5LEuMviw157LQZaLQD2cfFiHw/v7u6noTkh3G86l/TSlUdVEUpfMphmCs7Yex0KxpeVVVGWJMXmqOAhY7f/z00+fHj/MyIvLMwHsvuMw5hxDnZcw5a83btr6+vmq7dhyG4PM0Xi6X8zzPlIBzZAxSipQSY7BWuiklBoCcp7TGcRNBUhqJgFL2PoSU3ATL7ChRCHG4jM57wNw2ommKTbfZ7/acc2udXaw1bm2MNbtOK51TNssyzWYeFwAePVhjd1XHEYPzBEwpfX11Y83jZGbvHCRdqIIxVFK5HH0wUmLKORIAotSKS754B8ZZ5859zxmaeZlmS5GMMMAYFyJDyoyvwuR1NUU5jtMozigrXnc1F2/77LV2qnQtZBkj9P00LwsDSIlRBh+oKLUUKlFOiRnjjJmahmmNnIuuvSJa7X6DXdI8W8egFNiVqu26RpeYYL4MPlgAiMknE2OOZV1wzY1ffAgpZaUrnOcQ52WJzgFkrrgabZ98lCikhrrBtqkoxXmcpmmKjpwh75MUIoRsFjJLzhmkystsd1voumYc+xjtNF+0KnMGjqoqtt6lcVy8JIrgLTMLoxQz+GmatJJVjePQj+OIKI+nc/Dee9c0DWDMGZ21fT+UZVEUpZKciKZ5pphSStO0XC6DtQYYh2WhDE1ThxDPx56joEzTMi2zBRKlLjnTPiwpmRWlseqnidJKrJvnxZikxOeiamLIZgneB86Z1mJ95HOOSmFZMkQf0+zDxDmUQgCgtYEIERmlnBLFkBBxLRpRAmSIKBngutRUCpJPZgkxZI5cSc4FyzlZYzlCUSilxDJPKBhi1lpwzhljUoqyLOuqGsaZUkKGkEFJLcQmhJDC/0fWmy1JcmRnmkeP7rb4GksuQCKBqkYVOazu4YzMPPdIX7bMA8zNkMIusoosoApIJBIZi69mpqa76lxYAkVyLkLEL8Jdwj3CPPzo+f/vKwQZIldKQRU5USWbF3ev/uZv/q5t+nl2//Zv37x79/7p6ZBz3m73d3d32+1mf3OjpHx4/Gkch1IyY0wp2WjdNu3pfDoejw8fOFTIMZQSu6bf7bZ3tzeb9VprVbODArVWnxISJJTlUnLFsvBRyC9fP7sSPt366yS2QCPLglyETya6nz0Kf/UWEPKflmn/eaj7D7Ne/Y9buE+zZP3Pa79/N0L+HAkhvwAlCWD9xBUly36RYKmfbtZfdn/kr76Gf587BfKpufjLA3+SUBCgi0Kg1LKYVwmSnGPOMeVQoSCtjBPnhtlNLCFA8t4eT0+1RspRCF6hxBystQAhZT+OA2W0bdtt2vysSB1TjgCfHp8ZbBptzHi9nq7DZYk3N14NrmGMWWu9n2NytZZFjuecrRU456F2y3XhfaAUKWMUFxQfWXL4lDG2sKRqTSlxqiRvhOAp+ZwT4yTlkLOHmlwwuXooMmUbo8055pIIqaSKkrDWEkJa5j1CCBeVsoXlGkjlSMXSDqSc+RhnP1+HY06lVJJjoVQy2jAOBDqKetXvpXAp2ONs9vdWarXekLZjbavX61WwYEYPuZ7Pl8t5RILGOCg1x0QoR0oJVsRKFyV8gZJoLZxhI1lHQedI3BwRCgBRSm4369122/cdY2jG0ZgxpcAYg5IJpJKLGadpcsdnO89Ra+CSMIGMQwwZCeZUljMgygnlVDVNv1ojZZTReTLLzlRKBqV+emUACBDBxXI1aN2QTyJ7NLOz1oWYKKV9363XKIRIKZ/PlxByTkUwSinEWOc5Jp4XFaTWol9xRCw5W2u9C1Bh4XY4W7yrKQKjWAC8jcHHmBLjTCkUCrSSMSaCmbLKkIIQTaO9Dw8Pz9eLZ5zXAtb5abLBBSCkluprPJ8HxlBwqhSHIrjAruktoYhAKd9su/V6tdvvh2FIOVGCfdcJIWZrAUhwoebqrE0hYUXJNQCdTZiNnyfnbbzZS60VlGrDknZGAESKUirvIefkfDCzRcTr5ZJzQgJKSt20SEhKueTCON/t99M0eR+klF3fL42ymAIiadumaVvVaN00jC+LaL8Ra0KAMbTzHJJXWm42677vtJYxh2Eccs0hQM7Je08QKKVciH7VLaF1gkRpdStVhWrM/PTEVhstFVLGdjedmEqM0fqx5ESwCNF03Wq/uy2+MEJvb7YXhUdaDjFutu3N7boW1a/bfYL1joYSfbY2ToITRitAjsk7732IpcZMM5cMKeWCUcH2tyqXfL00taYcUxT8/m57u1ute0mphzpTyrlAxBKTD8HmFDmjy7F9yVlwgYxhQVY4A0fBuxhTLECAIaeMA0PCCKEEAKGQ6NP1PJRUnPBY2NHNg3MheEi55MRozzgjWJGSEHypmXFMMeVcAKpSSgoBALnEEAsCKSURwqQWMZFcsnWWMimEQkDFpGgYW2+EAqmI0ugS1uocQcI4FUxwttn0VMaK3LrZ+nI6jw3xWtBGaEQI0accz+dzSrlZKmCcp1SUkpRRRgAvl+Hbb/98mR6/+NUL5PkyXJ+en40xAIQhSyQ660pOq1XbrVZaSyA1hACEcq6apquV5IIlMaVYCLbk0K+7yUyPT8/7mztjxsPz8fGnR1rgs9tbMs9LoAIZJcCwch/iL6eUlDHNBFUUJC2MFkJSSsaY9XpF1Up1GxucC3PKIQRXSkakIYRYa80EoGitb253T88Pk7HeeydYrdnO05dfvbm/u2kbdb4czpfTPJhSEqEEEWNOxrhhtG/evBacD5dxtl6JFgkPvtzctF/9l199882ffnj3/ft37/b73c3Nze3Ndp5NSpEi6TotJS81KcVy9ofDOec9It/tNk/P+ng6fvz4E+ei7zfbzX4YLksBchhcsLlG6DZca5pikpIQhGVsW2/6/+XvfrvZrp+eH//xH/8hpbQ0pKVUhLCcIPq8WW+++vKr1Wr1/Hi4XgcAEEJwzqWQqWReK5c85XS5nGdrFuPK+x9+2KxXf/Pb3wRvvSnnJxd8kFIy1nLBpJKcUWNNSAGgSCE///zN3//9/2q9f/f+3b/8yz8bY2qtnHPOmZni4XloGhim4eHwASr0q/bu7g4JTpMxZvrXf/2267r7+13K4Wa/vdnfL7nwnPPheEJCmeBcUMYJZZBroJzs9rtlcOICV6tto1tE+vHhw1++/5Zz/utff/X117/66ldvBzP85ftvhulKCNGqW6128zwjom7EMFytcwTTNF1rLXf3d9vdZrbTn/6fb/7xH//p4eGZULgMp1oJIlVSN1prrbe7PsYIUHUrd/vtzc0OIH94//Dhh+fL5eydYQy05pzTEOL1chquyLlgTDCkvGlTKTanlApBUFJutzd/93f/jZD67ofvztfzePJmyKXUUoqd0+xq07K+a7bbzXazW682BOnj49PpdKCUat0wyl++fM0Zn6fZzs75Mppk/YkUIJnMhgpJpMLbzU61KsQ0G3+5TCWT4J4b1ba6AYKMsUToshKgCFJLoTVS0q1WZp4ul/k6DIyyEstkEwWiBDa9glJdsJJLRilA9cmnkoDA7Gw55yryS/EKELjEmzuNTHbdtlQ4X8brMJ0uA2fYNM3z88kHX3IOIb988erly/t5bd+///Du+x+uw6ykbtvu88/f1ALn04Wi0ppvNwQBFBPrpt/uNoryaCzBkmsoOQN2QkpBpe61rIUGnOx0Hcbv/vJumqZaC2ftzW49WzidXXRWCrLdrUQD3Upst/1ut0oxTlOxxlnja2FKqEoJqThcptVa3ezXZr6WEhvN2pblHE6n04v711q1q36n5cbNkxnnzaYvuXg/I7Ku5ZzhcP1mGHwIOefkQ7G2QiVdJ3e7LqUMWHKuBNjpdJ7G4eWLeyl6ADydzsZMzrrrZa4lC0GlaAiilPLm5naazOH5OBt3Pp8enx+4kI267ZodW+F1OJ5O3tcUaeaFSMVCCJRSpRRBORszDDYECKGcTqaU0jZCKi6lUEoQQmJ0ABEQrtfLMF532y0hJOdSciLAoZAPP36YZ88Y3t2vVn0vJa+lhJC8S6VASuBsiXGIrjqTa4W2a1arjlLi/RzCTJE2TdM00sxTiqHWggxLKYSQRmlGqfd+GocQEhBMKd7f32y3rz5+/Bgw1orjYKXUWrWvXvZv3/7qv/7uv/3uv/49Z+J4PPX95od3Pzw8PDw/P3/33XdSilevX7558+b29tZ7c7kcr9fzuutDDKWkzz77bJqm5+fn4IPgvG3bm5vt3/7t33799W8FlYB5mi+lAEVeCRhnGWWcilQyEAaE/XsoJfkZavnvJ7PFCEDIJ/Q/KfXfDYRkWbD9/3OT8B8SmJ9kBv/RwvBX3/rPKsNSfm7ukU9eh/rLXLjcq/yc4kRcPA30Fz97KYv9bxHHVQD8JENfvpH8/BzqX90EP/NFF1zKp+LuLwiXAtGXMaWESBhDjiyBtcFM5lohCYmrdTP5h+P5MZMQwmzM5eHpx1w8MuCCLanPEEOK1kfrnZdK9X1/mftSSgjBB4sEGEPGac6xQlZaODfbeU4lIIEE1Y75ZKDWGkKoBQhghYoEkaLgggvOOPdljDHmklFirZAAKtDFCVFKIWVp8dElrRpjZMgk51KKnGOpWWQGkAAKRQDmEDKTXYEZooWaoeYKpELOBUsuKQUkjDCOlDHGhPy0aICakeaaAUoB4n2ww3A5HJ6dzSlCzsBZs+rZmzdfaLkjoHbb/ssvNGT5hz/82+Vy0ivV9aAUr0Aul8HMppQIpByeL+eTBYAFZ15SISRRyjhnsmGy4UKyioUKtup7LVcIsiRCQTCUwQf8xNgpXavXq3Yyo9ZMylVKYTZzSKnv2ut1uF7N89Ps5loL2ALWBcIC5zBNE+XIJXarbrPZ7G+3qtFMiFKLUlopfRGX4TrEEDjlTaek5JTAMAzjOEgppNBCKqQ0pyKlur+/M8Y9Px+fDz8IIe/u7u7v73POh8PxdDx7X0sGLRnjFUP2ESgFxkjT0M2mVRovl0utEGOdTVr1q65rKUprCoGIBBAFAAGwAJhieX46ClXbjm62WkgiJCekEkKkkNvN7nA4nU7zTx/cbtc1WoaYUygpASEQY8ZYBBM55eiDm+084WrdfP75i5KT924YjBCy9pBSZozVWi6nM+WMcr7qVuM0DpfLNJnJ2BAzAFm1q9H4f/n9t0AKIcTO8SE+L0WJ6+xciJITKWnXaQDCKK8EcqnH02kYh2bpNCux0B8opeM4AaKWsmm6h4eHGNOrl6/aro05/fTTT87NXLC7u9tfHDALUK2lqm2VUoox+v2772L2TXd7c7NXSoYQJjPObvbJB8dyQsrwcrnknFfr9WrdM0adc6tV33WdlNIYIyW/f3nrrL0Ol8fHR61112vnIE8BkazXu11/v1/f7nb7OMeaw9e//tVDg6QGZ4a7u9Vu3z89jbMdck67m5c+u8mVbKa+5X0rOQOAjFjajnuIpfphOnX9RnCast/t7re7LZJyvZ5nY3JIb16/fHG7W3Xyev04DB+HYQzBGkPt7C6X82ySEqulIGMGs1urVncUGBZLKhe0OZzPIXpAYJQhUh9iDqWSCkhKKlCgpFoz1Awlg7ehpNwq7ZybjW0b1a86xggiOX4anWrTNEpLKLXrW601lDpPJpfAhKy5CsV2N9uJlGBcKtl7RyoRTK6bVdd3t7c7F0Yzn8fpGQU0Qpe2L1iAU2Ti7ZvPTchPp+Hh6XI4mcvV3q3Iatfd3d9xzkP0zrmHx2dG2Xa7RaQpFWOMlFIIwQAqF5wy5r3/4Yf3xg0/fPhxtRK3t7cvX746PB/NaFKMk5kJqUrtSwWotZSy2W27rudMnS9Xa03wwCjhnGYkl8ullPz5m1cx1WkaT4frPE81pO9ns6Z0K+/7vqMpFG9dTlprQhkyOc2WZKK5Vn2DknosCICTjTFSCpRSznnf90xghRyjn808XKfl32TOBQBKLdZZztlq1SHXjOJSK/rx/fvZDNvNquubtmtGc9n1O6EEY8zYmUu93SGl6FzwPvTtyozzP/y//7Tf7c/n8zBdvvnmm8v5hEg4Z0jgcHi+XM4heET4hK6utVQmlWrbm+fD8TpMdnaU4m63A4BxmOZ5RMQQrPfemFhKIRRKhVxSp5vd63vOIUY/TgPjcL2e/vXf/rDd7Rijn795wxgLMU6TWdTJBFijW6jk48enp4fDeB1CCPv9zX5/s1ptBjOF8eq8/2y/7bo2hHC5XLx3SKCUfLmc/uEf/gEq2a3u37z49TBMnHPKqfcuhwKEvH37JTKcrVFaOhd+/PAT45xSdrO/G8fv7GyVqvd3942eAZ73+zVX2dchuNw08sWLPQFUWqWUhsmEEB4fD23bKLV6+fILJOXp6fG77767vbvdrtdKKjOPh9Pz09PBzi7H+vv0T1KKUuoXX3y2yE5yTjmHnKOU/PVnr95++fbuxT0ecb+7efnis3keK8DlOs7zHEMotYYY2oa0bdN1fdd1szE//PD9bP3xcLm7u1mt1sNoPnx4cNYzhjF5M5cFSsQ5yzkdDo8p+tN57ZwrJa1Wba0ppRxj7ruWUlJzIoIjImPcWptiASBKayUbztX5fJVy9faLr17cvyKk5lS07p7SKVwvjW48JT4GRiOlhBBSSjXT/PD4NBtzPl/HcSIEldRdp6Zppki9C2b21kbvIQbAAgyAU75Zr1/e3zcrNZnxw08fh4sjwLtGeZfGcZon2/Vaa96td7e3vZBYMW13PWC1bnYxImP9ehVDmIwJPlOaW92sVv1sZlLJckXklJ13zjmgVSi2W627Vbve923XSCW3N2sffKlYKr9eL+fHR2tnRNK2msuMjPVKLQCPyc7m3bvgg5mt0srOrtHNdrsrBbzzOZff/Pa366f22+8CKaAYb1WTShzd7CcDNK+2jeScclJJBKSEVkYILehDOJ7nnAata9NIrWhitWQiBek60bT85rbd7jshAUg+nx7s7K6XCUohgDlBTVgiqZFQAFJyyVEKej4d/3meuEj7fU8p/+Hdj95DjPDdX36cxmBtid44G2bjmlatuu2LF7c3t5/l7EN0z88Pwziq2XkflFZCtlxooZDxZp6N9y7nHFO+jmPJKaeidKNVQ6koKTPGtpsdAOZUjodzyllKtV5vvQ+Uyq5bMWxShFqKm+M4eB+TUKVbEcHper1p297OXmux3U+GcCMAACAASURBVNZlrVEL7RtNCAjJK5SU0jynmAJ1hDKyrDp22w2l1IfgbMyJzGa+Xv1wDaVUhiAYb7QUkn/8GIP3pJLFOEIIBJ9TpIiSM1ormUaDFCgFJbXWmlGac47Bmzk4lwkS3VCt6RI68M4ZY0KInIv1ekUpna1/ejqllAWXQIiU7Wqzk1Lf3NzqpnXOJZaF5P/H//m/397tf//7f76OpzDOIaVhOg1TJxQ+PHzsu/Z3X3y9XvdPz48fPnx49+FPBEB3fHe73u12d3e393d3m822ijmCrTgXEJnU6HPwcXF+QiVaayEbpNw5V3JZluRaacFErUCRUkJLBlJJBkIyIlIELKWQShaFNyF0OcwCWgFrzolStjxxgEIQOGc555IzpRQpfoL+AyzUCkopElKWdz2AUmshtVRCPg2Ty7xXFkPAMlQiklRiLmn5YQgQSnmtkHNdRIGEAOciQ0jF/4IarbUwQgGINfOCxMw51lqXEweKWEpJOS3otAoLtRIopSEejX08Hg+lLGovEqOzbprma8qOsrq/2Vyvh9PlKWZbIcRkL+YZICED9CAVQ0pCdPMcvIsApVJO/QXndlmWIgfGkFJSSUFaay2xlIqBqUghL2q+nBOQCqRyVZFISoSQIoaYcmKsKkU4JzFGQvMCdKkVCAHGFn3hAg79NE6XnAskIJkgJcgICk7rEjolUAmpIaZaMyHV2UgIcEkwUV4pIcipIITWCkJIqASRItJP5D/BvHcxJsQCFQqUVBySrARtlO4bnTN9eLgcD/H4dJqndzf7sOr3FCUQVFrtdttMQ/CGMVEzXk7mevxz8slM8fkpOBOg1pxBcCY5AYyAhYkqlaCCMsa1bowzwcXaQsm5lkwZv93vBWeXy4VRSpEOw/X77wLnOM8zQKGEcEFTylBACkWBtbq1TeaYc15G5E9r6+gLItuud199/dWrz17rRlyG4Xw9D+OwcM66ts8xzwCUYK01hhhK+iQwrBUqhpistSkVxoS1wblwvY7TNN3caM65McZaa8zUNCpncDaEEHMulIJqoG2UEqJWiCmlKTmXQoAYICUwaHPOFMWnjj1jpUBOGTKgYJxzqSjjJef0/GxXa7qhkjHOUJRYnQs5A1SSYnVzoEgZE1BD8Nm7iliRwinMbcvbTigpJzM7NzDGlOSc07btCcHrdTidL4RAqdl7H1NijK3Xm8PheDhexyl2naIch8HkfPU+cw6InBDkFISUlLKcq9aFUBJ98D4D2FqSkoxxSqAsWRiPMcQwmYkQuHF+s950Xb80VDmXi2P95csXlRAzG6WlVHyJOpdPGDoyTg4Ru163RC8UJSmlVCqXFFOqDqydp2lKKeZSUmA1M845ISAE327XWmuCn0qAiMg511pba8fhejweQ/A3+5v1esM5c94tIREAaMWmFSvJlRRyuk7f//lP4/gkWP7d7758+XKDGB8f30/z1QUYJq47tdm0bU8YL4g5Zou0Nq3cbDdyxVHSUuowzbMNbd8RLJXEXGOuDmlpVorQ6pOzLsXka82MAWXAORGCKsVjgBijm21VabveBR+jvc6jb1XXqE6uNEHxfDo+nQ6Zgu600NJF77y33trZpZRXq3WOWctmu90VISY3pxxIKUCKmw1UgVoILZUSjKEQPMWYU6aIbrY5pZySs5bUGqJvm4ZJJDwTJLXW4C1DoUWjpRJUCGTZp+TSfJ0fH5+ZqihKxkrE4rhhOZcUYvABCTBKaoVxqp0mQgqKNKZUct1vt41uVt2qVoghEkIJIiyHmowxwTmldByvw3xJKTHW6KZZrdfz7AggJTgOQ85AyNKHDs7ZbrUGqDknzqmQPIZAkBCopQIiCClubrZPz2eAoltVc/GjdbOVlC7HhEIIgoC1yFxETFRGQnmNVVOptCaCEsylViml1joALBFTABBykb+LWuv1Mi6FhFJyKTnGYoxptGBCABXBO0KqEBwRnLPHk2f8rtRUSln13Xq7kUodzyfrAiA+P52mcc6p1EJiyN6NJUGIbpgOHz9+ZAxfvX7VthoRhtEsp25C8GXIzClXyIzher368cN8ODxeLsNSFev7zs7WOX+5nL0PKSUksN+vpZSEMC3peqV3+41zZjJDJaHrm9Wqq6ScToembTabTSm11MoZF0LVSkmllDBn4/fff6SQUwghRCWVUpogabt2k1OIYb/bqUY555x11hpGcbXqY/Sn46kW2PZ3r19/Zq17OjzNbvY+eO9jiErppmt10yBCjPnDh49N08Qccy5IkHMupVytNozxeZ7u7vZMZptSznS322w2q7bt287EkIDgdRiHwWjVIhEAbJ7N5TIeDiettVaKM0pIRQbIKuPEuvH9e9/3/Waz3e42w3Vc1BQABREIqSnFEEPKeTGW3tzcHQ5kGAdzGZ1zKcVSqtaac4Kkcs5zzqfT0X18Wo7W3nz+thQA8nw+X1JMpVTvE9QUfN5sOi4oAZymIQQ3mbGUQoEzJttGOSvtbDgjjFGtZRGVEEopq7XaGoJPMUSpqFJaCM+ZpMi9i23X3N6+iClfhCXkShkTRFLOuhUKxZSiADCOZpqNs3YYzTz7kiG3VIg0DKbkamd/HeaUqpCy5lLLJ+8Xp7RRmlMWfLycrmZKQFALknP1NqXogFQuWimbzXa32mgUJeY4W2NDLECF4isivPdjneZ5pJwISSmnuRYkyASjjBYoECsVVGq+2vS3L251q1EQyijlKJRq+8aHPIxuNOPxdDRmapqmQAaE/W63Wq8arWOMxphxGmbjKFLOBTIiFG+7ZiGsUUYRUSq1Xm8RiEDkSHx0JfhKUtPLrlGN1pfhGnOiWLkkBZBEiClNk7WW7EByLilF7xMlRHBY9Uo3VCtcdYLy6kOYzDRN1toQQ8HKJJdStCWlHGdGkUCNIeqGhDib+Xx7qwnRKZbHx0OKBIl6fLzaueTELjmmCLUA5y1nq5v9m1ev73wwz88Pq/4ml5BzfPfu+wq1X622m03bCcrihw8fFotUyiWa4KzhnHZd1zYNY9y7UHJBSp2NwzDHeG3b9vZmt95snA/N+aJ1lwILLutGANCUYLhmFSvnJOpccq2lOhc5ZZu1iBFSKjmVvmuaplFKnS7HmELJ2UwzQCGkMo7L1ee89yF5l1KGcXDXiyt5Oa1DSgnUnFOuNVNKOONIOGJGkkMglHCgQkqecwzRQsqcI2eCfGLx11prjNn7JAQvuZRMuOBQIcUYg09LvErylOIwjsY4RJSSCiE32+3Lly+17tq+M3b+4cd3tQIS8urVK6lYv1KqYS5Arcn5cZiOlOXj+WO3+mxzo9ZrZQLDZ396/tA0ut/d9huyuqGbe765Y6UOz9NTLZVxLrgopRrjjJl9CN6FUut2s9VNi0iNmVPMFGmju03ZtG0PFQVXAmWuQAoSoAgcK0egpQCpSCoSgoVUAqQUrKQUUlIuhBQgmEtePlUTBCi1QgbECosSri5Wv1xTLbiMi58gIou6uxJKEUitpJSagBRCMpACNeWaSkpLp+AXpx8Xcjn3JIALYFMRnasP0ZZS8if6SmSM1VoXzw0iiTEQQjjnbdtSShcWC2NIKSMEljshRRd+uo7f//jTjzlHRMoFxuitM86bkC3BOvje2nGcLilbpAUwxzoRkrECAjAiCKVAPWAktCICExlZLVCQEICKSAhFQsnP5cCSSyQ0c7o4zWtd5j0ohABSRCCMolI8hBojUIpCAGKuNVMGy1/jsp9ktJZaSM4V8i9LVKyZ0kxIoQiIALUSJIgFkkdKCCE5R4AMFVKsQghK6RJNREIZFYsZk9FPdiqClBKBIJBQqLGUWBbGXYWaM2OoG951moDyDmvBFJKdXfAP3oHdJKTCGBuTXW8bE3LMWUnNqU6xPn58EIxzJlerjqO11HlXlGJIMdWkGqEaBcAJpYRSqJBiSiWWnJEUiqUUzxi0WkQvKdKc83Cd5vFaSvYu5FIpwaYRtRJKaNdmKVSrO3YnnY3OBzc7l0LMqWTIFXhBzmXf9n3Xl5pmM5+Op8twraUKIVd9L4RMKSEAQi2llJSX32wtNcWcUjwcLzkXpHQcfQw5xIQUS8nTNF2v1xB8jIkL3nVAkZjRAlkILigFY4wTIDnbGIP31VmIEaDCXGIKWciElEklUoISUqn5ZzYuQaSc0UowOBdDjbEGXwjLpFAhlBSFs5qz9T5xHgXTOZPgi52rEMAYxBoZI0pybFktxMd0uUxKcq1E2+rIUs45hLBQamut3ntbXYr5fD5fLuM0Rc6IAO7dQs6unEHTtE3TNboVSqdUzqczDcg4zVIstAVrE6IilFSoKeWMBQiUlJZLAAkiwa7rCCELIZxSZOwTNd05G2PgggMhZp4RgVKkyMw8l5IJFoIkhMA4jSnWCinlmFIF8CHkUpFSzgUUkmutNQux6Ec+HW8hwRjTNE0hxFqKmc3jw+M0TZyL9rZf9xshpXO+aRqCaK1NFq0NkGvNJad4Ojwj+u1Gv/3y9XotD8fx+fhofcrAY547xnUjCeqUbS4xxUQISMX7NbY7yRUtlSDDnKHfbiiDlOYKCTBxCVIygjVEP6bZ+znnKAQVAqVmlNJp9N7WOeSUcykVkcWY7WSffjrebG5xK7Raa9kKNkWf0mBSLVspoJJS6sJ/IoRo3SSalNRN01GlWjeP0+AYjdGlGD0kRmvbqrbVtVTKmDW25Ly8dGUBX5VcSya5AlXICWGVCYoMs8u5LKdUtJRixmm8XOw8nofD09OzaClvkGrCNDJCJCcVYEGeQM1QS07ApOBCEooppZQyAbJdb7uu11JPk/EuBB8SxZwzI4BIkAve932d3U2z++rXr4yZfPAfPnyoGTab7f3t/fsffkgxUMrO58v1epnMWAkxxnAmXn/2+Xq7Ox5G50xwIZd0c7sXglNGodZ+1X3161fX4zAeL+PzCcyUUhqniTe6VbprmuCj9YH6IHVXQqE+L30Dxjiv0HWrFy9e/Ph0HYYhTzbXzARt2k8iO4Dyy1lCSimFFKPf715LrUZj59kIzl+/fvnq5X3O4cOHH47HQ87RW8so2213ty/uKReH42kcp9NxMJPtO2Wta1T35u2by2UYhmE0j4SQu/tXX3/9a6VkioExXK06Idhms5aKX86nv/z5L+M45Jy6rqEUSo6HwxMik7JtdCckt84fjpeaQUq2v9G/+fq/3N+/6Puu0bqWbO30l+++BZPbVn399a8+f/N6s9v88Y9/nKZpHEmIhRAqpd7veIw5xTpcx6fH6S9/ftxtmOAEAKx15/MFKe52u8/efC6VzCUba6x3v5QzPv/sNRL4IN5Tir/+9Rdff/31NM9Px+f3798TQnLJMYWnp6dN2i7CiZDC6XgaroOZzeF0aJpms9l2XZdzRqSLhlvoHGvabHZKd4KzL754M01unlzOxNk0jZYx7X159/2H8+lpGC6LQSvFZO28222k4ptNdzw8H5+uw9HmokrNteaYvHWz954y4IC5hN///p/MPP0u/q7rOsFl362Px7P36XoxpaQFHLzZ7KSMw/DgfQIgKeXDadK6ff36RdPoefbWGq2lc+F4nOYZSgbOstKMC80F8zalFK0102QosFZ0QkgpkNHqvWGsXa16AKyllgLb7c7acDycz+dLiGmFdLdbEQLffvt9CPGrX719/frl+w8fnPMhxJAS42zdr1+8vmMcrZ0mOxozWWettT7kGME7yDkwnJSsZrKPj+eca981L+7Xzlk32jyHFLwxZhyGBnSOGYAkDz6EkgISnhJYW2s1lEG3VgWASaka/u7H76/DJaTYNp2QInl21744HU8xxuhjqmX2FgggBQBAikKJpZ6x3q7u7+9//dtf55qfjg/H09G4iQuuWmVm9/R0fHr6OM8zABg7umB8mF+8vFutO865v7iQnPXmeDpKIXe7m9WmaVcaGUCBtpWU4v/8/T+lGrb7jeIccvKzMaNRiLv9ulWia7XgfDDnkj2jqDsZc62mVqhSEamY1BqpBmDTaAQvfc82K00wBWusRVGxlogIjCICzlNirNlu9pvt3SEPOZ4l5wgleY+N6BrsGG1bKCVeLqMxZjYxJ+p88b7MU7leU6P6/X7PqJK8W6/u/uY3/9vx9GhN+vz1r16/edF36r//9//rcHpuO/3FF2/aVno/fvz4tFhLSoIY02wsQOFcrNebjnIAMwzjjx8+DsM8DN5ZePv29Zsvun618SFtL9daqw3JWbLf71Pvj+qYYnQ2Bw9QqZ394XA8na5atuv1NiU4Hc/GTPv9zevXn223mz/80VlLAOrhePQ+1gpSknl0y7slZRIpN+PsbCIAfUuEoEozJGUcz7n4tgEle6U6KGy4uuvFlszCzIJdas+eevBuTjHNNTFOkCopmZBSqVRr2e9bgJRybttWCL6wHxlFKRnjOAzX5+fzolHZbre73f7LL796+8WXQqjL5fr+/ffGmGmavPfb7UYpkXPWDY2JOedTtpfrU0xjTGa0h4cTn2J3NicPQ8IRNWFt8HA6mTkdzhYeQvDTNMaUheRSyQrVGDuO02xtCBERd3YnpQSAeXYlV0r5qtvcxPtdueFUNrDWpE8ZaOWMSEYUZAaVMpA1Yy3IqIBaoZJlDCgFUq6lJsykAiDBT+aET1lKSCXlEgEW11ZNNeXwSUK78P0RMQNkyJTyCjXXGLNFCpwSJjAn5/04TtcQbIwuJu+9yzk1rV7SmYx+CqZKKQmmlH3wfraztc57vzjQx3FcsOzeeyVV27Vt21BKAWqtVQghhWSM5ZxSjqWWYf7uePnTjx9+BAAlZdPoJeOWcyiQKtRwxFJTgVQxAgFEUE0Fsuw2UUjgHKTiUmIKlRAipVRKCsEXf2lKviYAoJzzChkgIqmAhXxqq0KtQOmnbiQigVoAYimEUWSUUUpzyTF4AJBCUsqsdctLXkpKKcUYF/vR8mmBMWCMAlAsSAopqZRUAUEwIQSjFANlKYdaFrs6I4DkkyqDIqEI+InWU6DWn9k9mfgYUswlF59jKRmgMia40C0T3snjYT6dXEq+bTljeDoN9IBmGs1sQ4iM0t1+T5PyQSA0u83LkvD54dyvulcv7272d3/+5v33f/lgpsg4KxXQw92LzW7fn85TKTRlMk1Xb2dCSclRCqIUDMN5Go2bfU45FoghBWdrqaVU74tzkHOeZ5sTUEC3irsd2+22n73aG+Mv5+v5eC7jOaaUCxSAlMps/MNPT2aejZ2enp/O13MqOeestZZCIIBkAoFUKLXkAlBKpgiMCQDifR6uqdZCMF0uPgaQSn3x9m4y09PTcylZCKGU4lwopRCZD4EVwpBzroJPPnglFRTMCYOHlKBkqAmygyxASGhaWQueT9dccoVKGBRIPpQCgYu20UorirRED+fTrHju2/7+7pXgg3fHnJ33WYhUNKRYYqg1QaEADITAnJI1vtFaa0mIgArXq7leBqXk3f1mt1/vdntjTK1lvV7lks08Hw4HinTV61pzKT76IoVALCEmZ9N+t/vi7Zdv335Jmbhchj/84Q/PpyeR2W63fXp6ul5PUGsuJcUINTuXkJAtbRZ2gJTazDMhZL1eCyGcc8/Ph9Wq11oPw6VAtc4dz6emaRhj3tuua7uu5YghhHmeS8mHw5Exohudc4wxlZKgB0opIm2aTmu53W7N6Kdxds41rQLA0+m0vDUxJkIIIQTvPSI65x8fHjebTd+2OUJJBBiDlEtAQrB49tOPD/NkVo3G4gkUxHJ3u339avv69a0x7nI9nYchFsoFb1vGeUUSASKBACWmUEthlPF2JQETYO10d3NzI2TDlLwOR+8N46A1WyLsjAFAHqYhhYHR0HVCKta2kq/1dPXTxVvIWje67ZHJ5Mo4zk9Ph+nipqtPaQFuIUU2jsZGTwUVjfrE+K0kpfILVLkC7DbbdemPgs9umuZhnK7Be8YREdfrFRJcEtcpZi2V1kpJSREHrCE65Ai0AhZkoBpZQvbeA5ScU0rJDvZyPD8/PphpCHHO1cmei45RTUTLdG6Ra9ZIxjgi5OSD88HBi19tXr5alVonY0osisuu7VrdQgVr7PVyMfNMkHjvWUwxxBBjJKTe3d22K95vtPM2plgKOR0u4zilkEuufb+6vb333k2TQaS1gJ3d2V2GYRJSU64v52MMM+fI2IoVkkIiFLSQfd9ChuqDu1xZq1WjkNG/nl6UnEtJKSMyxgmtqZBSKBDKakyMsf1ubyItOJsQgw/eOOeNbmSMoZRKEFvV7ja3s52vw3A6n5+eTv26bVd929xXqCH6eZ5Xffub3/yGIjken0/nw7ff/vB0uNzcbVbr9c1+d39/Pxv300+PIYSX9692m22MUQjW9pvV9gYRb29vVusWKpQSGUPvs/dpGCqM5Xq9jGbQWoXkPj5+PJ6fR3MJ3oVIoHpGx67Xtzebm/1m8fNwwUqNzk2rXuccGMWua168uH3zxcvXr18qzX1wP/74wzBcL5frx4dHRoVSbdv23ocYcs71eh1idF3PVqueM+qDP18u5+EKhHAlN7vtZrv507ffPB+fQ3CpRKG4kvz5+Ai1lpokVwXyaEZjp5QjYwygEgrIpHW2T/16vSakppIWH6LWervexBij95FzpSS2LSXAKUvJzmHabDZKCq315XyejKeMMcqkUI3qORXDZbicz8YMbaNevf7ss9cvGy1y9kAq40viIEKmvHpKmbXG2flwHJwNhNT9/kZpBQDH4+XDhw9Sy5cvXxpjvvvuu8lMlPLPP/9cCDGOw+Pj4/U6MuahesY0EpJi0koLzp2L33zz54UWzjlf5ElNs5juad+363XPGT/EZ+9cjNF7J6gsPPmQa01NK3SjOOeE1BRjzgUqEZwToLZx3vtaAWpduFjW2vP58v33756eHv7wxz89fzz5MSAjBXAyJcYNUlaglJK9D8PgSs1CiPW65UwzypCA9xGArNcdZ1JKwSVHymoEawMhxFr708ef1CBzKU3TvH0rh9GO0+RdyaVwAUDAWP/wcHTB3l+29y+2zgcmtO7W2+3O2zKc7Hq91koLyr/95js7W1LKzc0N1DpP83QyiERp0fbNer3e7tbjNMYclsQIAIQY3MU572v1220rJMxmLgWU5qtVJyVzzpzO8+l0Mmb0wTcdZ5T6YGJCPlLBkFHBKI+pUlqbtnv12atV19lxODw8MJIFVCkElyzmYN0Yi08llFCeD0+p1GFyZo4hVkqrdSFFghCsdZJnSmjf30ilcvXn46Vb6dW6HUZ7OYfDsysFKKE1UzPay2m6Xuxm12w2ertv7u5b1VRCA1RHqMxVjo0ax3i5Oq1F2zFC6vWaKMf1pn379ovZmf/xP/7vDz99rDVdr6e2U4/Pz30vR2MWNdnh8Hg+V+/nnDIA8T789NNjhUxIapSESqCS3X6vm44yrnQLeI7xQmkRkoQY3//4fpymEMM0TWbE5NXhgDHNUrL7e1nAU1oBSE4lxaqkCiF+/Phgbc6pcC6WlJExplZAZAC1ZKiFUGScihiS84EzzCWkFKBWJdR21fR9SxkgLaphIU4uuFXfbFZb3fSX41RqjNEhilxqjJByKDnGFIHUnCH6AoO1NnBBpABKyGbV3t3dWmuMMTf7vdZ6tu79++cQAxBzOR8m45z3L1680FpThkqLmPzp8rzd7sbp9Hz8iVJq/fV0Ov7w4U+MUcGZDw6gEAoxx8s4DoYQqOQUiI5v1JtQnQ3TcXiOxIgONtvO2+Fsf7r6PuU428m6mQkqJK8APvjZ2hBCLgUpTqSjlOacvY8lVSS01f1xvtsM+/+PqTfrjW090vQi4pvWlBOT0977DJJKqlIV3ICrjf7/d76w27ABN1xdKklH55w9ccphjd8Y4Yu11TbBKwIkM5ngyvVFvO/zKHLb9tDW+xxgU+233dGphotGUbXZIGhABboWRhSqqoZZOBfA8q0VRyBQYi4+JpYMAMYqAC6cS07MZa3Qre44IkwZ1vMPA5LRoDokKSXOYSBkbVAzLsv1cn19fXtalj6E2YcpJi9Suk2tFBFRVVeEtKJ6ivicl5jSNE3LMuecSClEiDF+2/elaJObSkUDAQghamOcc87ZteQGCNaYWJ6ZPnf7WQC0Dsp6hWCYS86CQkjWGUQDIKtaU0C0opTDiodFAClMipqqokqvbytaEyF9I57yt22MUVoECwOgIPIa4AQpwgK8nveEWRCKYM5REImQgEByLjkhEBpL/2PxqhCAUIAAWZVvZcT/v/ZQNAoBrkVHMJo0ESFag4oUiGjSShsEysQggKA0GUASFoVlTY0qpawyK+MaUazRArj+QAHIKQxj+vKlf35KOakffnjYbm4A3Mvr9fXlcjmdY86H4/b+7nh3d/fp8+nz5+viw1XGsODLU0IYHx/3P/7mYRj6r09fZ78UyMrSwwfzj//8cDwe//3f/3a5ej+GGKcUExnNHAljW1fbzeHtFV5f4uW85Awlg1Jq8TkEZoYUICfgBFqBIL++Ru/P4xDPp8GaSil9uDlWXdNPw+vb6+LzPOWXp8s4Bm0NQ0rZZ47MYpwmoHmcc0ogsOlaQiklBy7MZZX0EilrTdeZwqK0rlwdYyallFYh8DhmRCklyrcPSDEjCipCQkFBhcCy+CWGlEJiBkQgBaRBKbAWbIXKlFIKqkKaAUEpYOYYJQdWtBBB19VVZZQm5rQsc/TnknHxQTjtdhpE1nUZIVqrhAszpIhak7CUIsEn67RxyjkjQtO0vH2a5yVN03x7e8O8mnuQiHLKwIKIWqnaucIcss9ZlLKadCkxlxyCP53e2mYDIrvd9uX0FKIHZFfpJtU5JyIUAWBgBkGJKSMIIZZSQsjeD37567t3d11XNU01jkPfXxAxpOxD8CEs06S0Wo1z6wbVLz6leDp5rZVzFpFYCnMRkWlaQkg+BCTMhXOB4Tr4xYOg1jqlcr2MIqCUttbVVW2UIVH9ebhc+/Pbcn/7/ni42+0OUMzpZfj8etnFOwAAIABJREFU+SsCEWlC9XZ6m8f+RdK2Vp0rzoTd9uZ46JxVL6/DtPSuRocOlUp5HkdfF7vdN9vdFgHnJX79evbR1/W+am3VWOsqEYnRhxS4JIE8L3POyWqz3+4LxxzLvIyaslKgDYY4xeh23abrqrarloW1WEQ1DGPxMs8hF7n2o595mHxdN0JApJVSuZTL5VJLa2vbblpjUy4llzRMc0q8v4kHrVrjuCThyMVZd/BhRpRpHM1hZ6wBwVKK9x4Bt5utc05p8q9+nPq6dVvTmBqVBdM5ZMw5IxMg5xwL55TiOE7Xy+jDAsQwFztSe1AtNqqC4DMYQ0hNXaXcFBaGZbvTVWUJUaEiRVZbEIg+ppiG6zBchmmerLPMrFc1KiJUVWWdWKuds0iiko4xA4APcR6DVqqqakWG0GhtK1cLi/d+GMZhmKyr283uejmXEjabelmmmEIuLIDaakVUVa5ualfZujJ12wCiABYWSXnN1i9LACpalCtSoMi3URwyc4yJS1nlDSHElKN1REFijMzfrOVd1wnCNC85wzhNVWO3227Ttt4vT09f3t5Omuh3j9/VdaUUfPr8cQnx7e2Uy+yc7TabqnK3d4dlmV+eX7bb9v7+2DZtzkVbbjaYcgbk19dnYwyXknMK0eecQlxyCdM05BKqemud9mGa/Zhz0BqXJYeQQPz9/eHh4Xa7bcZxXhYfY57nnksEzoDQts3Nzb5pqv1h++79w+n08vr68suvv4zjOIzjNPnt5mCNcAHvszA4W1VVrKrg3Nx2rdEGJlzlZqioH4b2elVGnc6nvu+VEiRQikjBMPZcMgpvNm0I/i8//eWXX349X67GaG20raxz7nQ5i8h2u3GVHachRM/MCGK09svCpVhjFKExer/bH29uolAZXnMufvEEerjO3nPJJadSMiOgQp0TD+MwDlcpzFmMNs65lGSeB++XFKMIKyJjtDDkGGNOIfiUklK02232+wMgeh8AeJln7/00TZfrVSnquu54vCEiZrH2EkMsOVmrcwIRDqEgKS5yvUzL8lZV1W63jTHllBGgcqiItFbGKGNMZR0CpJTXggohrvOWwtlaI1yC92tcTRgAVPC+fLtHARbhUqxpV7HpOI65RK3p+em5v46Q0JHLMfsQLtdLxxUDIwISAYJW2lpbV65tW2sqAAo+NXXOed3wAwC4qsoueoKqrkTgfL3igKSVceZ4uyFN4zSt7RRjyVhtDJVSLperqbDpLCmjjdbWIllSRZtSuZpAaWMQkUVEoG4aZ23lqtfnNyJomma/39d15b1/vbwVKagwl1xKSSXNy5xLBCptZ7URY0CE6rrZ7TeAZRivp/NpGPoYAyJUbaMISw4lyTLTaIjQVFXjbH1/f3Bt3XadsWZkjim2Xau5cIpFcM10rR0771MSSQzTkkMswqgNlcIlRc4phFhM1kR+CXW1qVp7Os1hyYvJ85j8wlxUZS0IXa9TivH1ZfBLVqSdtc64qmo2nVI6n8/PUhgNu8o0bZWLPt5scsxAc7dT+0P18G73/rvj508vf/7z52HsV6+Rc+qXj9panP2FVKmCTnkihBXPpbV1jnPORRhJGWsLyzBOxrrVULrZupjKsgRXRGnshz6dEjOzyDRP3itgPJ1fSbGxdHffhogxeSISgRQLCHofx9ET2rbd7PeH3XaXc75cLuMwizCtWH0kBQaLlUwlFiiQEucESuOmax/uHw6HnTLCEgv4YfS5YFObpnVVpc+Qc4kpB2EJgWMshdezSiFkFslZvE8xJuVBWuWc1opKLlqZzWa76TaAUkrSRiFpozGGiYWNI2UQVGGIIc9fnj4+vz29f/84TWM/vZac++F6uZ774YoIWitmsE47p1miCCOAMXryeBpMdarmebrO18EPmRZzQVXfleKXOI6pFswx+XkZlEFtTeGSSo4pMRcgUEJ+PolALqVkliIo1Idqym9v0w4KbTc32/aQvBx3D3f8rjKdsELWm3qv0BCYqGpgRFBIGxDLgKhg5XSigpSC9/M0DSKZFDlnAHmFPQozICCuwJK4OuhyyiF4UMXWKpa90phLmuceibUGZWSazqfzy8vLl3kZQpxCnEpJSLyUSimlNTW5UkoDCHNJvOTimcuyLN57ESb1DRfDzIVLhiKsS9ClCAsrwqp2lbil6BjjunJs2xZwJDNs97KmvJQqWmtEjJERv2Xd16UEM5XMAlI5F6NeOZnrM7XWGrKKLCL+3fUnQATaoAgSaK2MNszfVPGALMLMmRmEQf4OwxEQQGbMXPJ6qmYuzCJcWDjnuFYc12s14npq0ADflHOrqHaNvIIQkiKFAAVJNCkSQAGrtJACQaU0kQJZPfMgQLS+uihI6tuXFGmlkABBFBEqxQW/iRgFssSSM+ekNTSN+/E3t7vtDZG7vW/+9hMrFWM0+31999A+Pu6en6/T4MOCfsTgQbiIAKm42dl2o20lqIqp9HZnDsfq3YdN1zXdZ9MPY0oLl0AElaXdtt1t3WFftd1Gk3BOJUXvOUVUaOIy55RzghwhJygJwAIp8J65LCnk62Vu22417iJq5+qu3ZBKIaZh8JerRwV1g9YhaeDMaEAy/4/0WoqJCLik8u0NkkphkIIIbVuziDZ2u9mllNIaPvv/XkSOKeF6TSmitBLGFZSBiICyLCEFloLGWGuRFFW1thaVXj3aQEWajU6h5LQWGDFn4Mh+idqQc3VdOUWaC6U0hxxArt4n76OzqJRTygCsJWdEAiiwnvRQgQikxKRYaSVCRjujJeUQfJnn0PfjqskrPFtjBEQplUIqpWi1XgsKAiPwei1elvnl5Wkcp7pulfrmAsk5hDg7Zwg775ecc8qFExOR1kopLVwK8zznGEvOaexD27qmMV3XpBS8D8w8zd7HKCLz5AXQWlWKVJXXWpWSUo4pJeesCBCpleFkjBqGuZSScjZGa6OmaenPfYqhchUpFUPqrwMAKaWNDtABtWS04cycxJpKk+EMy+BDGE+n689/+zVG0dp0XefTNM/9dO0fj8Yc7bbV287WtQp+Op3eLpcrKVBaMcDiR53JmMa5btM1Rpu6jl+f3nxa2m5zc7PfbDeF1eUyXfthnGdlBTDGNCGB0a1z2k/zMk1+GrYbpQwaizn7ECbAbC0ZSwI5ZSxpCUvmCHPvF5/8GCVPp8uw3e3qtlaWBCCXPM4RHWpHVdOQIh+sraz0Yyoxl0QozphN2+TstYYMyVjKOcqautUFUREpAZjnxfvQNHXVOAaOOUAsITdJfMZYu9Y2Vs+mxJIlpRwKJ5ZSmGPMiy8CkoB1gIyKXO06ZKacJUPmkqtKH3XTbUzbmpUYZrRBQmcqJQRZOLISZcg45TQpBNRGG0KsnOt2t5+f/3rup2FuC+dcOGeOKQFAzNz3U8mlbZtlCUrpzWabC+eQ19yIMnrxS+EMCER4uV5STrnw7nBsgUPwRFTXrtt2HVHjqlW1x4icGZUqRa6XPjMYVFvlIkfduq6rlKJlWf7615/ehhBFV5vtOC5Acrw9+jCFEEUgBL/ouXb+crkMwwgCWmHTuJubw6bt+uvlifnTr1+DD4/vDsfjzf39/XcfPsQSCzApLJxPp9fCUtfu9vZm7K/G4PsPd//Lv/7n8/lyvr6ch8/90H/5chmG8fHxcdO1hNQP15yT1ipln3PUWh1udk3djOOkNVqn9vs2pXGd+tzeHX//+98+PB7//d//9PHjOAyXaVpKLp8+/uq9v7s7/vO//JPWxOc4++tf/vwfb+e3deFZGIxx+8Nxt9lrXS2+VK5+9/g+eP/z335+fX6zxjnnYkxKGVJknDmfz/3QNx9rnxZrddvW8zLmFH2IVuvCeRr67z68H8fhL//+v/7bv/2tcHp8dzjc7B8eH27v7//rf/3fiKDtmt/97jf90E/z9Pr6PAxDjDGERWsdY/B+2e22H96//8c//J5p+vgsT19fvvZfFVkAI6xLof7S95d+mQO8p7rulFLzNJ5O5/zfQ1Pbd+/vraXPn76cTi8hLiGEZUh+EGuc1toZu99KjLqIbLftfr8lUqUUrc3xeLvb7kTk5nBwlWvaxjn7+vq6LEvbtjFGY1Tb1H4J3vuUkta6sI8ph1C6LmtlTq/nafLCK2ueAMB7X7nKkMmZV1/KbrczqErMMQQRIcTL+RJCiVG6rrbGAKjn5ydmXMFHAkBETVO3XctcXk/PheNut+26Ksc09xGAQyzjFO3T8yF3u11nnek2tUAGQGZYlgVR2V11c3Ps2l3JZejHz5+/zPPKZTXaauVou9+hkqUP1/PAUOrGff/DTmnNzN/KKlrfHHZNZ22FgHHTNUbbZtOlwvPi5/mV0Fa2AcDT2+Uvf/5bzrmuqqqquchhf3P7D8dffv5byXmz2dzf3/bj9U//8adhGmzldjc7Upg5++D7vgdKVauUgm5TbXedtc5oo5T2fumH/nI5iRSt0RiNwACiFGQuzCGEaVnSfnfY7zbv/vn3gct5GJ++fH7+/Lk/vf2nP/4eUjifriW7bddst9vrcOVJliUXCbHwshRm0NpVVZWi5Cg552UJnNkQfvn06mx1//iBC49T//nTaZq9Jvv4cGBWL8/Dp49fzm9QitS1QoCwhNNrIIo51q6in396Ro3bm61S+P7D/je/qw774/PT6xLH9z/qd4+73/z2dnvQSMecf/y//s//ewmhaRtjMYRpXnpbiXXYbew//MOPXdut+4O2bZvmpqrtOF37/lI3Vcz505fPP/38s3Nus9nc3z9WTV23rdaGmZ+fn0spXdfWdSXCa2h9mi/aYNdVh5v9vKhhyM46AAw+zNO8zB4Av//+/d3d4253QKCPHz/98suv5/NVKagqZ4zWYErUcWEQbVUd40Koaqdjyk21ebh7d3OztRUx+Lfzl+hV1ooQSgmLFx/mnEPhMvRL9rkEHWMQYVJgzTct3Coh4wxcICce89L3Pz++e3j/3Xsi9fzy9en58/FYVVWrDYWwuK4RZa/Dq8u267qn1/n5+Xy9Tr/97Yfb2z0i/OnP/z7Nk1LYti0A+7BczllpqGtwldSVc5VTGslSYvjTX//qwzxPfYKSlyCvWTsgnVNe5jSQFVTFl4mIdFY++PW0SgRGIWpceC4ZmFfjHILgUkKewnV580ve9rttu0u+9MvDUp5r2wErEr3t9lZXmqyNFQgo0tHsKtwa7LRWgCLAgrDk66l/e317EcnGUF1XhdMKwddGKYWl5PP5fDqdcs6lFC6cc0IbXcM3w8FYLcIhTEiiFCgtyzIMw+U6nWJacgmZPWlQhjIoAWRBzEaDFpFlWbIsAklrLSqTy39HiYJSqhTGwvrv1r1vtE+NaAxokwFCWQDAKCO0RWKtwDS2lJJSBmBjQCkshQmVs1Q5HWNKKX5zIJFq6rpyLtdZrSgaAOecsAivv73knEsRo5WzGmq3QkOVolzWBRyziDBwYV6RlN8oMvB3QFpeHwyzWGuNsYoUc/aelTJK6fVQp7VWSiHRGkhbJ8illNWWjiKEYCwxC3MByVwKEtiqItIIClEzCwsqNIjrgpFE/u5EhG8MGCLSGir3bYLmcymFEdFYY0htWwUf5P0Hatvu3bstM5e8PLZNXb3/8GEffLn2E4B3DuZpef16lqJTGgTg8R3e3ClXc+Ar00Q2g4bbx/b7H/bbfeVaCfmqnQiEnBciaGo43tZ/+N2Pv/mxvbt1zlbrbrOp2v7q5ynHIDnIPMRpZmYAhlwABJRaZ5dUCozjNI1e67NSSjtbt/Xt7T0DD+P06dOXnNggtLV2lQYELx5KiUuQzEQkhJfThTmzFK1VXVda6Zgyl4ig2rZFIm3sdrNNKQ/j+Hp6A8ibjQbC1cAcokckRbq2bqW2CCejKwFcQoKirHbdpnVONa29OW5dRaWEy/m0nhubdrPMfprCMmdNSgSXOZXC0xQAekWmERUjIBhSHFK69LNfojNqs2mbuvE+TTDnnGMEpYA05FzWLbQIxJBKyVy4aerttgMou13dtHrV+SICx0KolEbn6nEc52k21tR1TaRm74OPLFw3uu9Pb6+vhbEwWOeON4cQZyTu+8vt7e122/ZXdT5fliWGGW6O1X7fNFXt/TJN8+UciEApIICck0jpNjtEsUbN8+xjpIwAeL1m70td574PVa2Px877pZRsrIkxA8S1KqaNruvm9e217/tSSts2VeUQsT8NOSXZMACWwgToXKWU4SIppKRzU7Vt02pttDIg/PGXj34KKfEwzi9Pp3lma6r7h4OqJMT8doptFR+OcnPcbjonEp+fXz79+uX56ZziSiuTcey7TaN029TOGrJWV3UFgDlHUPHDh/vbu/u3t/H0Nry+PP/86VPVKFeT0vnu7qZtXV2716fnt5fXuMxNddC6cY4AUkzzvFxZkkBeln7qoUSlyUDCMKTLdZ57XyIrbWNKm7Rpdm3glDEDci6JJZMCEqwad7y9WYIvmRky54TAjXPq9jj76jqeUUkRRwpTyv0wGWPruilFXp9f304n0thumrqppqCnML1dgBy7rbHGgaaCJXIspShUwgIExhltNQUKqSSGKJAuxW5lw0qbppQ8++VyeWu39fG42e62w3lOIVhTOWMMmkrXjhyB0taovdo225SjT95qoxFxmqa30xvq0DSNrirSZV5SKYUFSWljiEsmIAF8fn4VTpVrtrvu85dPOZfD4aZtu8z8djobo9a1XC6plKy1bpraWhtzXIYlz9E5p1lW+w1zyQKcs5+Xy3X03q8rW0tWihThcRwj0WoaiHHwnG3b3d7eFInLMk/zHEJUCgFkWZaX9HK5DDHGqlJ1YxHxfDqfT6dx6Pu+b1tbcvo//vf/9t//n5+6bbXfNzd337Vdq6xewnI6n5+enoy1TWP/9V//p8P+oDSfz0913QA2U6C2dQCbunbvHu+7rgMEZSgGTwpLccaobtOUkoexX5O4Xdceb24fHoSZELW1+nx507bc3d1sd5uxn2Is8zhfL1fvfVVXpZRSQojTMDIqaDctF1ZaA2hmIqRxXHLx0xhqt9luD7lO4zDt9oe307mUIszf/fD97e2xbpu309s4DUtcpnkihYJlt91wSeNwtVYb3VROPzw+5Kg+/nzJnEMI4zj88Y9/OBx23k+Pjw+73Xa321SVU3r329/+UEpAFGGZF8ulIApImabh6enrDz98tznY28N9nMtbvk7j4sPSX+P57Jd5ySUrpYL3lXPWmO1mw1Jvuur5+WWex7a1fgkxlr6fnTWH/Y272eWcl2UZx9H7uCwxFxiGUSlFpHe77W63OxyO3Xa7P+wPh8PXpy8r7nkY+m7T/uEPv/3y9Wt/PY9Dv8wh5wJAnAGVMtrUlXbOcQGtTNeRUma9NSGkFPPQj2GJ0zgvSy5ZKle001obREwpex+u11JKcQ4RIMbofUZArQ2RiWlt3dD1emHJbVfXjTscdh8+vN9u25fnt7fncynFxlQ1yjUKFaccGYpIqWqXYg4hTVMMIRPquu7qqks59+P0/HwKIdR1lXNJIZJWS4ymUrZyOvhpKUsf8fNX78sS2FijlDJasQgh1lVtXOOs8j6lMsTMISZX1aQw+PT589PTl6dhGJ22iijn0vdDUzebtnv3+N77ZVnmYRyHYfQ+LItHpVCQUJUcl2nJKWvDIEJooGRhqbrOuRoAL9crAt4eb3MKIfpSclNVSiECbDa7ytZGuapqNu12u9k7V40+9PPS9z2Xst/t5mlJ8zQNC6eEzFyattko5fYMd+8eTtf+r3/7lHM0Vjlno5+IsO0skixTfH7JN4dwOg/Nc++qbVXpmLWzrhQIoYzjYlz1+3/8XX8JwzAtfjpfhsVj20LM4zBY6/TLcxAtg8/aYFPbbtO1bbPd1f/wh+9RTF1tBZe//fxvXLRt8PjYjr2wJFdZVARatxvrHBmLp+vbOA5KTIweCXMOpVQCUNe11mqel74fC3PKDEjGnMdxug5XayyIaKW/++7D7e3RGDOHqQQy1L6e4rLM8zJskt1smuNxe3d3W0qepmmzSdO0xFS6rltrcsvip2laFi8iKUnJAVAUExYTQmIuIoUFq8oZbcehf/76CiwPj7fbfW0qCd47a111sJWOIczLSKT2u4OmDXB/8Sn4iMTaoCJgFkSwFjebmhC4MBEDQCkyTTx20c8Lc84pOmfevXuoK51KfDuFooroFMqyTMuSJuuUqOja9Hb9GvhiLaGLqgggtnujlLjAojORuAorZ6vaWqtLKQXiMAyfPj8ze6UL51w3xhnr/aIMC5SYgiqoDAAzASkEApAMKYEAsBNjRQRyBmFYrUtEBALfdBUlxoRzSDnlt+sc0os1DoUIqK0aayqtzLp0UqS2201Du4o6rTWCAIpStCzjtb+eTq+IxTldhSpGH2IwRltnjFaI0E/9EIbVlA5KCgjDnGLga6X0Kg9IRKgUogLmJCp1+xxj8tEH77UhaxVRVloRoUAQ1EiIalFSEMEYMtpUoolo1QZqrVIuOWUkFGYRcZXWSmmjrf1mqKsqw8wISCRaW0WqMIugJqW1WVuCGllrbZRNIZWUIAsIKyKrSBOS1qyofGN+cMY1EomCGoUJGZUoRYoIAApnEeaCIIWwrExNhIxQFAoQfCvqryc+QRYowCjEDFYra5QiVYjWIy0BKEKBtT0p+E1HQVorIGJEFkZAsqy4AJZSQi5xXTkqUIiaEIGROZWMIkprpcggKC7fTLlEJMDCnEuO3kdMIEDKEGitQBEo0lVV55KNirVrkFAbLbyWUFAptdtbovLzz19S9Na1zqrDrtvvutfnuarsw+PNf/qff0t2rlvYHfD9D5vT9ebl7G8fmh9/d3CV8Uvyc95s6nfv75q6XWafU3bOLNP0y8/nyxscj3fCpMkalSpHioC2VWW7TTdczrNzjbOuFL5cz31/DSHkxDEIIKx0zuIzzHmcY4ip2zbOmYeHY4gesLSNIYLMGQUVkFXGuUprzVzGaRJhAQ4xx5wByHuWAlar7b5UrspF+uvHlFdGBVd1hYTrCnqaeFnAWnYur6+isZpQp1gWn3IQBC5KUilakIEzpzzFEOdhHFyt26Zu6ta3ztg5xmvJJWfMZa1x8jR552ZhXP+hBKJSRitUCpdQzDizgELVbTpSCqBfUUBEYC0CQsxxnTtMyxJzrirnqrrrNnWj/bKUkkuWqnbGGGO1tYa5kFI+eCI0VreqQSKew7TEEMR7yVkEoHDsh2u7tbXRfvHeT8KZCHe7jbO2V9Nuu9l0DYjUde1cdXOQruu0gmkcqlohwqbrCKXkuCzjZtNZ5/p+sBacM3d3u4fHB2v12+nFWkuEVeWGcQwh5JR9KE3bHI9333/3Y1k14Mze+8vlkjPHyOez32waZytN0NStNpZZSsqE0LW10ZhiEpEYUwJWrYk+l6zbxvg5Bh/G67khS1SqCpoGDkf744/3m41NKZze3obeB78KRglRKaUqV3VN21S1nxfOfP/u8bvv75QBxvi3n396fnpNiS7nSwxJo0qhFMnaSClcSvZ+8mHx3icflVJtW7UtxZwW3//6MUhumBkJSikhciFInv0SlyWEmEoSKjDPwVTWsos5JgnAuWaTOaUcAFFbqrduv2y5SLdtU47LNBprmBOh1HVtwIQUfFgW76cp+KV0TUWEVd0gYcxpWqbNfouOXy+cJE1xThATZgaY88zMDg0YCXOY/NiP/exX1tvqqUMibW1n7AbR+uAX73NJiE5rVjpVzsbCOcQSuWDRtUGsFBEIOHLaatFVZZ3VRgPINE1931ctHO4Opubr+Gas0a4C0PMYomQESw5SipdLT8hEm8rV68StbdvtdhtT7ocBQDHntT5urF7xrMuyvLxeqJBD01oLPpScU4xzyRaQWMZhnKaJRYy1TdM0ZDHTUsK8LEUbpdR+v//16ezngMNYtbVGuyyBmVdpuzD7GMYY/RKRpK4NIvrFv72+IoJflhDCbtMh0vl0uV6uu7l11T0zt21ze383TH3O4fPnkGfv9ofvvr/fbffbTZN5yUVKWRDLZtNstx2hclWFSLmUtmu6rjFWz/Nojdofdk9Pn+d5yjkTQdvVN/tb5xpFJiV4+vrUDxdl0h//6Y9V1ZxP18upvygSKfvDVmutDaVYYgyFQ7fpjndHY0yMOSUoGeY5T2Psh8XPyeiqvw4pJe+T1vbt8uqD10qnlI2xh8MNKSqSXy+vhYutbF1XN8cbhKI1RL8wQG0rRCiccomIXNX2cLOtapdLvF6vD493D4/3h8N27Y86a9qm8X72y2K0yihcMpFIyfM8nk5vBeqYY1hKDlIyhiVdL+PXL9d1UmuNuZx7Ye42jdFaKWO0uZwv/fXcNFZEchZnmuPNobFbxfU8z2sQNMa0UpH6fmDOiOrH7cZaW7gMQ2+s7brWna1SpBTWjdvvN8fbw+V6upxkvKacQWtX13XbNdYZQSgl5ZK8TzmLNqbr2qFnRGqahohKLv119EtMgXOGZY7EYElrrYgUAomQs+bmUCHQsoTgo9YKAIkoZ1EKSeE0jwIZqbCsEHY53h6cc3XdjOMwTZP3M2NJKSoNAEIKrTbMLMApJwSZ56nv+5wkxnw+9+M05xRFJGcmYO3s6OdGVbaq6xxD4WWMp8tVRFnrNl1DSCWnFGOMCrhCoZRKzFGQCgszWtN6n8b+6v1yOV/9Em1rjbVGmxDi6e1sSe8P+2VeTqfTPE8h+ZJ5bR7HECVCLkmT1qSNJmtQEa7gvxTiaieNPlprt9vNsoxEWHLe7/YgxXtvtdZKaUVd07R1rQnDsozDdL1e52mKMSLR9XwlLkY7Py+ccvBRaW2s65rm9ngHZM6XabtFRJ0LnV4HrVTbVk1TnXF+W8bMMs7hfJnu7zsiRExEKqUYYiwC+217f/dQMp8vl5eXl/N5sQaqhlIO45hsNFpVhTjGklJOqcTE1rjtbnd7e+OXVErsx7fnt7M1zWZzePfdLvi6FNZajbNP4aYTAAAgAElEQVTqx9w0VhsEKPMyJ0hWuZh8zmWaKMSqqq11SmQ1gXFhTjmHEMZpWvySUlrRxsxsa7s9bJqmfewflilAJsFunCDFWDV607Vt22y3mxBCKaVpuqpqpsnnnOZ5ZoYYCiK1bWeMW60DwQclRbOsRCIAsc4IU8nAGa7naQ1Ci9we7tqcsggrwpI5hhzmWNiUrLgQF2QWATaatEFEiLGggCF01hhNwrxSQAA4Zxh6//J8aTfWGHW8udEamXNKIcbIFsgq10JKJUtUgKYG5STn2WcviuoObeUAqWqZiMkCOb1K5I3RWmtC8CGnPC4hTOOZqNQNaSV1pdrGEhYSFixFEhREhQpEC2tAq5EzFIBcABIAffOUA4ASUQDfUIxYQMCoojAACFJOJYxLTx4JkRCXoK11WqkY47ox60NTU1tBpZQSYUCxVueS/DKP6aoUlKJztOt9iS3GgbFiEHEpU8RZK621JkVasMhSZPEZsKCAIAIBERCyEJG2qnE2JVCLABalxFpEBGNREYUQEItSyjrhgiKk1fqQQSktwiKgtc4pJ50Ureh9UUrZNdmvNalv2YeSy3rrT2gU2ZICMBKSRqtwRfYpjUajzjkBAwrAt78hImetNCgMqSBn4MJ5TWoilywiIEKIKCRcVg8ESyGi9bQmwAQMyIq+KQIVra24b00/ESAg9Y2/YogU4QrXRBFg5pV8I4LCIsIsAqQI1rD+N6cUYVYq51yYPZe4fq8AlWyABEQzExeCtSxGGkUlYABBRPXtOl6YJRcGSdrYVcKoUAOhUda5mlJERKUrJBCQwomZEYk5KGWRyuVyjSEj0jRenYHtpv3yaWo7uLuv/vgv78nOgpNrQrPNh3u8/6DvP9jDnQkxT6fxfIk5WGNo01mCFCMIy9cvLwqmuir396GqGik0Dj4EzoVAJCW21t7e2ePN7f6w11o/Pz8/PT31ff/6OoyDJwWkEZFy4ZRSKBm1kEZXOQR0ThutalflkkrKKKBJWW2csYgYC8eQlSZSKuWcuYhAjJQDeyRt1r6lul6vIWUkbJpaa620Ys4pJaWLwHqHCwJsjCXSwhRiyiWv+vZ1iCOQBTOZYnQRyKZSttJmbaWBsAALsAiAKEWr/9EveexnZHDO+phSjloJomiNIfC8+MJcWbvZbOu6Yi7n07LMRVbyJkguOcZcSiEFpIhFjNHLEgBKzoW5aK2UMgBEpJq64X1BwvP5jAgibI0ubEvhVLgUYRZABgStEZBJidaoNebkEcQY2zSbuqpyjFVlrXHMBcBYo7u2atrGaIyhyzlYa0pOOcdcYi4Rya1h6f2+2Wy2j493Hz68t9a2bT1OQwgBQECQCyNgitmrFEI+Hm/qumKWnPM8zyIEBSYevU+E2tqac9HaGKULFNRkNBlNimyxxCWDBOGsFe02m92udho4n1Pih/stNZIkIqvDAW9uqsfHrVU4jfPlfJ3nxIVsVSlVQVntMKhIVdaNfc/M1trvv38kA798+vjx4ydJGqkap7DMUSsbspcsTWPruq4qJ1KIUGsFWjdN1bZ1VYt4nKPvr9fG3QMYIinCmZEIWECAUBGSEuRcOKQYYipcCpdUQireea08sSrWWgBUBrttTaC6XasTlJxziUKCCqraCVqdNQPLOPsYrtfZ+9TUdVs7bQ0Azn7pdtXWbSPNs59ASYEUIRaBCFEpRGXQQsEcOYYcIucskgUYQZFSpjauU7pOGUPKmdk6Yx0BpcVfUTYolH3KsSCBaFGVssqwiFPrpAtj9mY97y3LlHPa7W7btg5leH19/eG3Px5ubo2uPv3ydOXJanLGTuNwfjvNc59iOBx2AKi1JdJKaados99cL8mPs58G6/ThZv/jjz88PZ9++fWXn376+C9/+Oft7YNGk6Z5SWli9ilXirq6nuc5pmRcVTVt23Yb7SjqNHOcJwG01r579+4vH5+/nobLl6f9cd9t6rquWQoIhyVzKTEUPwsSGE1KqWkK07S4aby7PVqtCVEr1TbVpnNaq5TDTz/99PL6NE6/u7k97PcbHw7NR3u9XmMcAeL797e3xxth+eWXv137U4Z0e7w7HG42m92f/vQfT88vIcTHx8fb2+Nm0336/EsMPoQlxpBzzDkbqytXd11zONwhqMulB+AYlmlKt3eHzWY7z9PT8+fXl5NW5uHhoWnqwnnGlEtIpdzf337/ww/39w9//stPp7c+BRCehj5eL+PQT+M4z9O8LItfluBDzswMoeSff/4VEXeHfdd15mLP5/P9w+3j48OH797vdhsE3mybP/33f5umoanrz59/jQFT9qT48fH+v/yX/3y6nJ/fnmKM//TP//ib3/7Ydd3b2+vz8/OXL18QAYS/fv1irSZFAOCsscYYo79++fjlKfvQv75ekMx2c1BQCGjtWKTIYQnT9Hy9Xm6O3WazcVZP4+TDUkoaemGW/W77/Xc//vjjD8nL55+fOfO3z79X18Zh8H4qRe7vHy6opk+f+7431u4Oe0TY7bcP9R0AC3A/XPrh0l+H4Rrrpt50+/uH+9/97jdVZcep/+vf/vp6eh7HcRyXtm02nQagpunev3+vSV3Ol4/XjzkLF+AMy+Tj7BXAdrO11lhbHfaw2+7ev3u8nK8v6YQwGa2RaPVArKi9lNM4xZgmIFn8OE7XP/zhH+7ubw+H4/Pz15fX55eXebguXgGqylWVXpfhCY3FukEClXN+e3v9qf8lJ15Hj1xonhZF2tTaWHWdetHYHbYtckEukEJgZ93t8Wa33UcfT2+v8zwjlaqicU5IohSRNqSNNg4ynF8vP//0S0q5FEbBbIrb1MfjzdOXz6fX0+Xt7KzxPszzfHt7qBuLCg0ZLtxfhmmZttvN3d3tub9oW9qWUsohpRjS28ubtbMxFWcxla1tGxbfuLbeVw/3t/M0jv30+dfPVtuu28YlLu1c2fp6Hb6+nb6cLyQyDdPT5bprqvd3t/ePd7/89JdT3yP0LHC8O75vd2M/g9D7x/e3t/ezD7/++hTCC1hoW7vd7rt2MCaKMAuGwDEyC5RMKUPMwgI3t4fDYbe/aW5vj+N0fHpqLpez0bqpq+eX55yi1eb9+12CMsV5WZZxnIfryAUB7fFYf/r8ZZ69Ii2CxiCq+sOPN127qapqnpfPXz59+hRyzt+CZ4La6MqYZRmHYY4xz4vaH7r9YQcgSFi3dQgBANbG/Jp111p7H5a4vL4+7w+b/WH34fv3r0/P55fT7f3mFjoR+TaeKHztL8GHnMt224CQX+Lz07Ox/W53aJrN4XDTtTvvQ9+Pl8vl5fmVsxQuJXOKDCBNbXPkKY6EmBMMl+jM5d272/3mMI1vwzhlnpXWxlRG1+en/vTqz6c8TSKMdUPGaCIsXFgABHKGHLNRVmsLq5gOirXxeh3HcXn3vvn9P/54/3jzpz//t2m+Fubl/+XpPbYjyZIsWxG5TKmZwUCchXtEZlb1qLsHVe//f+ENer1iXZkR4eEMDsCI0ktF3kA98wewgAU1u3pFztl7FdNDV6k37w6lFL+u/2DlG70RM0BrVVWVtfo6XHJOqPD2rqqq2jmLICmnECLl5Od1nuSwE2PJGCwFuhZ3PRmNIpxLsRvUQUvOoqBoQG3JkTjFfgVEUAyoADX8HeBeaJN5A5JC14CzYCyDA6VEUS4lK0LaBHpkhCjyAiCa1JqrxDBlQYBSMoDUdaUtoRLdJmNQW42KAFbEoCqrnCNjuBSwK7EnrW1V1XWtleYiKYH3YZM0aK2JlAhsAUXnVF1TKUYpm9MKIIRMRFaTUpQiEILRZLQLnlOSDeFOSBrNdpczxmRdcs5a6026sF1ZiUiT3oiXAJihJEkxRSgkQsCatpdxJkACFmCEgiRkySLB1rhTACicQ1DCpAg4IzCB0EZlASlZ/hGDzCI5540fg4TWGmsNKS1baBIRFYlsscktoSmwtayQSKFz1hgLgCkVZlZklFLMEKPf6FxcIHHaAqX/kDQAQMkcY0SViXKOUUpGYUISEGCOflFUiCyABUaiTV+F8mMPKQQIsN2KUWsiNAhsjCtlu/sJoaJN9gAsXAAUFxZhBgYBEUgxFk6Xy/T9+6gIhPlvf/uvdW3qyoWAAsnYxVTz3euKDJ6uL3P4gvb5f/6LfvUaQM/P316+PU7P36KfFKEBlrAuRFX0+W+fX6yStoXv30ZrHJFJEUoRv+bLZRGWtq3f//xhf2jfvn24u7v/+ed3zy8vXx+//fd///fnz19CKNZorbWOcV5KETLaeh/HaV7G0O/08dhYZUtKnAqwaNJWWwUUY1oW75fc7WprdSq5cFaEh4O5nFL0vK5Ba2OMJVIiueQfeowtrGut7omtS0i4SS+buiHS0+QBhDTYHrgAFA5pniYYB/ARX7+5Od72rropOfnFny4vp5c4XlOKYBQ4h3VlrKlSlGUcpnEGyc4dV1/GKaPk3c5YS8aUmFKIKZjlcDjs9wcijPHJ+0kYmIWZATBnKQWsglJ4Xf316q9ncVa1Xd00VdfVCJRTJkIi3Xc9EaYYl3UJIVQ1KUV1W7mmiqGEkFYfAEkb41wV8pRKbts2xcwcra37vk2xnF/O26zCaCvA1tq+34e4IuDr16+5JB/mx+/fxvEyz3NMfvVLiFxK+fDh1U8/vb+5OVhr67r+8OHDf/3f//rbr78+PT3FGIl03++I5lzK4+N3RDoej8aYtu13u8PDw6uvf3z8/u3r+XSqK2e19TnkmHNIKaWua5wzpawiBYCthXlemVeF9Msv75u6+/zpq9aRUP3rv/7rl/Pj8+UxH+LDkW5uqr7XYfHrOg7DGIIgVf3uVsgu67ohPGJMWlkuIpKl8Nt3r8nib5/+enpexzNvHBzSpm5az9EQvXq4efvm4bDfZZ/2u55E8rocj33fN8auhSkEYI5IrDQQMQMLKK21qrVGMVgRLMsUYoiZOZXMIgKSOU9xxJEjeLOaru+crZjB1rq2Tbevq6zDuH5/emx3jbWWrEJNGoyuzOLjNK/aLi/ndZmh/1Nd1622ag3eZmUaOt7dVEEph0IcOWQG0KK00lopS2AANJBVZAhiyQw5gxWlbKt0y2DmNWVhbXS9OzQdMK/Pz+cGhFJTYoYMqFEDVdo1rgUNSilttDJqmq56owW6ysUY/v0//u2X9ErXULh470+n0zLHZYyK7OFwa7Xd73Z91/2f//P/vpwvzecvN8dDVVciuMwramyaRjgf9l3f1ZUzWmskYhZjzcPDHTNfr0NArUKwREqp4sMSQvJhGMYsUPd1U9dt2zpQl3mIMTJzzmmJ+eKLIuq6DkNChJgiy/bdD8yitGlb29YmpIAoWmsAziUFn9dlJRQRadu279sYV+asNe269jqsv//+ZXf4/97//A6Qm6YKcbGVUkb++rd///03VKSUolziuEzzPA/D9d2799aa2+NNyrnr2rqud7vemF++fPnjP//z30VK+bFeydtOP8ZwOQ9/+9vv07iktAxz+uvf/uuntx/6rv3p3ZvKVcHHlOPpvHi/xuT/wcno+04pdX//UDL98fHby+l8HUYAMMZ6H3/77Y8YC3MhLDHklEAY2haHcfzP//pPJFjCent7++6nd7/86eef//Rhncfvj18/ffo0DGMOQSlEgqpy/Q5vjosxchnOzLnvO+fs5y9/zMt4f39XVdXmsY9xHYbx6fl6ONSHfb/b75q6UkoBgHVmmv3jt+vpNGplOKkQI4j0jW2aNuV0vU6FJaU0TSMhZGc2k57Wqm1q56pd31nTzFOKa4oxz/M6z2vOxRpjjCVljNE+xGHwf/3rr/2uJ0XX6xWJxnns+tZVdp6UthSTH4Zr4WCdtQZL5Mr2P7//y0/v3i/L9Pnz129fXp5eLqlk5xRzuVyuIfiqqhWSs5W1lVK2soJQsipaY1c3x/1ht9sJ8zgM1/N6SiMKeB+Yy67vlNEh5HVdQTjnOM+jrSyLTPPa9ZZIWOLzy/dhGEqhwrnbNbZ6czjOzEkZIKJScoir0tS2tVJmvK7LuhKmGDOzlCLO1oikqOx2u6avtBNVmaZxunJpHYSo7ft+b3ft4eZwW9kmLN4Zva6dq3TXu5fTYynJOtvYRpGVjKfnyzqH2rU5jTmyMHav9u9/ev/zhw993ZxeTtMwjMM15+yMKankmJXRRGqZwrTMqSRh03exb3dIscRhHOa67t6+frhcxnlah7QcDjcoapl8SSgCnuPj16d5mobzaI1hkHVcShA/p8q6nCGlzCUr+uHfssZGn54eX+JaoODGs0mxvDxfrsNShAtA03Surt+8uf/06UtOSWn585/fXy+D99PT03UcV6AzEFV1rbSziCHHsKzkIZ/mYXn0+eFw2P385+Nx0Kfz5fzyOC9D2/avXr169erNMC9/fPkWfQwr+ijDtYicn5/m5+dL13f3d/eIqDShzms4CyxrsMMwpOx3hzaEVIoopJub29poiTFziikJyPF4c3d36Pfduq5IwMzLEgSYSpnmKaUSY2qaSluFGl4uL/UXRxoI8Xy9fvn2+Pbt7c3x0He91uZ8vjw/P62rB0Ct7LJ4o622enfo59l//frVmLM1FYI6nS7MaLR78+an5RouT3OMWUTMD5tyQYC6rg97Z60xTtbVf/v6iKCsqdIcXs7eOnDOrUuRomrnjFLBx5wDKXLOGqO6thCRVojCpXDO0XtfVVVVNdO0WitVpbjkaRy1hevVC3DdUNOqbEoqvIaJlOiKQYrSymijja6rSls1jSPDHDMiJWOFFDKGkHJmZa0BAluBMoYU1FXaKlrGYN3sCBlxrKwxFhQpAUsKiCBGZhBSxToLoDNLDLxtAFChNooUpZQ2vv52JUCEjcSByIi4vbsnyURIiCwFYOt/FURUChAYsZDKiICKAQAVABKgKJOQsAhyQYFMtAX4c0xUiohk68BY3CRyDFtGSaQIISmljTIAyCAAoskQqByL1rpve2HYcGsbbRhRrFWEiCiKSDQiCyL/QFYCECgCQgGUjFIIQWlkhTkVKUWEBHlbALBIyYUz4wZgIUEETYoQZSOvK9zicEaRNtokjIQAGzlAJJcMqBRyZsiMIiBMmoRwK0UjEhGVUhAQYTtwlSZDqHC7TSEgoQixlLL12eVHmFKgAIDS20yscJGUCrOAQi7CDDkWlCQFEXGzbgFAjplQGWP+MVgsjEwKxVrl0MDmE87MnIn0lq8FFACWUtIGhUkxiggSAGitCBUIZqRCQEqhUqhYiAoIA3JKhTkhFC5qe13JzIUFhJDQuXrfd69fteO0AOa6pfP3cZmXuzv+8z8dP/yy9/HbZVLa5ZCXqkv3b2prrbZS0lK3xjoHIOsS7u5u+rYZrqdpjCDw9tWb5NcY5ufHRMgIoRSISXIRhOKcIiXjdP72SLksw/hERDElpHR7tzeGQkxWOwGcxnmfKSYIYYkxlZIRueS8Lt4aLVyMNs7azGWZ5wZaRdhUlezB1YY02mIXLyGWmFLOggg5S85cVep4d6eGYVmXmFMRpoQArI3ZHQ5931nrEDGGlGKZxvV6XUCg7xvn6nWJwWdASiazcCoyzROpXNdOKSKtDjcHkMXqwIVSTCUxCCKJ0lI3GIP4kMbpYi3s93ZdY855mwA0jQHA4NPpfIopIuD9w75t3cvzqRQOAbtOG8NI8Pe6pmY2KcbCRem42/Vt27dtv65TCPH5+VkkpxwAxFpjEIw1xfu6rt5/+Nn7MM9+WcN1GHyIWhOjAhKtSUTRtrRG0UbtDzthmee55BxTMlr5dUk5OKeJwGpkyQCSU4rBhxCNaTYMY1VVWisi2kwkpZQYorCEEJclKqWsjdY6Kvl6HUqRYZiapunarqoqpTUXMMpaU5ckQRJnEb1puvXD/e1u3yniwrGUwMULT1xmQYjp1HZwvNV//vMtANVN6opGt6uUu+lyv7MxjilF4WyUTjHHREQuZFnXMk/M7MdxSTEjqpjCx48fH356JZCtQ2PAOarrZvUlRD6fpt2xevfT8X/8jw9tq0HYew8iVmvlrNZKaTKWlK6s23dNI7l6WeOyTOPEKVhnG6OVsVQ0Cq6CoozeWB7jNIjOpLDrO+M0Q/Ep8ZjrumnbnUISKosfldQIYq3xfl3SKgZNZcgoBuj3u5R5WXzXF6OwsDAIKVLGMnBmBoPKaaE8+7mAgqCYOKZYYg5LyDErqw63R6QFaA1XLyIhyvk62aeXSLG70aZV2mqRdfWBwQMJ56IEKufIKIdOg5JUskQpgNYiaa3Jaqu2TMJhf+i67vz169dvX6tOk4Xr9Zpezs9PF6OaXXfTNnspAiLGWKVMzuV8vtze39Z1XUoBQGEBJc45a+hw6Hd9JyLny9V7L8w3NzcllHEcE6iKxWkdtJaUOARfeF09KO0K4zYh3AJPzNu37UbTOhwOnsk/vcSYBH9I2BUp4JUzadS164ZJSslbgRAKlCzrGhQJs8QQF6X8upLmurbH436cP12vl49//N7vG1uZ3a5lidbolNbvL885pcrah4cHbQ2RDMNZuOx2+77v+76fl5VZvPfee+ccEZ3Op8pZrUlpJTEZo/f7/TKHYbh++/aVGQAS5fj16+fKVve3rx8e7rSxL8+n0+l8Pl/O51GbLTXabkz/nDknRqSt66i12e8qhCXG6zAMpSCAIIpCctZtTbNhGKdlVpa0VVXtdvt913eIeL1evz99//74WHLWWhujm6Yxqi0pDcOlSHw5vwBAU9d1U03TyJyVwrZtcs7OWYGsjd7wZM7Zu9ujc06EvQ9+nU8v18dvo/fBWXE2CGLlKnPrmqYJKSJBCBkJrFGIAiAbc1UrU7um63tnXfBlhMXPYRrn62WY5iXnYoy2ztnKbYw4ERmGkYVd5eZ5Vlq52hF1JadxuBTIMfkY1t2+vzncyCqnl6cYChdcpnC+Dk9P53UJCLprm9vbTmsI0SOiVjrFbBSDoNGWakWUAkYAqOv2/v7VbteF1fvFpygxhMqpUngD1gkSgNc6GsNak9bKOZNyTlmUImOU1iSSCycWEmRjVd30u30do/dhZeZ5Duu6Olc1TXs41Fpdr+d5mjyhAoCck1aWiJzT1lrrnG1IGa0MFhAfAyDuDzf7/aFt9pVtOTGw9LtdXduqUlVtzuenmHMhhYLAkFOe57UUaOqWGSQvKfLN/ng43NSu2XW7sIaweC4shUkZLqUkRSQgUBKvS8iZQ1dK5rq2meO6BIW6a/rbm3spijMJe2sqFJ1CkYI5SyjrNIzBrzEkAq1hA5QXX3xas7WVJl1XlSHSAk6pXdVATON1MsYpVKUkaywILZNPZYqFGcm46uHVw37X3d91IfimMc6SNqA0GqeYt0XrzCK2coKccl6Cz5jRZzUzmrVq3x7vXi0+xjRexlMpRanOWKONFqF1kWnMy1xygYXErzPzNaVYVT2RBSwxhxwiKQzBaK3nxStldvtuHFcEXbn25nALJawptE21rjaXpI0GgJwSc1FKNU09Lz6lJCIxRWZQWilN2mgAnqbx6fmRFO/3OyLudzVSLsXnYrRRRIIopeSNwTiOgzHWuVqEg/fn8wCilKoQ9Pl03dAIfb+3BhSt9HfcRc5JQBCAkKzR1qqU49P36zCO+xstmHKSkjGBcMnLXHLWzjZd0y56nhdxzlaVtdYIZ62VIgqrFxHmzZOmq6qxdhJIxuCGig3JxxBtBcZQ11tPacUAmEiDVohEWpO1yhjddc5YvYZrCEGyKINIsFHFixQR0iCKFBEpo4xh7IvRWoQR5XBQKeUQ1roqTW2cUwBEChAxJZ1yZpG6QlRq4xDkwixCSMoq0hJCAYBtc/RDiKd1KSXnQoSIyCxFCjACITBzKSAAAkSkQKGgMAuUTVWlFBLRBm5BEcFNvoACvG2uttOt5IIEirZaEQNkAMhRSgTefhIaBFNK4VIQSZTijClma9Fo5UyVKf0Dd8lcFKEIcxFCImKtGQRw6yVCFiEumIRyLsyiuSARgiAyAG8swZIjAGxWX2FhziAFOQOAsk4pzcCETIRGkzWbWQEQQCEQaRAB4cwshVl+gAlBBEAYedtSKqWV0kophAyC2yWRfpQnSYr8KPYAIJIAgDAzbvdEQsp5I4KgyA/PlQggEAhw5k2+AgJcWCtDBCC46Y5zzAj4Y18ISKIJiAi0UUojl5wwERdm0GSIdCkoIojMnOFHkjMDFABhjgWBUARYkSFUzAWQWUrhgCDAJIk2OV+KAKgRqGRI6cejteUJqwpjAqWwbZVSXun85q15/6G/e6hCfiljwrWsoWTJtgbruOQ5ZhAw1rmq1kqhJuuc6/suLENkblw9+BwWnGbeSLYAUAS10YdD17SmqrTWcL68jPPl6bmpKgdE0xxyLlVtur6t6wZBjV2Tkpnm9OXLmmLJuYCAsHDhnBIRaFLW2ZRTysmvXmtFWvVdgxoZWGutKCfgmJgZECBnEMG/T4s0he0zxcycc7aIFWDT1IfDQWszDNPlPKSc5zlWThmjuq4hUqR8LmIrszVameMwTssSm9a2TV01za7HrSi+LMmvMYUSY9qKNoKQM8e47tq2UqZw2p4EY5RzWgRDiKtfts1823Z1ZQr769Vvq0ilERDlH9YIwFyQRATQaGttpZQSgBjjus4CmbmUkl3ljDOolEpUOXd7eyyFl8UP46y0mpdFBDDFLT3rXFVVdV3VWisEdTzejOM0XKbzaWTOu13jnEs5+NUPw7Dram1QhEV+hETrunZ1t5Fv5nne9HHM/PLyMo5TKaWq6lIw57Kuftf31ugF/DKvJXPJvMzrBqRVUhC0MRUA5cQlF2Egwqauuq7e71qtZV4uyxxCGEQWY1JdVcxjCKAUvHrVMGOML0jS7epXx92uCm2VpumMhYymw/5Q2TGxqas+zkvOkjOENS9zWBavtY45fP32VTdaVLFOVZXlgFrX1qp1Ledxfri7//nnt+/evgthmMZrCCGEkGJCYYEN9kubPb621XQFQCaN2uiSVZV/tGsAACAASURBVOZCUhCIlIIfYCgpwjFHWLg9uK5vTd+DZlAMitfV+7hUdZNLChJWWgiLKYoIlzVEyGCoVo1GySColHHWGNs02WirrTPW2qoyDhlDkaIIEYCBQw7AHrNmLGvwZckQwYoltG3f5qxiojVi8Skwxzm8nAexBVy7b5RCjDlyWUkn41AxKiQyShWlRHHmHDLlKBk0KFCiLBoyCklvq+G//OUvyqXfPv2HjOn9n958//79+eX8/fHlePN62cV5iiXmktJ2EvRdvy1JrDW3t7da68XPT5fvRuuSyx/T5aef3lXOlVJO59M8h4dXb8d1ymtiUVt4nbyvAbcdh4gAy7r6ZVktGi4CAFobKtFo21VWd6Y7qqK+/PdvH32S/aHfvdtVtU0xne3l+XEopRhjfgCTAXIumx4xhEgkUuDTp88iEAPcv2r2f3rz/v37y3g+D5fL5XIdLrf25vZ4MFbFsFwuL/MyIoizlEtw2tzeHmOMm1no4eFeKfP5y9evX7+eTs/DeN7v+3ldjDUMTErv93uRy363f//+p99/+7Sd8DlnbaDrm3mZz5dT1/Rt17DAcB3Wdfn27fT775f7B9QaSsnfv38fxolIxcgier8/rKv0PVjd/vrrx2VetVbOqZx5XVPb2+PxcLy9+ePTp9NlEIH9sbWickmF+Xy5fP32+fOnj+eXJ+/nm92ua5u2qW9vb41qUMLHTx/necYTbl8NDw8Pb9+9Ox6P1tpvj9+I8Pb29kA75nK9PiNC37f393eIsK7rssx/fPz90+fz80tpW6wrBKDK1nVV28ptoOWmbadpUgrbrgIQIlRKLRNppTb6mfdpnofdbrdO6/fvT5fLOedkrHbOWeustTFGrel4bPq+t84BgohY5x4eHh4e7uZ5fHp+fHz6hiTH4/7m5qAPh4bU6eX0+O353/7tP3777fc1zKfTc11XD69v71/dPzzcMpfz+TQvY4ppGucUSwhJa2s1IfgYMjMT6aZua1eXmJk3yZKu62Z70pq2lR+8FrhcrnVT3z/cZikxem24qq11uq7d/f1t03alqO9PjzF6ZrXf96tXPqwAnHNeVw8Cx5u7Dx9+ub1dfv3vz6fT723jADjkMKWxck3f9TnnGJOuXdt3meO0DOM8t217d3///sPPCHo4T+NlTD4SYFW5rnVVbSpro19LLiXlksWHklMhMnXdNk1b6ctwvdzf3QrD77/97tcl+sA5K9IFcoyRiIwRKVJK0QT7Xg9j1ERamZzytMzTMv/ypz8dj/eVqe9vH3bdbUxlS1WxMILKied5yTEQgVY2rtGRbbpOa1syl8RkqW1a1VYKQAkqQYjp+vwS5/Xu7j7HdL1crLVKKwYZx2mYY8hbid+8eVPd3x+Zua6qz19+f3x6HufLzbFD1EWQFK1hHZeRFIzTNM6RfLQV1C2M8/Mw63bG3//46/dv87xI3xqAdDo/hxCeXvzXr6fzecq5bMWPGLMPa9uasJbT6RLzsvgxpXV/aLuurqpaadM2tXPduqa2ORwPD8vsT88v0/nrbrer62paxnG8zPMFQOq23u12bdsW5mmavA8A0DRV0zQbjx5AYlyneYyffOE3v7x/+7//5y+//vrr09Pjly+f3r790NTNu5/eLksQhlL48+dv8zyPw7yucVl8jDl4CGGNAUoGorjM3vtswbZ1JRzX1aeUAX64yEIIIfjCJcQcsyDB63fYtGicPt70KcM4xGnMhNq1Vd/fWuu0Fb294IPknBFhg3RpbbbBU1O3dV33fbf6MecICKfTFa/Q7sRaJAKjNdXFWLBWb+g7rTUiEIlxqB0oDai4iDBD15EIp8SAoC05Z9R2YIIAQFtBW2lrtPfJ+2z0rDVbC5WLbY11TYBCtK3mbIyQUjIakAQQCU0R4Y3Lr5ghG2KlyBittcmppFRQqXnOqcTNIgaMnDbbJmyjSUGGAogKWENRJQMLGG0qV1tnADilmEsSBiAARCIFEEGy0ZtXmhbwKeecSlqyUmCMKKU4kSQFoFEZBMNZYigpiTEKEbmA93HBoBRZZ0SAhQHKxuvThkS2v0whFtjEcZvKjLnwVhOFnAEAldaSRQQUKaUVIoLkzLwtMYC2jVdAcSAmhEDYOdsR4RbOtEY5qxXBus4xRClsrd2AN1vhkAQ1aAHZ4Pw5lgxFKaUVKWW11ohaKXYONkVESonL9jItGxMFfvyvBf9+ghhjAiy5BKsNAHHmzTxpjAOBmDIANHW7RTedqwAg5xxCAIGSC8Jm4UNN2qq60hUgGKtIQYwBIQNsAjfFgsvs/27qk624pY1mEYYMkAAyQwEQRTuFxvs1lZBKiHE1BrXRSitCXQTmJRrTGN0ww5b7RpR5nsdxulxGY2m/t3VN+33z8GCU5du7ylay8jzOg09xnAUVKAMyI4KkoIarJbo/Hm7S1MSYLpfroa8rU83sL5f58jJPgy9ls0CCNtA0+nDTv3334CqtDWoDH//4+vnLo7VAChhwnkUpOOzan3760LZ1VTfdrlsXJTgCQFo5RlYWiJQ1xij9g5gKeNgfSimfvnwpnF1d3T3cFyhbf9JazVAYCyfgAjlv7Ula13Vd15xLV1cAEmNcI4c855wQpWka5xxzCcGvq2eGwqVwBmBbaUaTxmXXt7tdV9f6+eXlfJmC9/tUUNBQZUzVd+3N/jZFWWZ/vQwfP34exzUnYAYiAARrjbFmXWcRUaScMdsASGtQ24dAuJSitX54uGd+Hoa5cNpiKJtHYutg58KWVFVVWhsAiDFu4eR1nZGklDRN8+s3r1prM7Nz1lq9+qVt+1apaZ43zUAI4TzEYVzHcfnw4ebh4UEry1kQ1K7fg+DltDw9x76Dm5vDv/zLv/z621+fvn8rOVtrnVPrOgCA0qAF+l3btIeNx7EsCzO/fftWKfX169fT6VQKv337dp7ny+VyPp+bumma9ni8CyFsfdTz+bxB2t7e3x/6zmhLpErmFL1nz5x3fcPMSuH9w034dFnX63V4Bkj9vnr/9rX3YRgegeH29k4E//jjj2R3+9u7+4fjrvKQTufnx74+tG374cPu+8sfZqSbm9uQUalxGwbHUMZx7rrKmvTl8XP9XJlGGaPbRmPEUtTh7l7AdtfLP/3TX37++VXXuxDGGFOMcbgOflmcxh+KL0UppJKjUVXmQgru7g4AdrjKOvs1rshZkwOAwhx9zJyKqEL6rjk8vD72t3UUj1rq1v328eM8z+s6T+NSshht0HBDVZaScirEmpS1FjSFZfU+LusKhNqYum4ON4fdrq1qQxaWkBgACJiZgRGQQRC4cB7m63Ja0lx21a6v9o1xtrJ1C23WGZboQ+Y0z6sewfXY7Cs02cfAWGoFbauJLYkGBiklZWHhiirSJJlZW3BCiHrbtRQg13T3D+9s64rAZXxOq11HKEE39sCR/JwMpuBDThmEX716YzQO40suJcSVdAbMWaY5nE02Vltn3OUy5zSer6P3nDOOw2StrrUCH8J1gCxV3Va2AVA5YQxYBFSBl+c1LFybnDmnkhBECRvCpnGr0HHv9jdNA3i4u7n76d2rV7c5xk8ff485rOOa4YzaEwEaa6BiMiEwIwGJUMq6wHYENTyX869f//34pnr355/bvqlcHq+P67reHG5Uc7MsqxallNrv98fDUVtc87RVaSXn4XLOuTx/++LnkRSA6ODFWvzTX37xPqYoqWC/e1Ok+bf/+Pj588fn05OrcA2ZCzNi3VaZ8//9218RdcmQQwGA/b755382dQ3394eHh7vMOaVFK0OkUuJ5XmL0XHSCsCxjKWW3O+QEUFgB79rXN/vb/a7jN/Z4OwhGUpxLjCF9//R4ebp4v1yvp1yytQ0LzT6vYSF9KeH87ePzcJ5Z2FMQZtKgjJDJazpdFz8vw27Xub7LMVZdevNTW5naGTdcnl6ezssUUsxpYgu6rfndm4fdrlNahxCDX0pJX75dUgrOCSlEo8LKILLl8kmob3YPd6+Ndusa/CSnx3Fdpyyxah2SM1ZpqyPE2U+uc/2+ARBtWNnsrO1uXx+Px7dvXnPml9N4vjwLs7XO6rp2vdVNvk2Hh+rl5fp/f/v15tD0fXv/6p4IWfjlefj25blybr/f7ZoHT+v5dBouJwBwlevaNnXRWFrXtUh6/P70clIphjUEW2FT133fr+tSSlmmqRQWlkrr2pq2cruuCzk6Y3Jxi59SLFbXbbuzrhrndfFhuI4p5vNlRoSSoTAzgzGImEO8DsOjtW2/N32vSo4gaI1a1+LDipTndTiqfn93rBv7clq/fnk6Hm/brssZrpepbdq2qcfLGTBt8uFhvD5+n/2SkA0wxRVyzvMSchZrQYMXgFQKaP39On0f5vPlsg3PhWlVJhMDZwLcEkjMfLy5ub2/1cZN8/j98fs8Z6fM3eHnn/r/JRG/f3qOMbMIs8zr6oMvOfZ9g2Rc6fqqL5Jy8lo5A4ZjYU5SSgrx8XLSlWluul3XN64moev5SoSkVC6wLPE6LE0D1hpUZMA45FLSy5cR86cwXRkKEkqZjbWu5v7G3N/u/JpPz9cUAgghKkCEABBB1dDW1f6mBRUen5eX4ffh7JWp3709HJregMkevv3395frEtbgFOybtm3b7WKh9PF4vFGE0XvKToVSkjJxj6stRdVtNZ2Xb/P3xS98M2vtv319msZUol5TmKc0jjBNcaM47nZYqd2+bbCswApBucr2fd807bquKWYAuTu+JSKj9LuHd/v9Xlkk2xQ8jX759PjHYd/vdh05WOYwjFOSdQ1pnniZOGdgMcuSwmZSLsAMy1zmeWhqV2mbyETKvhSJstl7hUNldVVpp1RX2a5vf3p7m8q6+Kl3D5d4nYYxJUYKkc9glNJBq6UUEQJESJITYGBCy2IILBmbwIRsr/V9oJhKYVeBIiEFrgJbUVVpXWPdoqoRMCuDxihtYFujWZMrW4wxd0fpasxZAJgIsSHvCxJblfudRiw5p8JQO3AWEIp1bC00LQFgSYJUSMHm8ipFQMhVVilltWYum6wZhJELCytSGYRBnLMAP36TTUeOJUnJCsEZBSBcGC0YraxRP8pqhSOIMexsUQpEGwBttLLG1M6BsOScUgGQraBROCsWArSEWJIUMVSMRRGVlQgXYOaCKKj0tu9SwlgKI7I1qA0jFM4CnJAIRKXAWitNRkAJEkuRDMyKCK2tFApgKYUVkiIsUgC3jwXGmHLJSvSPVZegRC4iiLjduBD/3phAKySCgVQOcWL2pJTRRpEWgcV7QmKWzImFNUJm4VKUUj8iOgoEGaiUTcGExlqHSCJgjDFGl5z9uqSUChetdSk5p8TCVVUZo0UYhFAb51zOOee8rAEFra4r2wpDyRlVrqwzxvhlwRyRhbRsGU5yRUSQE0JkFlRkdA2IpZSSI6iCtrBIZAAGpYg55ZQBUBXFAjkHEczJrwyklNLaWr3xJ4mwMLAAAq44Ay5ImDimkhnJJ4acXaVLyTFxysxpJcxaVwwUS5mfr8uSljmMqViEMpeIMVqjbs0wXj9frxPVgpqxizmM48ryw9pKqIR1zi5kv5RQrB+uuawYIEOj9U39+ddhzSEhCIKpQDvUitqbXdV3F+8rcCpTuvjLHJco1wW0ASLZDAS4RDdcTNeA05OfctZIsemsD2sG4ALzWhhjZHLWuMpVtiVbG01vf3bzPPi4Dsv14fXdbt/56Jd1GsfpdBkjCAm2ndvtjHNQODsLhOgMWOOKM8CSYoLAYUyf/voV4PHlZVyW4H3UIJAhzPHKJ21AhBWUsC4ziqZeo61NjSnlhU9+GZ7y4dDd3lCpVqdtta92nU15jtm/PHtUoC1iZWynupZAVymmEMqyxrrW1hEqwywFQxa4jhEBrTNd7+rGCGcByTkLZFcprXWMCQm1RlSYhH3YAhxaqc5odb5c1jUgwjwFo62rbVc3xtn5epmvQ8y8Lh5JMWNaI4n0bXV7c3x1f9s01TL7GDNnCKjmafTe5yzCmGJ6fj7nyChqHFZFV+eMXwoUW9lD43C9+Pn0TYRjiqZrO+um8/k6jn/79WPhpDSmPB+Pt7vDm8OxG4fpMrxYa3MpRLRJ3pVSzHJZ50zQVJXGElM8nSbJLL2Cm3o8ZaPmdufQguoozNGpiqk7XfV0XiHwoTHtrliTopmeQyhDmE5JaiDMCfefnotR8PrVz//7/7kdJi+Y52X0XajVjlDXdTWPAyqPOh9uLVKMkZANr7MsRavacKg6dTg0d3dr0z4ba4RfUpxLUHE2abG2URwRGWpnQUyAyBBNza4PNF3d7qgy+Xm2pqrINNqtk1vmsAxRGIBBmP2Y/BSqRk3xIhQLVMYW9Pz49EyoS4bTeQlu6auqaSowSoPGiDppp7Q1spTkKqlu6OnF+zlfz7ltPuSi5pMvIqpSyqBBp5CFA8cYF5nGqTArq4UxY5rTmEsRstqCM2hRKhHNsDfqaM2dJRN8TkvwuSDxWuvS26xbo3e7ffGFA0ACEJ0TSAI2yAk5UUkoBbWAhJRRm4eHdyGGx8dPL5fvORIUXVld111T985Wfk3epxDCfp9VY5W2WxadSJgjYLZOG9K1q7t2f365Xi7j5TrFyDnz+XJ5//b1oa11Lqe0lnEOcUlkQIwwlAwxM6eQ8mVpdNOVjQcAIMCFOCvJlaluj7t/+udfxhBt21ZduzseJadpul5OTyCJJDWdBjHK1NsgyjW662qlgXnRpoikmEJ3Y9HwsL7807tfXr26b9t6HsfhOsYwh9UqpVOIzti6bvq2N9qKZOasNSKIX+dvXz6VUoJfCLPRhBAFwDp1vNufz3PmEH2pXR0z//7x05evn6KfqlpXURXgLY6ICofpmhOAKIXa+1DX9t27B6Wg6+umrVc/MzORVHUVgiyLZ045Z2HUmpzTzCUFLhkgU4oUPKxzMcbZqjOuWEcxxmGY53GahklErHFtW7tax+hjKiDw+HxeLv7x41PTVk3TuMoI2X7f3hz3Xe9Qc+CAOqGOjCuobCvZH2qDNq7x++P5+9eXZYjCZJSprWOU1w93/a5PJX/9+hhD1Nos8xyjL5mbtlZOO2NEJOfs11WTFUYCnaNEX8KalsmnkkjBBt6zlTG1DTmEZdW1qmqnFMYUlOGmt4fdza7rlCrXy+V8eVnXmUgbZbSy07gqVULmutd6lsvzlXQ0jrq+S7ksyzqO4/VyPewPTdU7Y3Ly87iO06gVKaWcs1XtEJkUpFBO53MpxWhljGm7SitKKVpruZQY499H/IiIwpxT1kqBkpyh5BJDXtcwjouMy/Pp8vJ8GoYp+FRPftd3h/2OIYFASiuhxLhery/HG9229uHVcZ2zFBKhx8dzzinGrLVhtgxe604rVESHw421LoR0Op1TzF3TsOTCMZfCpOZxul4uCkiRBdFhKcsSpjkorYEFpRQApdTh5uhTGpb5+/MzAhhrnTFZCmo0aJRVgpJTFM7O2oe7u+Pt7fPLyzKv0zCAWFN26xnGafz4+2OIBRGRYPXL6n0p2XwwVa2oKFKIIIi2sgZB/LI6ZxFASpquZ5xJJPXaGtdWVb3QbLWtqlaYCqOI5kI5o2JU4JwW1hxiGc6DwrU7tIAyl1jVVeZsK2UrnVMh4JwLJwRR1lWVtoe2Q5f7tuu6blr5fFlCjn3ddP3h2B0dOl4kTfP567DEaCtlqqrv+13fM7PWumma4/F2mZfn56iLqaF3ui0L+QjaihIYl/X55TmVSFII0ziccnGkdpdhXibvgxAiFBARJXlucluzn5mT1ojACsQgGsS8cam7dgeCKEBg17n4UJTu6uZmXdO0rECMmp2xMXnv1yKlsOQofi2lkABFD2kzKZctQyep+CJSGrDGYNbsQyqAAgSSYwFGo1VdmaZ2h1376u7NtEwpSU7ol7zOiVm0zmRWMv8/UW+2HFeSpGmqqm1n9QUAAZLByMiM7qmqbhkZ6fd/gZEWmbmcqazqnqqKDEaQxOLbWW1R1bk4jGzcQHDh7vAj7mZHTX/9vtFQ8iYW5i2xjHNmVkSwHoNH5wBJQRMitDuoBFSha621SEYR1Drjg/EOfIOuIlW1DqxXa6UUzpmtleApeKCdzTXlyOsq1hrnzGxQQL3DXW9UJSVh0cpT5YlZrEMiCpUBVbG4xcYQEXGjfYCqbvgPUSFQBEBSFUZgBAEBAbTWbnI2YRYRBUBQS0jOBEeIoAreShV8tVWGRQpzpO95MCICMIAEAN5aZ+wmJyBEADJIBlFECRQQLKpyZmECMMYAolH8/rKiG+oD/6BNGoPe2W1UQUUFFT1tCVFlRrPVe4rGCMrGvDTG1KFBZpYEWhwaQwalbAE/QwQWCdCA2QwHiFiUgVkBpOgWw1EFRHQ+iCkM2SFuhgoiUvHWOkQqot/VbSCAqsRcWICJNi6JEhIYRQQUMGoQvbFOWLiwiCCCiuQUY4oiQhgQwRiULLhp07ergJsx1SApClhjgnPWBAUGVEE1ZAwiqIAyqJQsomoIlUlVVZmwKG0jElYRAAWpCMakUgqrKio6FzLnwrwBY1RU4A9CowiCUWSS79wYIiqyRXAhaRIU53zKKecMSKkwiwa1MZWUiwqmoiBUVYLkUiqn62W4pXVlAMhJkpaVl8w8q97yygPMUpAUCYRpmnH7Olu7AdRARVJcllwKpYwamWCGEBr2CDVrVBAABr9zdetQwXcBPF2HcSmZiOKyrqkoGQYoWbZuOSIywsoZHKKjYR2MBBfo7qFzgaZpXce0pjSvpUisGxAksgmtqU3o9jtXmXmxSxrr1u3v2l7DPBsftMiSHVr0u31NhCwppYQo1pByQWu9cce+X+bErCT28nIbx/V6iyKABN6Dc84g5jWpCBn1xjDzOq/OOGW04FALJ02F0zJJViNoFI93x7ZpQ3BNG5rWjzOTNS4Y650NxgVowccVFHVesiCSpWB8TrkUjjmVVACUNTRN07iaMytILgmAQ7DWOudMKkgEQFBE1pRBQFVLlnWV6yUvS+l7mKdoiJAgeE+AeY3Tss5zXNdMxhmym8nROdfUlTDP47wucVlTXHJceY1RVb1DFbhd53/7/35JcV2XeV3muOSmCXUIXKwKGmdvl+syrdZRVXtHlhRen1++fnt5fX5zAX0wMeHhsNu1fdu1zL8v6/k2zMzivQt+G2VEAFhTAotkwYOmnEpORi2JBbbTsDKs6BfTrLYxYRcq0yFXp0u6PUeXc/9AQWXnSm7yzMxiNE/rtjFE/fxlNkjNnvd3h7pfX1+/og4Glq4Odd0770vJRSBY2B1qtMRi6qqtXTQV1U3vK+sDhJ76nr2fUsq53EpOnJ3FGqzzFlSw5KyihGAMFmGyYqvimkRrAWfACgITCZE4b4N31joV4AyIGue8jDG0mCWKWXGOhEqkwzRVVQ1MS4xQ5iyz2rZyO0cOhYjBKVXeGzFG0RINN16hWBsAJab8drqShUYp1M5YS0CZWUopWdZ1BUFyJhBBAeYSZSERVTKkFsCpoogXCcpB2eTCKFgsF5lX5BX6wNUBqqpVAiZhLQCkgggGlJQxRylFRNQCyMvrt5fXlx9/fP9P//SPx2Pzf/73Z/x+K4sfP348Hh5USFiH6+3l27d5vO737f27Xdc5Zx0R5SLW+g/vP1lydWj6bv/y9XQ+XeYlAkIueZhuf/np4/v3T4+H3X+gnj7/li/jEq1iAERAKcLLEm/jGCpzyPZ43P/9qDWtK+dS3fmnx8fjh0///vvX8zQuyzJPs0Gw1vZdD6yc+egbpCBgr7cZye92dz98+lBVZplvvtJcxsv1ua4NUk5p6tqubdu6DsYYJMNcPv/+6zwt1tiPH3/oXQvAw3RWFHRARFLK5fI2jmNVVR8+PCFZQAFMzns0UGJe1tuyriomFYhrvg5vp9Mroex3h3e+TTnGkq0xdVX3vXCBuJZ5Wk6X82G///Of/2ItKJRcVmc9EpI1Dw8PpaAIXS9L4YRgH58erIW//e2XeeY4S5nh99+Wt/OXflf3e9od7D5UHz9+dM69nS6//vo5p7Lb9x9/eKwan8r8+fOvLMl7O4zny2VZ1vLx0/7h3aFuKgE+HPuPn943XQWGD6W/Xk8iPI5TW9feBWvcNMyn19vrt3NaZVnKMpUPT49t56mY4/Gw2++XuP7yy6/DMNR1fTz4lDHGxRjTdd3j46OIXK/Xb9+eoxSAM6LJWZY5juPUVE1VV4qwxEVBjDGHw55B3GiB1DnbNPX5HImobdu+bVNMv3/+7dvXl8vltmVttkXqX//1X5nB+9Za23V1KYkQpnku+evpdE4pAwDn0rcdM5/P58v59Pp6Ui1kUJTv7o5NU7dtz8K3PI63Ked8PB7u7u+Mwevl/Pnz559//rnZ7VKMKrCu6zCMMZU1D4x6f3+Xcnw7vblgUkpfvn4dpts0xW/PJ0QVVlUEgXf3D58+/WScvrz8vqwjaBHWcZy8nbzv/vKXn0tEFUqJY/zr5XIBwMOhD5Vflsgsh0P/n52t225d0rIswzBM49A2jZSypnUahmBdWmNKqQ6N95Uh//zydj5P81z2x84UlZJZ4PHD+x///NNpuN7GrBIVpKSITMCp9v7QNcESp5zmGRRKjHmJBuyHxx+a+vD7ly/jeYrj8n/93//9crler7c1ASI4BwCQWRXs04eDDzaVZZznqnL7Xeu9W+M8jgNAH5w3SEQ0jsttWJCdo64OB2vqphLSIFkrD3cH+x3gBkoI3gI22KCAgVJQCsUcr8MN4GaCq/r6dl0kqbMVMk/zukzL/WN1f3dwtZ3z5FvnrCtFloWFzeOPH4/dDou5vNym0zie52XOPvjdrvfBN01TV80miW6apjIuApKiCu3rznn/77/8B2tu2jouKeWlLLDMcOVoeArk+7YGg6fTsKQVAJvaomCJIhnOr0taTzHG0PiqDsP1WvLCxVpHXbtvmyqXPE3jMs85rQqExn769PH9Y9P4/Zevv+Z1vbyuTU0q1lEXuz0ozgAAIABJREFUJXqjbQ3rNC5ZcmIpIAW4QClgLfgAxiJCKWXd9TWBz3EBFRAg3YTLZV6kaVugXGRxHlqyw0LP3z6frkMqggh1jX1P1gtC8VR2FTWtD8FP07hpjn0g54wxCMgxck5a1+AcOE+7XWudAeCcExF6b6wlNAaMJYJtrFe5EEjwYC15S95Zb13OEm22JltrrXXeJUB1zja1Z0EkUeVgKfg/PiT6x3iwBVBDRICb8UyEZdNXMBdVNYQA6pxFIgUthQugIG6QsK0yJNxA/xbt9xly55yzTkoJIYTvAURglsUu1lrvPQAQWUQjIsYQbOZxa6uqYi6IW82wDaUBfLdvyGZ/2PwHRES0+eFg0xhuYpuqqr3bfMcgsq14Jq5pXaMiEX5X2BkySOicIyIiCiGs05TWlVmcs0SGSHIuW1ANAAxZhG08EowxhKbgBusUETDmO5fCey9EDLTtyJwLswgLQ9meR0RFChEZawCBaGNX4lbwbak/MmStJfSgTkR4O8KcAVQ552VJLAVA1zU2TVNV9bquAFByAaKNFJ9SImOd803jtnFBANiGDkUll6KggETWSk7TsjrnjHGpMCICkrEeVQBgIygogPWeQcdlTikRkiEXv5egFCwhkoqSmm32zJLbXALoSBJnKSDAIqLCzEWFQdecYko5ZzC09YenlWMqKTOAiUmEwftsXaUC01JSEVZQhSKSSopZhnEcZ45JBTBzKZyIFAByERFABC8sUlJM8wSGDCilwr4yZCku6zSvhO7Dp/7sx8vbogq7u7Zr27iuAjwt0zgPMOPGl0WEuvF1D7drWld2HnxNTefbrjreHdq2/fdflspi03Z1+/DJ2pTK6fX1t99e3l6HeUmFU0rDOFE7N/2+u7/fd321O4ZlrZwnkdTvG1+pcbnIJKmy2NRVdb2eb9dpWZbtUzqOy7pw2/YPD4+xSykKAi3T67JkYQAEQ+AsbtvHNE2iUVVDFXJmLnq9TNYGYYhL8dYiUErx7XWOS5rnBY0zNhROy5IB4HisQ9NZF1IRgFwKAxhrQ/BY1xmAmU0ItQqWkuZ5tdYQYSrZl+KdC7U3xjAHJEQAa0xVtTFZlrJFu1MpaU0p5nVZp/F2OmUBaHuc5rVwFhBA6oCcD6Ust2F6eTkDUF037x4egUxOfFqv376cEE3btMuSbtf5+Xm8u9vVwR8PZp7469fb5fL/gAAhGFLnYH/o/9Of/zzP6zIv3tnrNc5jtBY+9fs6tMMw//b5+fnlVRFKVgV1YE+nK9nwww8/PD5JSvgvf/0sIm2rXbu57EQFQEVKmoaUiUi067Hx7a5tiXSK03m+fj0Nf/qH+8O7+v37d0ar6Vxer6fzaQwi9z2T6ZvW9BF7rLLv27ZlzdM8Pb+cf/llSfFWCv/0px+dM+fz5XqdhmFBiH1/17btWmbnna8IrCXrAF27s2Yk3dHD46dpyUtecpqsdUj0+va8LElERXC37w0YQwkAlmW53ZRs2paJDaJe1bVoEeW29ZhIS5mWQUFD8H0P65IKF1UoRVLMy6R+F8BjyuN2ewkIIpnA1I2BKCmWaR6o8S4E7y0AK4gN1qGzaEGo7qGx9fsPP5AJ12F9O51cZdRUvdptt5IioJuTw6aYCbAKQY1CIcNmnVKKKrId85GILMsyjtKM2gbvK987zNdxmKbzZYT7w77rENF5JyLrKpvWxHlPlgRkWVdFBlCbZSm8comF47ws1pl//Md/eH97/Pz7b3/9679M01iHBtHFGDfgR9u2bdsG5/uus9aeTidADlXVd8fgKmUYLtN+f7S2zsKn8ymV+EN4//B4ZwKtaer2tcl3yTmKCrEIgPFUkUGL0xILlxg5risRGktkbBYd5vEci90d2ocnUciZlxxTLk8Pd08Pdw/7/evzy/ntvCyZGYnsf/0v/+Xp/YfHp3fLOr++fn15Od3X/f3D4dOf7gwx87rGkQyN48icQwjOO7KWlZGg7RvjEI26ytQ2FC5znFR1jfM6z6Vk5xloGeeBOZOjJd1iybdxdq5697jru+Pr6xmAH592oO8u5+vXr5eHh946v6T4+fPnKpy5AIJlhhzL/f2xrpvL5ey9MRaN1bZtkCiVHFPkAgpS184YY0345W+/vby+3C4ZSckpBlCOaSk3XpcVpoVSsY/v9zvXNY353/7hz1Vd73e7w90OSG7jZRzPZAfvLJBH1caF//QPP97dH1V5XmbrTUxxPU1NV90/HPu2i3GZ5+n8dn17Pb18falc42x1d/cuLgVlWOZb3baushrxNk5AJoRwPN4h4Bqj864yxhj6riyPMaU0jOM0zSnBcMuXy9T3vTPOObesC8+r4mKdZdV4jbayu+Pu48cPp8tbznme9eHhAQGu50ucVhVdl0VZLJkqBFBC0BhjSmld8zznw+EQfOja7vQ2jrebtcS8neBCVVUi8u3bN1XlnKuqqusgyjmvwzCUnBGVkCxZRDwej13Xbgx0Y60iKIKAKqINzoLgagRAFVgkMwuAC36375y3AjKOt3FaCXEbfy8siGZd0/l8YY5vb6fxth6OnUq5Xafh+qVp9vv+SBoMeWfdw8M7Z92yLjFGvuUCru9X7ytCM9xGBW3aiohQoeT4+vqa10gA7nsOzCxrXNaiYi7XZU3le4grSlpS23mDqKVc396W28VqKVnIU9f6j+8/vTseDl1nEOO8jJdbyXx3fLg/vJuu0/Pz229fn7uuP+wO/mD+9V9uRNL3dafELCzZeutDVTeVISklGfz71lg5Z72zXd02bbsuy2k4cVGDwVibon79/fnt+eqsm27T5XypQ33YHd4//ZBzmqZ5niciMBbJgYIkSSmvy5KLSF11d/d3YGkp8XoZoIBB55wNlVXltvV1bU1lxFiGHGMyBu+OO2v868vp7evJialNo4rW+p/+9GNmjhyxKGYVzJfL1ZDpd7vHx/cB/aE+IJptMBgSrEvMU+r3HRpw4qlkp66xXaiDhrzK0PXl6fHu8f4p2Prl6/nz374BG2dqS7UYQqG46Pm0ltfZutFYrGtT1QZACNiQaCnLrOOon//9zVowRp33xjhhWTLWVbNvKw/ZHVpvu8vj/O3b+cvvb/P1XFYGheCoCs4HUziTVeeUqPT7arerLJmcc1qWuKQYc8k8rktRApN+/f1/IMkaJzXz4c7s75t5Xbpd9fCw3x93azlPafIO6kbrCvb7CkmRcNOLAwggqSIAeI+ISkZDyNYJkeYs1lrvEXEz4rXe2+1OnqUQgrGAiNZtYDljLThrg3ObI88aQALrjCUkQHSGNj/MVlsg/kHbB0JUpc1w6J01htBQzoULiwoiFtkGLwRxay8BGjTf5W2ouNH2AQG3wQxDJq4LkdkQ+9sPbOhNQsfWbJ03UFUWUQBlZhEkUkJwxoAyc2Ep+L0y1VIKgCKgMWTN1hv83jhCROectSalDIDGWO8r7ypjbCkivBVjlq1YKxu32Tm3Db0Zoq3yBABlscZWVZ1S2gzpXLhkiSl5L9ZuFw1QtzdklZgIVYFIjfl7iWgQSQW2kzggAmtVeftvN1rbNmtnDTlnDSEI6nYFmLeFl8h8p7OQIiiXAsKIAKKISGSCC4CBCBVYWeMaVXFDcTrjnPPfYTabvk+kyHcJ3laKZ5GyrhvsxTofnBecVXUtjIWtc8barWELqnkT/gBa56Sk70hta43R7ywZskqWUEQ1c3Eu+BCIqBSOhbXEOcaYEgBscgsWVrSKRgSicCylpMKs2yhzTJyKqnAuKgIUk3UKitNSStEiIAVEAVSISsyQBYvotJQ1bzpyCsEGh+uac+bCigiA5CtLaIXJha3xaYL307QyQ9vX61JSKtZaG2BJ8/k6b5hKkByCM5bkD/Q8ApBTB+AD9Id6f+jrNjBkJX7/6Wk4z2+Xt+E2NG3bNu3x/ghIofKn0zlGmWdAFTLZheV0YsV9v292uz5Lul6HJU7DcJvmSUFQdEnxdLqscS25GONi1JRyjNLUYihdL1MITVX5kgSxIrM4J8ysojkTUVVVnTE1y1J4XWMKoa4ql7OUojGlUgBUEcRYyAlGkeDjPEXE27eX16/frrfbAgY6cW0f2qYnHP6o97xuW1AqzGysIBkAOy/JWDEGhIF5Sjl57+q63vJHKaUskYrexmWJmYDWJFUIqqAMgBjqJlRzyqmwNm1X1W5ZM1zGZS3WewAE8POsKfM0LSW/+gYFyjRFFXXOKdt1zetStmWmqrqff3789vX17e1yvWYt0NT26bGxFpXxl1++lJJzyinNu77a7ToVvru7r+t2nMY1ZjS275vCpWgRgetlWtbfT6ehadqqqj58uLtehpjS1y8nY4gIm6YtmnIqQJAZvDH7vj60fVPViilURoq9zPHXz2/X2XU72rf+cNj3/3CPP5HNycPVWSWSDx8eLt/gFPU2Dr6yZE2o68OdDNf88vLCnJu6AuCqcv2uFt5oomlaxvaws86hR0VSQAIIjWOBmNZYCgMbZwBxjel0OhG0u37XuT2VRlhKvNQVW9qISiJaMnPKLELOVl1fD2N5+XbDBBVw5x2SIIqqEJFFB6DjsJAvFJr9411z6JK4LNm6REiXy5xXrmtbtdYI5yxcVqibtvfWGQqATkrOCXKm3BzbUPf9/e7tbX45n789X12gzFW/p35HzjlVl5LknJd1HW+MgtJyF+oQvFNf5nnhvCwpJRVmBJIsy5Te3oRt6ExV7+oDGV+neSkiPAzD9XoNpqKCKSdSU5lqE0XIBsFUEVWrWkCLai45zsuU8uy9bZoqOFtKnsaBlHKBy/kMoB8+vN/v+6oyADnnfLvFcp7qpjrcmZ36yrfrHN9ev1lru65LXIoWsni837WVI4LMsWqdze2ac9Ylp8KqG4rZIdqsrJyzppStc2Qcfd+PZZomAqNVl1NmlpzL5Xytveue3vlQtW0rRQwtMQuS/+GHD59+/OFwbP/jl0suA+BqbLPf1x9/eAda5uV2uVDKMaakqsY4Y6wPlXOOyByOh27Xt13ddBWRycUUZRFJcU55so6cZ7IJTRKJpeh1eFtiTsyPj0/9zu737uVtUozdrvf+XQj2l3/7grid6OJwG2YTEex+f9e2jemMMZY2CCcAIjlnfajIGMxmyxVYi00XaEkpreN0npeBjPiAqoAGKls54wB1WOZ55i7aab45rwD6w6dPj09Px8PRBjvNQyqj82gso0nWlX7v7nft08dD3/fruqITQGDJ8zJZT1WoxXopUtJwOQ1vL+fT6Xbcubrquq4lWEeXFDHmzKgxlWmarXVENoQqVHXMeQsCGWtZyrKup9MpxjQM07LkUr7PyFR1BQpxzfO8iEYXiq+ccTZLuQ2DEBztfvP/Omd3/W5dlrfhbcbZOx98qKqqZObCophTZh5Kzoaoqur9fmeNq6vmcl5yjgC063cIGtdIZFJMp3QSVmuoqn1dNYCyrBDXBCLO2ypUZuedqXd9DwgpxU2BZZyNORtn4Y/CrygXUbJknGVVNNT23d3DfdPUArL8MouI6oa0sFYBFOZp/fb1Na7jMF7nKbUtq8iy5HXOcQWDASSDGFU0ZOq6EdUYl5SKzjoOs/ecS1lT8sF3XVsKb+Mu8zzmmL2xhLTBupYxlaKixALOeyIUVWVFMQYtxzxcrvPtFqdFhUmhtnRoq7u+ud+1h74Lzue2mXyVYqmbnSO3zvM8rtNlthi6IL71XdsYg0gGFGNK67oAQde3+30vmhGVCBC0rirvKuGCaIMPjsJcYo7aNoedDeQcAY63eRpfm6YZruvb661roqHqeDh6X4koIu52rfUGUDLHNa9rWqZ1YnXWmf3uQM6GHMsiSaLKhkMQ7wEwsiCKsU4QhZG7pnIhGLLfvrwst9UwtfddcBYcVT7oEpdFAYmTppyXYUUkEnOlKxKVVFR4iel2m8ZrXJZkDPRtb8kABX9wj493H96/A9TsrisuKvXjw/2fP/0JuLJK17ersrXWbrcmXJiF5ykVyS5gVTn2HgDrUKmkFJfTaRgucjsVJHUe69rf3++dQ+bMnJuKmtbEhbuOQlfVzgVKKLcSSTKTQUfGW1e5QFUDNoKNLGvr7a5v66rKOS0TpdWsKy1znubCWIrm0+1LVVsXcFdTqHyo/BJN3dbHY9909ZqnOhljMAQIQQmtdcYYKiUzZxElg2TIGLSWFESVjWFj1RhkBu/ROSwlK1hjQ1UFlpSScgEyYCz9wZksW7fKeGMNbcRDJSSDxiBoQWCDag0xcylird2OlkR4M5+BEpeScwYAB5stcEPxIQKyKhcBFWPIEGyK7z9+g8IWlNyokGqNCT7IhjcB2PLbwozfW5OKuHm0CyiogAIiABHoRpUR+WO1EFAlg6D0R4cJtubeVp4RbnwUJSRrnXN2c4UTWVDanhz/IHvqJl63VlWNMcaYv3cmUbeGGxfNBGiMNUYQSARK0Zw550KEAECEW9/SGPqOa0VFNMaAMeicR0RQ4CJFSoHyPUsBaLauEyiXshXJxhCCqgpzERERhq2dWjZxAiAS4YYoZRXeXgwVNpGeWrvZ/1hKzpmLbLW8CKiAMQYNfp+5Y0458bYobOaM7dCeiwJ4Z52xzjn+Ds/IwoIbCqLwd+u6QmYWAWOUOZWScxHvwFrl8l2twZiISBFKYTZOVQ1gFFlLFtEppTVGUN0qyVIKAAFaEYkJlgTruvXtQBRKwcxYiggjK0hmWxCAlqzyvbkHuokJRQVICcFoURUGJBI0ioTGKPI2fkmAxhjvgjAyqPEus6hA3QRBKEV9berWilR1VeWcx2FdchQBZ6GpqOl9CH5d15xTzlwEbFAbgAyQV/KKjuc4gGFXUZF8vd3e3s71tPRd3O0OqYixpm6CscgZuEgpOs+xlGKcUdS6dmtaiqS68ZfzMM2Tr5wDV5IM4xYHQGtcyrxGSQmqgAqYslirqrqsOWVmBmbkAlsFLkzO1V13YB7n9brGi/NVVTVxLcsSFbIiFRYEIAuyQkqyxjLPay762+8vl0uKq6AHW+Wmh6ZtCVlZcs5AuB32iIIUXtdkrUVCNLhBhlhgTVmhFM02kLMhOMsac85FJHNaU1EGRU05W+sMkiXTtO28ZpkTILV937X1MF7XVBLPgcH7QORD1a5xHcYc43i4D6EyXEzJueRMuHJRRHvcH4KvnA19t5+6ZRzm4Zq99U3dNE2DCCnG1/PVGlLAGGXXY12HEEK/2xtn5rc3BXTe+xA0YcnKReYU+ba+vIz393dd193d7Z211+t0uQzO2bpydVMjK4uAsioQGu+t80RWuSTy6q2tdAPtlJQwmuSCdl13925XAefReD8YU47HvhnTKfMUF7QVEBnn9scGMc5Dvt6upeTjYdc0tSEHGqyzueR1XURaJAAEMtui73zt5jVep3NiBEuNMwIgmdeYK6feWNc2VlpOeWR0lqwFQ1BEcimJmRk27V7VhLpRY0VZAQoZsQ6NI2uJCwgLKKRU1gVSKiUVVNvWTZZoDRBpyTEarSrXWMJC88hdF/aH5v7dnlUVuVCOuq6yJEih7UIbxOptGc7DZVyjzeCCjKPvum7beUSFhbfQOICyFuPQe+OUfCDz3bcBiECAoKiCKpvEF60xTVOFqt7taR0nFh7GIdti1aqoA1RUsgT098d9Z55tS2spZb1eTpfr6+nyuizL5XKpg1+m8Xq+Pn87g+L79x/+23/7Pwhhnm/fnn/7+uWcy1h4fvd4T+TqZunqPqfy7du3tu1E5TaNu7vd/bvj/btjjqOWFQkMk3hQZIEikEU15yxiFL11hKJbOVcKO3EoSkRt25Qkq8Dp7bzErAJE9pdffnn59vvr07v5djWgfdt7V2XWVMBXdk3DL7/++j//7V+naTje13VLdWOPdz2C6lv+8iVaawBoXUsIYq1tm13XHwDg7uHx/v5+17e+8tM0WbB3x/uUKqKyLOe28/3eO693VRuTvd7G8+WVRe/evatbB1TG+fU2PKdYmsZ++Ph02HUWdRznNWZrtswP5Vzev3/6+OFTW3c5l40kK1wMQQgOCKyzbdu9vb2lnOsmsIQ1Tq9vX6dlsL48fgQylKPOk/7009NhtwfQf/6Xf8881Y2fl0FxtY76/c8ff7h/eHiIOS7xOgynmMaUx1w05thWhw/396EhxSSQ6tZvZOTviFOFcZjO5+vlPNwu8zIVECoZxIH1VhS3vP/vX59ZtWipQtM0ZZymlBIAeO/XGFkYEURKjOvlcs6ZY4ScwXtoGtu3ffBuntfn55eUtWlM0/u6rrtdZ7z9t7/97ffnl/Cr+a//+z99/PjUtu0yT7frLcUECpWvHu4fKldxkcvlBkqlcM6ZrL2/f/zTjz8/PDwg0vU6nN5OBKXy1V/+8hdm/vLly+16W1MGgGUp3pkDNNy1VeVt26cUS2Hnfd/turpzthKRt9Pb+XxyzhprnPfTPAFC0zQp53lZpmXJIrX1ddcqgPe+69unp8fD3d5aOy/jNKbbeZAyW+OMcdbaaVjGYVrXoZSMBi7ngUi5gAiULPO8jrfLeFvmeb2/vw/BW2PVh6I5J75eJoVhjatxdrfvS/HPzy/CpQrBWOKMKaW4RGXgotPApQAZur/fOx9ykWEYPNDdXQ8I07DM01xSkgTLAl0Px65+tz9O5+vzGvmwPBzvDJnaB0+BWa6nS1X3H58+Vq79+vz8/O3b0lbvHh5CqKy1a0zTPI/TOE5DHaq2bo0BBVblXd+H4B3Z0+W0BckWy/OcQPyffvp5f9iDwfPb22/L78Mwvr68Xc5yPat38zyucRnu7u6apj4c+r/8/BOgXm+X63gmh+2uOeg+l5Q5M4uv3fu7467pT6+vL9+ep2lUYWNgHJ7XZEPru2PnKwvOVU2rgDmWh7vDbJY8867vIROk4eX527oIQgjGF4GVk8XKGCMFP//ydeOGD8N0GZbbkDdeX9vbpm6t1yL4p58+/Pnnn57eP375+rk4ws4eD9Oxf3h6POQFr8f64b7jgnHlGC8pz4rCIACl6+Hhke4edvd3d3fHd4/v3n/78vzP/+//+Nsvb9e3zAs2rReAOSdJFwBOKc2zIqAhSBH6bnfYHw1Vw22+neYSBRWtMVAI2DisHh8fGC+3+GVZplLQ2uAr8QFCcMIo6lNM377dBDhUqrT6pr6/b+umCpVz3gB0rnIheJZiK63V45ZsM2oteU/GUkqQM4iA82QMEqG1BjbiB6gxYC0qkHNkDExTUgBr1BogIlDDJIiKBIU3hrlmMM56a/3/2olRvpcYnDbVr8j2xWfm4r2zdmMG4h88xa2HBgJirRHYagsAUM4aE5QCxkgIWFdWAUDEkN1aRiysIqoqwFpV21wlM2/GiVL+VyRy6y+pKujfizckAkCDiCDwXfQmggjWGGtJjWwC8e2BG+uPiAiQEMkYIiJjAcgYK6AAkFLmokTFoFH93tRCRGtMKfz9NBFARYswKJRSNu9WcN5ZpwJFRTPHNeVchLdyFwCVmRHJWrfNsG0WdGuMMTaESkRSiuuaEkfBzEWsMYYMISmIqJaSETdmZmApaYnbqB0objoEEN2sFPSdsinwvR6mTeK6GRc2FRN8dzoooXzPYYmmlI0oGmLmmNaYYkpJaQNlbHUmiGpmUVVyBois9xWRABZRUAaygrRuWEVVAIyRU2LmdUNMAoBn2RRRhsjaEiVa58hQzjKXhdbsfFhTSiWjsWuRWFREjArmklJSFgAGgFTysvI4srFgHZE1aAhQRZIgCUPibeIPInzviRdQIqDtCqAlREOwAeW994RSVHMqiUUAvLegiGh8CMucihS0tmjJBRoD3aFRJVCpWgqh3vW7t9NpnJMJYAGqgP3OvXu3q5vmdrsOQylDjhO0LYaK1lWWNOGUbLU/XdNtNIBwvaZ5LqXA5TKd3qacvzJDCPb+bn88ds7Susbz+Tzc1nZXnU7T9TaJFCCpW/9D9aRi0wpxiXVlrXHOExYqRZaYMsNm0Qy1DXVdN3VKZZ6mYZiH2zTPMUeAAoggqikxoX1895RLfRlgWqMP3vtgTRDRGJP1NsesIs4CWFCGXMo0z7Tm2y3lIkBbUa3WYtvV3lFOeDqduJRcynY/U0SGYWnbYC3tD1AKMIMoqEBRtZCBivXBe8OKgiLKtpKgsM6wpMTKTaNKxlpT9021jkXJebc/7I/HvQvudH5jZuu8AlpvP316Ynl+/jaMt9J01X7f7PpwPp3Hcb5dpxCqvt+/f3q/rjHnfL0OKlAFX9fT0+PheNghak6xFMhJwKFzdtdXy7JaB++enqq6zqWsqTjniSgnLkWEIRdJUWPSwmWeno/H9eeffzr+6eF2G263f45LAcG6gtoHRSxpChVVDkF4XqaS2btKWG2gjx8f2wOgkzXOw22ehFuT6yfb9XV72FldDaXaW+sFjBTNSQqKEYG2a53rqpBKSt77rusRbF1B8P04xXUcipTvivtSnLO+tiG0uV1v5+Hb6Yy2arq2sR2LkoJ3TSm6pJVhqa0TySnNAM5aEzyVBXIuqYioJXJgrbHQtPD+vS8LyGIgFet91YQSTYwTFwEEB8aQI7BvL6es7v2Pe29JFSdIu72BvQuh9hwxc9fAu3dPD+8+3N0/TdN8m2/XeZhlnHlKkJyRBPk0nN6ub+MyGA8AUISnaSqlViEuwqJAUDU+eEEBAnCByIDk4mvb9pBnMAwrc4lsybR19e6+2+29C1BSQW/6vj3cvzu/nNZxc4+IR+/JAwFYAAOCAkhoiFABwQJmJBnG6+nyLQRa1+V2vby8vqWUDof9Dx9/RHR3x7fPf/vtdr389a//3HftFm3LOeaSDEFTVfu+O+46Z03TVH/604/TNOWS3z3e+8b7ypIDEvQh7Ks9TPMqUi4jrBmiYlAAYCYB45CMbKv3prtR5xwC5Hl+e728znEl196/M95veDa2xjtf3d0BFy55XucYmZV++du/db1vOn7/4eD9Q1V70UKkb6+v4zB8/vz7v/yluednAAAgAElEQVTr/zzsOx+cCsxzef/09OnTzznj6fT69evbOEXnjKo4Z/u+PR6OhQui+soqcM5rTBsrjIdh3O/viKyxYbiNOZeua8kIYF7iDeDu7v7Qt/vbdRqnaVpmLlxXzfH48HD/6Kyb5uHt9TRNM7P88MPH+7tj3YRv376dzxfmUtXhfnfsd/04Tf2uubvryMn1cvXOPD6+n6f8y3/8/vCu/vHH909P79GWNU4//vTwp58+Vo1NaSZbTpevDCuznM/Pl+trCPS+ve939TBdu/b404c/P71/Kpm/fXnOmRGR0E/jOFyHX//js3M+rXw7TW/Pl9PbdZryxbzV1dQ09XCbb9dlWbXv3a6tqtZ3XVeKDOMl56wA3lfny7iuq/dYt40iLjGygAum7Z0z1LbtYX/XNt0wzDFlLtr3/vF9d//uXgGu461tK7JARpd5vlwupZSvX75cL9e4rqAw4vhm3qpQ9/1uXfLry2VZCgDsu6YKVSnldrulNb29vXHOoDov89vbq4gu81xyUVVC2kZWvA+GDCqWwiUVE1zlQt/1fd2D4ul8nue5pMQlsxRjDBmTS7mNo4jO6xJTKizLGk/nszHUcm29zaUsy8LM5/P1dl2nAUIoxghoRkQRVNC2xbvj8XDsc56vt3m4zs6BlDKN0zCsKbGxThRSKcLZOmfRsnJay7zGcVrazjlrjaFpnoJzTVMfd/vbZXj++pwSo5JBV1W2FFFQ5wORUeUQAhZel0jWspTCueub467ed1o3tvWBV4Ribag8dusocZnG2xh8XdVN27WPD/dF1HtfJL98e/71l9/qqtrt9vv93lq373Z3x+M0T/M0DbfBe+O8tdas85rWbJ1Nq6gCFGAsy1yWmZ+/XDhjf2i9rQ77ozLUdX1+G3//7XldFktlmcfP09j3/YcPT9bSmtbz5ZQ5DdMwTIMPrkiOOYnKhx8+PTx+RDZrvbR10wRXcsplYS514/p9M8xTa7v7u6ML1Tgt07BOwwoZva2+/P5s1Tmw3vt1ybcxLfGWc1ljUtGm8U0ThtsUE4tCCLjbtw+PjfNWNAsUgVKYfWU/fvpwvN+jkft3d2IdVN3jwZG6vJa3l8u6jm1ruZSclzWPSGW3s7u78NN/7urW7fb13f27XX9XVzvNDsGAWgJsgkfnrUFEIaOVDwCCgmOO66zMYAjKOg/nYo0BRRSsvSs5c2YpAizA3NQe/MxYrFOBZVpei9i69k3tjUVEI+LbfZfLqpp9MHd39d1dS4Ro1JjivbMeiTjnREVUvfceEFRFVDgVKUiIwToia51BBAAhQ0QA6P6IQAJz8cY570A0ZRVOJYuCoBYiAWVhRpYtosmcWIVUnA9ICoZFGABQFaUAMKAqi8q2fXwnP5oNpg5gjHHOirrtTxFx/vuRFpdsDIaA1oEhcN64KpSUOWW07nv7Tr7331SES+FSQHWzF/7/RL1Hk2Tbcl7pYosjQqSqqqvxIAxAE2QbrZtt1v9/2iQGQBtBkHgC99YtmSLEEVu5ew9O3teTmmRVRmSdjIjj279vLWb+84S2BRq33ZqKMhMjbzB3VQAFNam1ilREcG4LbW4lQ5JtQ/j6V2HTzeJWRBSrraj9Vl01NBOm5pz3PtBGnd0AG4CbD03lt9Gxte0Jb0HKpQpYIkJEEJGUkqhseZMtd0rICPS6X9omsc3w7r33obUGUEtpCoYOQV+jmogIuG3LXmdEkSqqKtsU6jZ0pxm+uhXZEfI2cXvnvOPNA6lijp1zznFTNQNkRseutVZqRWREVDMpVUBrraUkUQkhgHNKpCpFxMwYkbwnQvKumlnOrbUi0syaGqoxYVMQI0RCZtKKCqqC5Nk5RBRtNUkTYEYHVMQisWefJKuaQaNsc8q5FHY+15pLUwUiA8ScG6EyCwCoaC6yVnAAnoEFkdAQG7ICCkID2WyIyK9kVHAKyNuiE4SoGYGx4xhD13UlrzlnFVMwDhQ6D4YmluuyvX6CYx9BpE3raRz7GDozGPbIyONIa8NdAQ7bmtRiV12f4+BvnIv9sL/xrUKV3FoDhv0+7A8x9iAyLaWVamshZBxGbwqtWc6lVSNsuc6c1GIXoxvGYFBzyuuCgBA6HQbv2WlTx35bQ9Uquaz9yIRORNeUHQdmr2qEZJhztmUp85xSbqW21gAEyIMLECI2Xaf15TJ3xCl2+MOPb5dlXZaXkqsZ+mCwNEBVgCrAHlwEHzcgMD68cdeprslyg27gw004HINKzrms67VWQaLdvut6n1Odp6RYFbHfMfz2MpPWkGAcwvEmDgObSWdAHtWMY3DBDDMixIi7XdiS3Ws+p5JLM6+1SBLoh33n4oOZ+RCn6yzSYtcdb3qRMk2ZWRDw5ngEtVbh8+fJ+YTo5U1tkqd5up7X43F/PI4pL6Jpmo2ZpDYA3R93NRfn3Lt370o5d6PbH/drXi/TVGvZHw8xRDGdl+Vyvc7LqTXbDvYJIef0/v37h4eHPnZ/97d/9fHDl5TSBj5y5HfHW4fKYAxYcsqpel9Cx4OPsRuONzugtizVFKXw3PKH+sVux7/8bj+E0bt2vU4KDoOreX0+n8GQsSP0LvjdPpoIAkzz8vz00hrcHl3sure7N2++v7t56DjaNZ+rFCsIzgsWDBpHT94D6/PpxdzqoqQ1S6nYICmHY/CMwQOimJkIbMoQFWuKr6VslK7DN++O1KIl32bOF55JrJb5mteliqoXUkWpqk0vp+X5ctkdYRhx6F3XRzUwbZ2R7zxRPNz0PuKarxWquQpejKWCXJNwX6SutZZUkqJ2PTjCGKCUUkrtOgeAagKkLlDoo2fniCI5EjSzfgzYfF3Ias2r4vbRJ6ACpggKBgqCBkpsh8POE18vUy5JSUPnKSBH5kAIgIzseQvIOABF0pyWz18+3NzuRWta1+vl3Jr0fc9Ex+PN3e19F+LXr4+nl2eTPIwxBrY+ItHQ+zcPD/txAC2gpQv07bv7r0+wpkSBXed8ICRDBmaOXQeq2nUhxubyRshxDhFJjV/doK9QMlNppiKArbVSSyl5tRpqZSJp4p0PPoCBc9ykLvNUm7LzfexV67yszda3b9/uD9EHf72mZcm15PPp/Pnz45dPz1KVnUup1cr78QGxB4it8TTNaquZLMt8PO4BsOtiyktr1Tk2y7mk6xWmaVmWMl3T9z/8LoT+uizzemWnXex2u4EImaFKHnB3PO5j6EOM8mjm7f7+/i//8m9EdLpcT+fnUhMxhtjt9rtxt4vRE3EpdVnm0HkkaFJUi/NyuAnffb+PXc2pvnm7R3D9wH03HG7Cmzf7H366nyY/jF2I7D0qmEGpspTqU66i5XDYjTsXOt4fYm273Xj37uFd3w/TZUZSQFUFNctrWpd0ebke9jc11+WS8lK1EkNMS9lYmvOcclFE9+7dt+++fdgf+pTz+XK5XucNJYdMtUpr6jxvt2TEznnuurjbDTUXH3yI4fb+bhz3qrDMyzC6m5tDiGFNa0opxtAN0Xliouk6Tdfp46fPeU2OyJHLuVzOV3cXdsMufNfXAk1OOedaYLom1ccudtJkmeeui7W263U6n89SdZqSmTjm4L00Dd4FHxw5Fa25alN1JlVKKostUvXl+fl6PpeSN18KIBCRmpV1VYDSmoIhoZjMy8JMCkJMT09xXubWyvl8LakScvSBCFvVVqXUpqrj0HVdd9gfzueKwM6FvmfPYUM29H3s+533rrYN8wbsnHOhSKm55dQQjWgWlZIyI0oTw80GTFuPpgvRkZZSS6kq1qSWUvpxgFLLZdFatpZw3+3YsancHA+Hcei74InGrosczk/Pz8/Pl9Nptzscb9X53jnnnduVfLzZn56f1mlernMrjZF3+33f9X3XEWCal8vp7AN1XRe7kNbVOe763pHfDv5bFa1owvM1O54MgInJXHT9fjigYMsL2MhITJBLNtFNwZXW9Pz0jIwvp8vj0+P+uCNGMVnTOgzT8bgu8zRfswjsx5F5EO1zTnH0w9DnJo4Cg7dGaCHwUImAERsv62RAoYvjeABQYAWAdL5e52RgwMier2uq1XyIb29v7+5vj8fj7jDUlq/z5eX0mNYlSlSkeV1fLs8ARr6FysfDcZnTl09PP//p0/Uyt9YIq+rqXO5GPt7i7QMOB8/sianrrO85evf58fzyfFmmisaOgQgJzHmO0Q1Dr9pQbYjigMBcCNxqK6nWlvtu2B/Hwy4uy7KkhISISphzOsVQdjvsuj4EcE7YaTfw7oDek6GA4a3vzbxp84GOh91u35WSAY0ZQwRCMWvEzYsDG2MXbePWSwUzBHCOvWMX2LkNHWJiTVUAYXP1Gag2QyMGF11nWnItUhugISqBiYq2hgC89fLUABoaOXTAiGbNtlN4dbSF38HMjAGADIBwa+5t0+KGOWHvX1dwSBRj3CaiWutmUXv1jBPihpIUAzVDULVtjEQE25hhpWyrwm16FJHW2rbxUxUiVBVRJSYD22ojW1ZCbdsfNOf4lYEpjWkrNhu9Svz+vCAEVQNRMFE1sW3zhAaIhsaAKMy6tRUBt+Tmbw+mambSWmuNEP/cA5QmqrA5lzeZASIQO0TeMqwhbBK8DTb8yiDdZOhETGSEDIa0id83U7CpqRIBADCTASCAaENE4s1ODkQgW3TylfuGRPTbeKiAsCUrVW0DzCBQrVXUXouRqJs7gRBFVOR1kK2tbbZGc07B9DWZqdEH52kz3JfWcq3SRESqaGsNanNAamSIr8MsoAEZVqSeOCLisixrXlWAHToDAINAwK5IbW2LqMp1ymuu7LSK1qZqwASGWIoGB1uD0syammy3lobSBMgAQLbri2YIRgCMjAyiAkr458KHERmiiW7FJUWSLSWBBJ6QGZnN1ERVtAEIM4VoI6BjVGk+1BBIVNlz8NR3sm+gQLusIgYAwWPXVx9T7Cn2rjYTlWmCNVk3wvFIux0ht1KLQKlZgF03+O0CtabLItIUDZ0TRwlZQ9ftAIipNFFBYupG6nvuOjNbY2fOezNdltJai9GH4AA5rBQCe+/AsFYtpdZSmmaD6iP6YlJBAUIPsQfvETgt6eXlDD6ID9APcV7WlKdlKX0fQw8xiQ9bAJCYyDuI3vqdOd+Ot+B7XpMuSYedupCavtR8XdMl1zVnDcEPYwfAdUDnpUlD0BAdIziHzpGIIUE/8G4EH1qtJWLjYE2sG2O/IxfBTL1zY0/OeTNL6+qi9ohdT8jVsPjIu8MeEdOap6mIFjU8HmPsjuuaQDf+Ch4OfS7l69erastlXZZTa1VkSfly74fdbiR3O13ndb36wAToYxj6/TIvhOg8so/d6JDsOl8u1wugOe988NYaEgIC4mtGektBtFpPpxcEvLu9ub3Z15KmidiBiaJR52P0yGiyrcmsIcUmtQkTOQAvDdIKJB7F5UWeridf609vd9x5BJ6nVKVXhKa6pgSGQx9bqyagwtYUAYw45ZJzQzgdb25346E/7EIHShkJqzaphtUpNd/T4W5gP1Sx8+XldM7km0qOPDAzaCNqwftx8IS5ZFlWFWtqIGq1ipoQeUQlVnYag3OxtxgXAmg1z+YcIQEoqGgtrWT2RRvUqVwVjNh1wxi8A0QR9UKRXNf1IVLTPE9LNU0tLWVqUIANHTZrILk2FhNEYwddoBDJzESaKjE7gCrQxEyRKeDQd6QG9RXhJdlcQNhssexUNed2OSfXG3jmHhDBTGpZXQixD9MMYkJWwQF6JAfgzAyMDdiIEQgdwvb229K6nLAZyPZZVUr68uljK+2v/xr/r//yf//4/Q+/vv/1n//5n4iMGXZjuL9/uz92Dw/H3W6Q1r5+fu/5293usB+9czen6/Xx9Bx579zrraiolVKoGQCTiwYsCtoAgBgdAtXNUQWwBUxLLopzIxRp+8OOxv1qvKrO85xFDof9ro95XbLWZb6enp7uHt68fXv/9pvvapPz9cuXx4+IOs/XGOLp9GIG+/1NLUrggg8A/nqWXz88x3DzfFx//vfPH359XNbcdfu+H2vLMs1NIKVyPj/nMotkBDSAlMo8r09Pl1ogdru747f9uFt//ZWw9fHw9u13TWSeZzQoJT+mL4Gmvtst8/zxw4eHhzdd1+/345cvX59Pz0/Pj3/x4188PLzd7fYAJE3WtYQQh2EspZRSvnz9tKzTmibVygT7vS81PD5+vs7HH3/8i7/9+//z558/lnz5+OXnfvSp0Pv3P//68Q/Oa+zxP/6nf9gf39zcjl8+v9zeHb/7/ps1XXK5qi33D2+H4Y5x/+Xz169fni7XF6JQs87X9PTl+XqZatGhf/HkVKxzY3e7I3KPz8/XaV7mtRYjoGHX/ef//L//9d/8dez9P/3zP72cLq2JGZSiTQTAuj7EPi7LQgzD0A/DsNvtxnH89OlTKmVJ636/j/ddiPGXn98TN2L8+vXLPM9ryd3YH46H483BzJ6eHt+//yWnigDgfTd2hJxzyWs+vr396cd3joP3v/zyy/vPny5ml77H43F/OBz2u/3NTYzxnNeU07oubbq2oScf3TiOaOa9c8RE9CqK8E6bXs7XkisBaZXrdEl5bVJLqwrGjnf7vSG2jR221b173bYMRZrMreS8LHOIDtHmeXWO7o7h/uENk09rvl6nZVlqKwBYi87zerlORPrtt4cYezQvjbyvfbe/vb1f1+V0fk5pfno6d113d38kIMfkPSyz5DzP8xwDNaqPX57LUrQpGPVhiGHoQl9yMZmz1GWai7Ta2sPbB4z6suTradnthoc3D7vdruSS0nIcH378/rtv373dD/ua89fPn/7Hhz98/PXjssz7fZqXXJvdPjz046Cgsff7/XAYx9PpnJe1rGuLMa2LtFxbW6br5fQCID74bugAYL/fe+fGfkSjUmS6Tp4D98GRT3NN6aXv+3mazy/n5bKa2dDtfvfTj6p6uZy95y7G3bjXBtN5eX48E9PzeX5+Lj7o4TD2wa1z+fLxNF3/7XJ5biV7B2P35uH+Zr/vljSVlpvJN+++VaP5UovUYTh8/+7bNJbz8/XyfLk7fEMCZLjb7x7eDOZ6APj555+rrmoyjF3oe7xeh57fvHn4+7//u5vb267r3ry9b1I/f/309b8+fvpyVVx++NOnEO10flyWZRi7h/v7Nw92ern86Y8///5/fkmpBG/7Iww7OB7w/m0fegVIrcnpXC/Xuhs+ffN2Ouy//dd/ff/zHx+/fp4Ig2qreQrODcNwcxyHYcg5gVb/tu+7YTfug4vTdX15uaxr3o3H29s7RDhfLqfLiw9s1pqUWi/jDt/9FB8e7tmRqhBDiC72DklrExHdH7phOHTRA0jwzA4ul8U56ruwwRRFpA+OaSAIzlGtlUsxCNsYE4KP0YfonOMYAzFer5dlnasUR36TdkuFBuAYABxBJVDQTYtqAGBNtCkzOOIQ3IZSZIbNw4sGoKYqAObdtiED1SZGzWgjc9LWLXuNc74qs7cVCjOHELY5rbXmvQ8xdF0vKrXW1l4zdqqbZ1lN4XVyBNi2ea2130AtVGurtRKRqmwwJ1XdzpI3TXNrDXHr5b0uHokYAM2slMZsHhwAeHbOOWmvAVEA0NdnqFtxZfuWW2qRmIFIFQDst8gqbP8rr1PUJoBuzTFv89WG3DTDvu9ba2bGvBnD2Dna5uFxHMxse/RtxmutbelKU0Ag53wIAdi5uM26rUlpIozomDz7rWBlJlvXepOSAUJrbePjgG1PBhCptdZq+Y1MA4gcNQIAMVutr/lb1S3Vux1Ni0iTpqDsyYFTVSBQ0PYqvG6qGkLYZIVbPaS1pgrbz5VLFaBguM3JRMzOETt2GqKI9mIdAFQp86qq4Jw6QUR0EZChNqwNa7OU2/mq8wrEbdPuEYNz2wyPzqEByDbRArgA7AAASm2y2SoQcHPHEyADOSBHVlRMicFUzMQAHDl2WLOqaMmNqagqMXSRtiOD1lJrJg0AIHhggq6zriM4RkfBVFtLpZQYQ9dZ9HDH0PchpdemZQwBUYiWGKOPLeeyptUFGx2MI8Su+QCI0I/YD66IOGse4HjsHHOrMl0I0Dl2jFxKaW32nH1nuyMAur7vYheIobasmgHSGD0xppRCbCLaWo6dhsBdh0TiuBF5M0pJX57nEMw56KI7x3YNVgrsdjAMAKCtldrK49OFGEKEcYc5a1NIFfrRugEBoQvU9b7vu+AcI5qoait17ce6v/WGPK+Z3FJq+fDxc6u15CYGCgCoLlTv3QB82A/LuuRcVRsiuED7QyRyRMDOvM8ABpJcNPJmWY/H4NxwOHJrslk7hoEQ6XrNoXOmFIMf9rCBIsf9QEiX62PTuWmSdb67e/PteGdgL48vac2lXvqxe8v9NEPOAJBfTh+6LoSIN3fUj3q8dT/89NO//o8/fvl0JYXQDbudv7nZ7XZ+XZbHpw93D6OL/jyfTtfnNa19P5a6LmlalnXNqdYWo8u5mSkSiACAhQBPz88pJ/b68PZwczc8Pj62KmraKt/sD13kdZlEBJFvb2/P15faqiqcnuc1r9dz2cXOQZBWyrReEeY5j0HJ2bq0LLUqNFMgQmRyPC3rfDnn2WqpQ+x/+O67vu9zvn7+8rmqCIm6cW2CQcCBiqqKlRmd9cfQHXyMN7lIg7Sma50XsHb37t1huGsLdB0FB8H3YvM8XxqUOLKiNbVUigh43wGAaHl+ftx1dRdxN45WsczGjsghO0IibVLWkhcMPXYRHm4ddQ2gres1WvAxdNFhAkRwnkRLzvl0nYrKWtM1XZTEBbiJrok2bcTOOSCCpuAch+Cce02QhBgB19JaSm1ds2jb7XtQIAL2LGoCtcjaVAEhdKG2NF3znNYC/q0b7vcHcgTWrpeX3e4GCF2gnLdUOACpoigoEgJYM2MgAHAA5p0bhuH+/v755TGXlR16x0SUc3t8fBH5n+u8Ho83pRQiI1LvoOt9SheeCz7sASTn6eX5l1bPh/3Nzc2tgNWypHXKLbkldmPfRcddr8rrdVpP6zJXFWaO5E0bqaEB9TE0baUtIq1VI3QAnpE9k6VcqzXwRawoqFkMgZnm+XJ+/prWCVR2ux+63l+vp5fL+XR5nC7TOlfnL4g0TwuzX49AxON491/+j++7Ybxelt3ufRfDv//xyz/+1z+Sm//iL775D//hH6rkz18/rmlt2lK+zAu1Vgg1eCIGps4RH8Z+fHf3009/9dOPf1tFn17ydSrnl/SH338sNSOw965q0VKbTo+PT9OUmV2t7XQ6vX//npkPhz0AjPuRmUrJ59O1lMrMZrp9JsUYSm0pz03Wcdd9+82bN2/uSpG/+su/UhVp+Zdffg/gDof9bjeWWu7ubt+8ufdRS5vm9eVw3D28uf3u2++ZwjyvAIg0EJd5vb7/9edaf9V6/Pzpy/U056UiOKlQVjk/TfOcWpG2GqGTKrVUH+J+H++OD4fdbc71Oi0pFyKSpqVUQ52m5Xqd5nnpu8G5wM5SSk1aTqXvBh+d93Q83njvUkoppe1kOpUkomtKoQtmcL1Mn74855x8pJu725ub24c399frdTM3mIFj511MSy5Wg49858dhf3Nze3O8fApfWzVVizHc3o53d3e3t7e7cXc+XXLKpbQQgvfsfdsY6CbyyuITXZc1ret0mbx33jvnnImN3TB2fS2ZEAxjUym1Nm3B+34cb25uamu1tVrb49PTNC3bzq3bd3d3h43iJVKul7mCiMi6JIC8LjmlTES7cdeHYGLzdTYFx7zdov0Zy15qeb1drtl7Hgav2k7PL0Tggntzd7usqbZiKiAgxaC2kqSsKkV2Q2S10iTnphUYt3NhaaDzdEFVgcJe2QOgnk5P65ykimf3w3c//Kd/+I996L98+nx9voJ4FQ8W1fyyytfHE/3rH95++/b24W6/v8FvbUdhTSmXIq1Nl1PJcz90asaot8d9CG5/3N3cHNnxOIz7/T74Dgxzrl8+P14uU8qFkLqu7/sdO7aKC6+n56tIC56/xKe+iwh0Pl3c/f1hfzyfr09PL/O8jruxi/GwG1rVmjV4vxtu56V+/Xxior7bd5E+fjh//XLe7cKbdwcgS6XCokhehL88nlUvnh9rVgYXXRCgvOa8pNPLtd+Nu/vbb7/55nD8m+9/uP/jn/6wLAuR/v3/9lfM3hQ+fvx4Ol8P++PpNF2v1w+fP3z49XQ5NzH5b//PvwHAuqau075PH2M2+zRf8+W0pKU6Z76nMmF03rownzEnpAB6ylU0V7ue0nT+vBvz89MyTTklPez9EDsPuxgcMojUlCZVcR7IgQ9ClEpbqy5AM3ntd939O314uK8yTsuw7e0RBQB2t3R8E47Ho6G2VgBNrYlVg6YWADlEF4OFoBt/kQhi1b4Lx8PIhL/NMIQQyLyBlUw1oHOMhGDmvHOenSck8O41rUakKOI4vBKxUVpr81xqrUiNWLeusOnrn6bwWktHY0ImdI4IDRHQIRiqIgA4z0RkoNJwm4aINgKKwCsWBEWaqYHp5n9EwlZLa62WomYbFAQRRXQbD0CEDDYHwOu82AzAiKBhA8DWZFMjELOoqFlpBQEBobamKmYg2rakhIKZ6mtUZRsvHCOCmiIxIG9dPwMSxVJrKVVEnGMARGJiRGYkVpPf5BCoAKDWpKAhAm1DLAJuSoCtAiEiosqvDUBGxBA9kwvBEyGAIm3TIxMhMzrnnHMi2wnvK3n0lYsiqmpMzMwxRqWG/NqKRKE/W3BwI6oZmiESqlltwoxArzlPA2sqzgwQQ4jSsrTNLQBE7JgBtLVqBq3V2qr91r1UgNaq1pzS2kSAIEZvaIY2p7khNQM1lSYAYKC11lqrqW5B1u0J/nliB0B2TlpTraXUrWFphqW10jIRlqbbr2OTV+m8W5MZiOi6ljXX2lSa8p/BPsjBB2QyAwJBq7r9SwDYkpxkhq/hZETwHjf+a2FjMmZlcmTAZuxQBLaHR22A2EVQBSRjFGIDBzGYc4YADSQ+jmwAACAASURBVC01QIQuAr9eRCXEGMPd7X1O6TrN18sqmkSqeQoB2EmIisbeuRB8KaU1IcpE5pzudiy60YmEnDgPIXhmEgHvUbJ5tMNBmECaLgs6dt4HRi4ZVV0MMaXUahuG/ng8dH1XW11WzHmttYSg7KhUAOtAXW0tRs+EKRfvN+kZmWKt7vaW16W1qo79zW2Z5jpPLUboOmSm2hQMQmD2QmiidrjhN0BrakPPzlEtwARd7+5udgiAZs5xSiklq60bdiN7v6Z8nZY1labAgGBci5ZiiMq0EpLzFEM43g2mVkpOuSLC8Yj9EJmxtUK8HUwREajaumoMyXkahlBKbU3AYDc67/zuYGnlnFJr2YdEznLOz6fZFOblsqZSqnQR1c5q0nX9/oDOoeh1ms8i7c3bzgxq02Up7Iv3SF6bnaYlA177IT28ZQTw3tilef2cU5UmPmozmOZ0ujyua0Yi3w2tlTWlx+e5NSGyroP9AbcwXWuGCMOApRq5msvZ+woAxLnvXRe6m+PQd+Sc0s4hOVUASuM+mIM1LS9fput1yTnnzljm5XmJpoewX9e1HdA7bGKp1FStqm68O3KuGxxjXzv79ZeXZV6Zvzj2wzgYMDlMec2PixsgjjwcOyATazU3ZwYAteYGaODGfSeQNDEoEqFaS7l4RM9x6CkVE2ulZI5us+y0RtuhVCqplMSeU17L/PXU5mBHw9CNjj0QGRGJSKuaVj3A2HfdsA+Nltjp7f0u5VVaYbboBwKXas1zrmIK5DxF8lmcACiAmNW6EaRw6HztlbQ5NudwGOJW9DVCRSXG2LGKKmqWjE2wCQpq5WKGHrohgGBdTZQR1QXsuy7GjohrLU0SMLoQY+zG47AhpMPgRNralro2AmKijR6iKm7rP2znwMu8itXb8RBDzKGAaa3l6fHrMk/ff/dd3/chYPC+6xhRU5qJikoh6mKEoTNt18s5zdPzmmkpZckz+BDGUQHRepIik+TnSz2vlg3MMaKRIW1mdWB2gFbFVJuqAZJpNTJ2pNpqKUlLViwGTS2lxVP0wfngCLqu9zc3e0T5+Pnj0+k8z9ea8jAQs6naNC2mMF1a1403x/vd273nvot8PNzmlM7n8/v3H9++6/qhf/fNu09ffy01zWnqzCMyIa5rIoShi7HruxB9GA47//Dmu59++PtxuJvm2dFOJeY8AU4hkPcMCrVomteNz4Hoh+GOmUsp5/N5v99vZova6mU6I9DpdG1NutjFLm5pmtpKLqtI9h773vUj9yMfjruxP3z+/OnXDx9//fXz7c29u/UGEmPY7fZ3d7dA+XT9Ur9Mas1MvHf90M3z+vL8gixqwkTX6Xx6yev08vR4yktFoVoU1Qfqo+/V85TW6Zy0GRh454cY+zACQGkNIUkzMKytffzwQVRCH04v51Lahg53zhuY9wEasuP7+3t2VEryPojU8/mcUmJ2OeeUEw9u3I3HmxuwktPp69M5GSCiKpRcp+tyPl2WOYERmIIRGJVUCC04Dr4Do8t5ul7mdckqNg79bj/s94N3XEu96nw6nedp3vJOiBAjM1Hw3ntXK4NZKaXkLK0hIChIE1CwuCmJMTiHYEBWWkVADw7tVXDsmZ3zIeg0TeuSwSoTxxDHcRzHARFy2jRHiIjSmhpKEzPzzvV9HzyptGVegdX7wMym1lrJyXLeyn6W8lJrUdOudznVvORXGZcfwLQUq3Vrn3gCymItl7qaOlRCEW1ZpOlmOHOE5midJzA1aPtj13dc2zpfp5yKQ56vLyUtwfF+HJdh7ELXd+PxcLvfHRVVRC7nlNunpuTDGGKIvt8NY9f11+v1dD7N12spnglCDMfD/ub20Pdxdxh3u9FMmXlrjaMRmDkmAG21mBQzIAxD30cXh26YzpeScivw8nxq+yHGsC5Jj+KYpvk6Tde0phgjAXbBGwIYEvB+d8j5ss5z14ft1nNZkmpJmUNEIFhSIe+QQi308ZfLsggCB+dvD4dw2zsXKpQ1pbQuR6iHh977dnNz8827Y2vTp4+fSmm/++l75+L5dP397//9/DJdxwWMX87nx6cnESDpTe3lcxaB2qzvbXYFrF6nNa+qAtFhjESCkslRjH6sqVAQCuSCAzLVNl3K5XkizBuA63AYdrvgEB1A10UDUSnIgFCRi2cdxjgONM3XCNl3pOBub/HunXz7A7HvSlXDaiCIyoyhD/2+7/tetJZKG59ya1yR8+yCgTAZcwNUcuwIu4G6iCGCd04FNxCjKcDrwgqdJ+8dgIqo80oMxNqkWUNEEE2qyawYOjA1K0jNTEUs58zO4jZcbHlQACYAho2WSQjOISERmkkjJsdEyKoIoM45AGvNVMzAyIF33Jo1aUhEQMyk2jYptSNG3kCLpdVmKo4JEaS1LFvtTlSNt7BlE0T4zXdkohbDhoB83Rvab/oHZjDTLQva9HVeqiL0G5ekqakoEnnHzKgG2x4O2QNAE0AAIjSAKlqaqAoyExEQIiAQK5CAmimYgjQ1QyA1AzVQMDDnvCOurbJjZ/oqiVeF7fIQqem28xRtBkpEXRd/k0lsSnds0lReu5Gq9LrBa2IGqoI+IDI7BlBDA7BtyKPfKClNdcOUEhMQqGkTQzR05DwhWBNTsabqzPzW+rMm0hCJGAGt1NKaINJGkiHlTabXpIm2ZlK1NW1gQALkyBBqq4IoW5zVlBDNpDSVpqb6ulhFNENVUzEVVa3OYAN2MhN7ds4BkqoaGBLG6NV6M9n8hKqWUjY1JJDWTIQMggOmLeWLSNgFB0BbH5IQGO2VcrqJOhAMDBgMgByEQN47Qsq8sVjNO0ABBxCjeyXQGlhVawYONtued0DITOAcvLLKmTomUwpeN1/G9ovUd3R/5DL46B0DpNQMWhdfo6J9NMfsHTNZztqqEAMhATKYARoSEjk1AzLv0XuHCIe9alVG7DvbEratuhiid8EUSlZt0HUuJS+C+12330fv3ZpqLr5WLfU1m60WCTowX2v13iHAvKD3nplbVTAycAh9zq0WVUXTPle5nBdEcx6do2VJqjqOMQQF0JSg6zkENthsk9xqraU6797ed1utmJmXhVJiABp3wXddlfj8oterNoPORUZKKYuYCIg0okaMzuHNcReiy5nneW0i4wj7g/fB5WzboYkobNqSnFHVmHU39vMsJYt3bhjIO3dsw7LAsmhOOvRA1JquoklF2ZdhgBixi+b8AqjEMo5IbJfLLK0A2uEYvXdqcJ2RsDHLjlyppWlJOe2PvD/2rTQwUCtSBan6SPv9AGxNU6nbDBDYVyAgJ6UWRCAGYuh69t4RU2tmps5rToIkgKvalq9u4xB3QzzsA1IFq8jNS6tVBbQbB/Kuap6my/myAMDgOgJUrQqW6vr09PW46wlKLrUKiuG24Hc++thtx1MIhkxNa8rleOj2h+P9m8DelZafz49oUsCpF/SgZKICKmZajWoxwsDBkUO3lQcQzBqzITfv/eHYh9wXWYGVyJpspk+/rd+3t8cQQhPLZU2XeXDCekDv2Rs51WbbJ1paa0nVxAUXu4D9Dm8Oh5eLzus8z5njQEytymWaRSEOA4NjouC8GonV0poHBOSAPHjfokAVUzW1EBwQNhUQExViZOdba4a2rCtqQxGowNahd3Hwlp0WkKKIBEjOYdf1MQ7O+VRyrrmBhD6Sx9hFgEBGvuM0p5wT6MzoAofow2Y6cAA0z8vnT1/+8Kc/mMnxuL+/e9hEuocdT9NcSmttzWXue96NYbcbiK2UubbUmrS6duHm/ubudm/Lkj58+Pzf//v/+8t7qAZ379z+7v4uxuCCVnh6uVy+PoemvfAeAwAaNDBxhGimKmqqJrB9oCGygybZUCh0Zq2UdcqtUcgCS60imb558/d/+5c/fvfgCGLk2HUfP3/6t9//S24qDaD6oet9GBStlXw+XVM67/fHx2F9/8vTMIxIWEoGUBfwh9/dfvfdw9tv3hrK0/Onr18/zMt1GI9d70Pw5/O11WaCYL2nwHE39MexuweL87Vep1IyanNgESE6cip1vk7SyvPj6f3Pv3rH9/fvjscbIogxElEpCZFU4cOHr6rSxUEVnAuw4WeB2NHT05dUrkS6Pwze4+Pjp3l5GvubPjwsy/T8fHr/y+fpuqxrrhUPh4eHh7dv3z2crl9PVyylfPr0qeu6Lg7rqo9fn//lX/51t483t93tfdfFjrDmtRBQ8BGZ0zJH5988fDuG/Xxdf/3l85/+8GGdl74L99+9efvw9nhz8/T8tFyv5+nyuoRS+8f/9o8u+sPtses6R2437ruuB4Taagix6/thN/zww/ei9cOHX0su03z9+vWrqjLr9XrNKb998+53v3v77u03ztnl8qWpfPj0sb5iS6YqbVkWVWXy291MtqoCPsSh3w/9/nqZf/+//vTzL7+8nE4A+N13b8ZdL1Kfn5+vl3ma8uvpOEFOmcn1fRi6buiHvu+1Sc55nmepte+629tb0C1XLcEHBMhp3e6AVK2kRM4ddvtayvlyXlM+HG/6cWTvmDkEJ426LvQxEFDw3lSzgjYgpK4L3rEZcU+EyM6F4MlZrW1NU9cHjIGZa9VpWl+eJwPu+3GDDdZWcl53u566YNVyriWV5FcA8BRCRzF23kUyLtOJTBmEwKM5ENQG2lRNQME7Cj5c5ywmXcff/fCgrT59fSxFHOMQ6eef/8fY0b73f/s3f9dq63t/f3fcjcMw7N5//PD08rIsy7xOAI+E3c3dna7T/PgoCimndVnnaem1tz3sx/3d/e3N7c0wRgPNNZ9OL9M0bbJ7RodGl/PL9Xy+nKeciygydz/9+OM4DjfHfV4n07KmZV1nIpEWCAFA1jS3lrWVVnNaF0Mwla4bgndEMI7Dmqp7ubRWLte0JhtGCrFn1pfT05paLrC7OYiUy6V+/LDOkyDS998cAYiAduNA0KYJ1vN6S+PNwdd0suYPx+N3725bns+n69u7267bdRz/+Pt/P71cz09LWuq8pFLl3dtvuWMRGYZewVIu83KtuTSRvIAKIKBWXissV3MMoMHjUI2Nsuvsmx/uiay1CfX8/JhOp/lwgO+/u/vm3UMpZTpPeVmcDSG6PrgY3DzlPE0+uNs3t2/e3Hz6PDH1+8MYowsddp0Mt5euY2IxbE1zk2wmzh18iAazalXNYhUJuoBNrOtd7H3Ky+aOblLQnKMwjB4BUp5bc9vaxDFLFRHt+955ICcAUmvONTv0bATNlmU2MERorZaWVduG5y9SkIwQyYDqtnpRJqZXZiYo/aaec+SIGFFk2/wYYgghBOf+LFWvrUpteRUg88jkEQG0NXKOibx3Is1UDcA5YnZilkoxFSYIIYhqrbKWggjM6B0zkAmYbTh+ds41qSpKzoUQmNm19v8vtRBVtbayoUg3S/sGmXEbaBFJVXNRM5Vgf95ZbQ50kVZrIyJkcIQbeFQBARmQ4DeOv5o2VRE1s9qA8FX6p2KmJiLOVeecNXGeRd3rom9Le24vG1WRlF+1hLi9U3nviDZOjKjJOi/bV81MTZi4lLrNHqpMRM7h61PSTTVqQMjEtr0hV0EE5zAy/5YvBSTaRJGtas41LbmJltqIq2lrWkuriOTAEKGmVUQdB7XthhRKqUtaa60GCgSh8yTQpDWtDjw5RiAGRNsqggAAplKL5NwAwDtgQgCo1VoDU1BTQA0q62olgw/Sgf2mgYDgXQhhGHwpfZMyTddlWWuBVqq2GgIGx9E7U2ibQrFaawqAAdVMUcVMIkPsaLvKZiYK22DuPCACOwiBYueZOedX9WIIQA2EaLfrthgwAEguWpVoo+mA9xy838yAKq8Moa6Lwblai2cmwlorIjA1Lc+9D/HIrJQGMYAYeXv5eaaNFlRr7gIwhRC74KOanE8nNQ3R39zcirTa8v/H1HvtyLIk6Xqm3D1EipJLbNXd0w0eAiQIvv8DkJcHIECQc6ane8+WS1RVVqqIcGFmvIjaM7yvVSsjKzLD3f/fvq+pDoPEGFqLbs3dVsMHIgj3XeqFOS/lerFWWt+1m11ATKkLRNUsM11v90nC6NY1U0cPQcCTK9daQggAcD7besuV0phCCBJjRxha82maN+OWRY6nU611/dQ8Pz+VstzcDkPHzG+9WZEwbrcpRSLOOb++vpq2uztGJ63QahPRYQAiisliZ6FL2/12XoIDjGmHLofDYYUtnU4nAGtNL5d5u93c3vWq4XrFXGYHv7njvk+1AjMCeG3lrRzk/TIbouz33fPzvCy228QVQSwcp0nzAq69iNSqxG913loBgMHXy6/uE4DGvke2aVmQnQhCmMfNMIz9n7rd8/OhlLLfb87n6/VatM13j/dD303XKS+lNSOQ60VF4sePD3OZLsskM78l7zj3Yw8k4ysEAREwg9TBZiO73Z4IaivzfJmCmXvXK4eCCKm3/Vb2o6RkpS2tTqq5Wa2mqrDtQ+rDZW6x864AAtzeDWPYzKkrl2Nu1x9/Pg39rT9wnieLQpIYEYFIUj9u8nLKZSlL6wfoU9qO234c371//9d/+Zu6fn76dP5/DnPLy3m+1PPudtuNiXndTCrFuMwXaxzjaGAkMvb9+q1zczt2gbfb+PC4U7Oq0fFyWc71cjZrQBGAzJQ5pIQE1QhAy3S6XKYjaRPfkTgLlJzXg7082fn10o9td7Pf3273t93QhVLzdS5fv1z4wWCApjbnqubcdVYboAcSRG6KZhpDT5QQpFFQacr1MlvmhuTICAjNVc1WoD0RqbbT+SwCBAAVtrGLY2SPdW5wNgd4g2oBiqQY+xTj1GYtNpdZLq8UPKQ7DM4AHEC9zHmqS4uSPI2BpdXm5oLArVgI3fff/TkEHIZuu93c3z0w4zRNiC6CKaVWl+nqw9CpUkyx6/uuf4wBzVupSyyMXvJ80jINXfjmA3Ea798/QEghDdZwmubr8Xp5nevpunEJN/dJiYDN1cGQQAKqm1trrYbARNBaBUZEQrLdbgi77cc0Zufn0/WXT5+ZnAiGvusixYAx0Ol8KmUexk6algVri9bC5ZRfXg7n83XJ1czdp+laiBhJHADR//Tnjx8eH2PPNzcDcfv3f/7fX55+rnra7Tl2LXW03+5KrqfT9XJeyhKsdVEoBakVL+d8PH0pWlJKP3z/Q67zslyX5Xq9Xs7ng2stuYxjT4TDONzd3blbzstvv/12uZzcve/HEOJut7u9vW1NzQDQn1+elmVaylxbyXmZ5tdppmGMwxheXmfyrwGe5jzP80QE4H46nk/Hf9T6z81m9+HDu3Efux7+8pe/SsDrdfrv//3/0kbn06LNT6+XZT69vprBgs4phMIWSYa4DTB445Z1f3/zePvx8ebj4/79Mi8ppu12e39///D4cL5cfvnt17//+9+Pl3Oel2nJTMhErTWR0KUOCc3BzBC55KKqy7T84x8/tpan+TpuhtYqs8Qofd/v93sAOBwOp9P5x3/+R5c4Jd+Mmz/98CcDP1/eiKa8DSvA7eXp+XJaLq9lt0nodDlPP/74k6kdj+fLZQLgfkhmNl2mWpd5Xmqt7ibC4G5qbhBTuNnv3SznvMyLtmZNSykIsNvt/vbXv/ZdN03Xp69fSinLPEeiZZlDkHHoc15qrdfzCYVgbZW5MWIKSWvTWhFQW1um5UI0dNHd8jKnQORBUO7ubvNSvnx+nubsAEuZU0eIzQFKqdud3N3fpTQsU3m+OR+PF3ciArVm1hDNvLk5oaeAIoQGtVZwJEYFD07MUbPbAtBoOWco1KXIQAHZwLoYgbRqZbQYaTOGLhBI0G2XeRlSur+7eXd3//037/vYji+/HJ6PP//Hf1xOTw7Sd933337Xp/HnX3+1ZYk07obHbx6/Pz19epp+ORxe1dQRz6d2Oh3P5zpdKkDYbe8JkoHmPP/80++fPz+dLzMhDH03DqM2a9UAyAymay516VL805++f//+4Xw+LDki2e3dbrsduxRLzcOmC5Fysa5Ld3c3RVtr1WxlH6Je6uvry5Rr7GAch3HTD4Nomx0qsW02j+fz/PXpFcARJUUOsjw+7O7vbgjter1OlzP6+3GI3//p/V//9u3H9w/v7m//x7/+j388vQzDCIC65Mvh8OPf/2073tTq3GzbdTEMc2iPN5JSf3t7f7lcXw6HTRoAIWEIBpdyMZrv7m+ihChpO+4u58vz8zMAdGmT0v70/HmqGcUAr4ZlrmcJNgzcjxSkolyn0hC939uwBYBrEI6ddF0MA2zux5ubzcPD9uYmbe7fCePQxxAIuQE14mvFhlj7XsBynad5zmLNEdnXXmUTWeuEFtkkOJIiNrWiuk5/mVoJLNpKrnUFONTaAot5c2i5xTel+B86gc4SM7pb04YEiNi8ADUkbzaburkBOBEGIQ4sxIHXUA0BvNYqzG+A/jefGyutljt0s2We1xk8Fqm15lJrsxAZWZgZ3AlwLUW7q9bSal5XiiVngGLuTdsKRWnrsJ06I9CqjiACQELa9bs1/Hf31K/6U1q9vYhosCYHbd13qbupgloppuqIIKKcBIiXKTtASGFN0kozU2NhIbpOeQ3IkASQHQQ5siCaOUpVa6qtViRGxnU1sDZU16ZlKRUdmCl1/frwF+mAsGhD8JBCTIFFHNxAWYiEydc4YsV9Nl2VWgjuqlrN1st5M1U4mARGAlP7o2m5XpoY8rqLtrUqSYzoTO5uBp6rRkQiipFEyMGbttq0tlZVreqSW22VqQFUIKhNc7UY3oqjVXUVyzWtpZZcqpkSEyGvOSoRu2mzBqa1reJEEhFFNXNrLTBKJ03b+lQy8waO/ket06AVF4K4wb7vmMnM85KVjKwgdtpqzaW2xljHHmjgVqw1J3BCZTKSVYIV3NANAYk5IKA5mHpMkDoSkVZb0+YOuZRaa9VGRBIkxhBiYOYecU1TmXlAdPeURJjcPZfCXSCnNy0GcdcnRqI1yWy2/kNhDswhbhAc3BAxCCNBq3V91sW7sWjVNQl3cAd545iss7NCRKs8EBFvxpBLNrMkTpHMu9KqCARx6aJpas1bbUwcJMSYXL21RkZjN1CiIGHJeZmX6XQdhiGlFDCSS8DUbdK8zK21xJFJkMjtrf7dhW1rrWmznoJEkeSA4OaGY9+HQMQ49Jv1ex7Ax36fc2SBcQgpir/dgBwimxZz3wwUuKu1oF+jCAk18aFLtfF0vXadDCP0o6QYS0USFgzovN/ervil6YbNrNR6uUybradYRXgzjEum19fXTnToELrobmYW5G0+VkRsw0gSA6GneTa3RdhCsBiBGfsumBqjmFKQ3g2IOEpgFgBsrS05l5xLqUEcXPphj4gr7wrQJcC4oWFzgwhD309zfzpdDi+n/S1tx7jZgukIgGj4+noCwJs76a0fCuUlEgsCltK6rjP1EFVbFaFhGGNgXo0rQu6xlDDNk7v2fQRwFu66u56DILrNPRuguMP5qsuiDjBulST7dBzGNg7Dzf4uYkeNO+5br1g98YSi1U3Rl1In9VKrkABIqSvpl0IX9hSSdLf7h5pr07aUOaQwbvoPH999fvl0nvOyFL6Skw1jclD1oqZFrRWYctZiwgIASAhgpU1W1eqxlZeua8OIu9u+6IKOpahBJdaURKtp85Ib+6rj65aqpU1NUWE2LM1snSiXCGZuCuB8s78bej4cvrycTufjYgbn62LOMXbDZqdqrdo4JiYqBqqFG/aeECVQSnELMzauVaS/lX7bbTd99SW34tqGbqB1sMGgNW0GkSUIOupc5jkb1l6RMCJHxIyt+TS1L5+fK153pWuUm6urN6ulLUu5gkEzrLVc5ymXbM2YGAlTin0YhEUcKJdWiiJwSklEcq4rx4oIQ5Tg3vUxL4tqIVbEYtDvd8P93X4cU4wEbiUX0KUss1vbbYaPH++3N+92dx+m6kWpOp+WqS4Ww3C8HFqet9A99CMzG/obforRanGob4PoaEQM5IAGoNvtMKTO4uaU27WUENBUS1nO56N1gmNKsTOvzLDfb+dcirDxRjicp/Pr4TRNDQC6PsQQAKCUuSkAYYysVkKA/b6X6Nf5+PXl5Xo9AJV+QKRmXt0tpa5L3pYlL7aI6Z614Tzn55fn3z/9VrUMu74f+try6XS+Xs+Xy+l6vXSRCbnvekBfxbillNPp9OXLl9PpFQA2m9379+/7vr+9vTmdzpfrNE3TdL3kvFTN63H2NF2XRdX6brhtTesytcnUVGsb+hhC0GbX6XS91NPxUsry/pvb7354/Pbbj7Xlw8vLr7/+XrO7CVPIeSk5L0sdNhQo9WmoGVLoH27e32w1T63NFiSSMxi+e3wEBSJW1ShxO262252afvr06Xg61VK1NUlRiAiJmVOMEkKudVlyLbWU2rTVUuuptFbM9c1KrDAMaRzHYRjO5/PhcCyl1NxS4pt9N27G1HcpBHdU81I1ADALEwknRiVQQmnV8nyZp0yE7jiOuz/CekAw+uMlxegiAR1qaaZKhMJU9K33JEycIjOB+zgO+92u77sVTXG5XLsQNrstAgCBqlpb1VuotYF7CjGIoEPLueYM6l2MzIgAJZf5Oru1ZZ6HobMErWDTtuQy51xqdXcH7PshdQlJmlUWijGEwDT07tyaTdOS8wxgfR+ZEwfM57w0DZGZSGtrpcWQ+tDXYnPJi+lyLVoNDKs2geosIhRTx6GThEXnXJTAyZEMvFkU2o+jd3E3Dh8eH//83bf3t/dD8uXy/PXTrz//+G9fv14kDoHk4zc/6M6Oh1MKw+Ptu3d37wcZj42mq55P2RFCjLVgbVbrXNsTStd12znXpvXl9emnnz7//vvT+ZL7Dt+9u9tub7bbba0tnC8iV4cZ5lJbnedpnZjlwKP0MQYRliAcMKaACCFI16V+6KlkYqxNp7ly1ZSCmrLQZuiGIcZISBC7ICFIoJTSUhoLl9KY4tANd3d+d/vw/TcfT+fTy/PTfDmZFxIeN+ndu7t3N3c9dWR+ej68fP46aTmtfQAAIABJREFUjBvLuRO5vB6stBj6290QwjAM2+PrFYBi6Ih8guxtrgsSAZmOHUBgwfD48HC7v9ltdtvN7vBy+OXn+Pz0hFJLnZotDoqA1+maNRed370fbx66ccOtXZBqSEuXJAZkAndgshCt740oEIf9dhxHTl3td8KMQUDEAE1dS5tLW7wVgc6gKkzVF4QAtLxhIMlodYKhsSCyOrh5bW2ppWKXAMid0KHVUpbiDq2qNvUQHath9lrXk7m1n+kAom6A7ubgjISESI3Q1zAM0JAcYJWqYyAUYoZ1v0fripyImdkdVJuqEcKa/rl7Vau1mQOxIYm9LYZlpXQ40H8GbwC4MjPX8Tk3q6uX7S3jWg0GCA4E7iv5zAFXcojQqipmZlWTIKslbw0ZVtZlbSuQkxBh9Rmskc5/TYshIbEBrjFjiEHbWhGs7mgGtVkIgTgAotrqdScgXoPPZlqrlarEzk6qtrrUCWF9K9ScEIUpdhEAwZ2A3V2t0SpCWEuhvr7zKEQCxLxSQLVpc9D1cgAN0UXeiKbmZg7owLyiZWDFrag2IgQUZF5THn/z5zmSE7AZrtqIpsYOxGCgpTUmNgBH9Dd4uOZShJuIiYS1aGlgBtZMwWzNdF2htWauQIiMFHCtXLqDuoO5O6gBkb9tUteda7MgxELrZpiQ1C0ykcNbWRUBESVSTNJ10R1qbRWsabZW3dS0mRVrxggpQIyoAbUhAQECgTEjs6wWAaaVaLpqAwkcQ+SYhIjysiylmFkJUkpVrbTmxat1gtlkHWYERNSoYMYiMQgATASBgxC7ORIJS9d3YO7mROT2NhQKbkTYd0m1mrYQJKXIBPMyt1rUALu+QVT01en3JhQnWrd8qyqj5EVEiLkPtCxUa0V6o60yKhMIQQxkGKtzaVlQBAMb55zLoq16CDFIFJTctC1+vWT2FADJAzgbEgaxhUp2rN73FhKQsIODQ+pCbahKDs4sCFBqa2YI1KXEbMRACVsjM0fEGFLOXkoeEnad/CeIExByrq21IEEYW6HpOgl2QQKBB5amqBVSgC7C0CEjtwQhBlBEB+ZuZfZuBnD32tp1gwgoQVMXmKXLkOdjYI3iXZdKKa15DOGPrD4AMCIBGm44ikzzHAPHoCG0wN4EWnMhcEVVQKQgYeiHt4+Y2bLwvGBeQCQwRYO43u3CVFoBhK6nGGMIElMqWYbBAabtjrYjqcYgnXBw9dRZKTV2Gph6T6VQCAkB5zl3XSKkzQZKLiyy3W5TjIBYSyFGBFCLuYi7vhlWmbe7rZhbzSUbkhE7M8VBlmxq0I9mXiTk/V76bny8v2+L6+I4RtiimERO4z5QrNagLHUpvo6xEAczMAAgQKFAlELXj727N2vH8zEUyXUCdFqRtQa1lpJRIq4bPTV1AAXPOXsjcFBTQEdyIsvTJc+lZuwHbBZDN66jwm6+1Iq4AMRcNee6LEWAAXjYJHKtTFaAgiLbqghdv1eYmEmYArrUoqfj9fW4XKeGCFMuDmFDKYRE7HnJgWMUYcPcHNVYMYTUh3HT722yTPnSpnEbx0039Ok4L61Vg7pJY+C41IqGprDWM5BYOspVmxVU4rTpxgDVc86lQp4Nn6eKS8UUNkzREfjtWddmAgbDZtWgkQBDiCnGGGIIvB73GMC8lKevL4fXr3d3266PSJbzVa0w03Y7rgX9w0sB15j0eFr6U7R2//HD3bfffBiGdDy+5mmyMmtrwrLf7v/X/+1///DNX6TfnWd7Oc1fXk4vX85R4PHx/vjry/Xl6Wv9evfDEFKoi4E2YAhJ5jo7tBijanbAfkhVawMDr8O4qywv8/np+Xh4vZg103Y8vvy//5o3nTw83Hz77Qdm2u23xerL8dinbrz/eLmcL5eTe2vNYww3t5vb21sAPxxeDCxEHoZuycen5xLSfTnOVaem1xghRm5aWyvn87nNEGTo+23im5enixsTRlU/n88vx6dPX347Xw5ZSz/27jZPyxocu7Xd5i4ILtOZCFptX758OR6P5/Pper2sjwB3DyGM47jdb19eDy+Hp69fv47jgODaStd1MQZEUmuAtN1sb2U/XerXZS6lEfDtfk+UmjKibwYWCV2fCCEGub29zXmepwUcrudJuLu73bWazT1IiEKEvcDGlbfjzXff/ilQt1zK4euxzvbTzz/+/d/+8bc//2272S7L9PT0dDqdYozvPrzru65LcQX6RuH19owS3mZWABGw5PLy8jLPs4NJEAlEyOZvXqhlqfu9hBDM7Pfffjsez6U0AgwCKeHd3d3+5maz2XTjIBwYubbWSllZDuPQ3WyllrbMy3S9hpB22+3Dw+O7D++XJf/62+/u3nVxu+0Oh1fmS86ZKSBQDOZ+aa2ez2cEiDH2/UgAa3LYak0xXi+X6+X06fPnn376qRT99sP7h4eHEOTl9eU/fvppnqd+7Pfb3eH1AIDj2G+6obb29PycpyUQ77d7CWxgrdXL5drqUmv55puPSPL6evnp51+vl7w+rFkgJX54uN1se0C9zCcJdL2ev375ShS7tCWCXObD4fX+/ub+4X6/3zbNn395Ony+dl0EgDxnVejG4d3Dh19//vT8fJgu2dVXlACuZ85ugWi332z345RPx/MM2kxBq11K2aYl7oZtt92O6XY3Pt7tv3l82A4jAlzmcj48/fLjj1++5tSN2Nrt9kaQb/e7od9+9/0P33345tPvv3/9/PVyrQ4BAM2YKHVd5CCfvh6n8vN1WnY325zn55evx+PxdKq5wDDIw8O7//Y//y8fPny4Xudff/3teDzN05xzbrUejq+fvnxSa10KfT9M81JbHWq32Y4OWKp2/SjxYg7b7R4QrnP+9398ZoZ378K7xw/Sh8Zlmq9PL0/Xy/SnPz/u7+6GzfDrr7+9Hi9N4XrJfd+PN+Nf/nL3zYdvv/347eHl+XCzuZxfNpvgUK/LcSnheKSldbe72+v5+uvTry9Pz3d3d3/54bvLNBNZjPCXv3xze3s3jpsff/zldDxdry+///bl9fV8vZbXIzBD1/H9/T72DEP/1799+POffvjm4wcCvJzPv/2y+T//j5dPX3+7HCD1cr/pui5Nda65pEQfvtt996e727t0unxRnyTYbtMjFfe5H0ZCAPAUI4swsxCYXaudCKCZ5eJiK3/QquXS5tqKcwUwtUYCscPUQWumWs2VgJFwNXwDNDNQq6UseVnc27qSM1CtK89S0YlZJEZHUG8kBOYE4I6+RkerUdsBAUmQmcRlXRUhAlEj0v8fEQTWx7CIIAKTCId1v6TqzbRVa2YpRZGYczYAJHaHWtW9EUmMEiJ0XWfupba3mTA1EdJm5raCr1rTFfX0hn0mYAFhWvkxuZi5I7iJr/Y2AFgRoKtpAID+S69n1potSwUA5jcbwdueSvA/87d1hd2luB6YptiZmEhDXFRba8YsIcQQQmu1NnVob3vRtdX5Fj+CtdXoACIkEtYuj//nlSAAUQyBAEupa33QkQwMAZk5SHhrXhAFWgcaURUA37ZgAE4MxBIxtNZWGgmAEfm6A3f31sr6P4oIUUIKq/z9TZlAhgQIwuT+xsK0WiszWlNEHfqRg0SUphYAV8fpegESAwePZoi8LAXWDZ4B/SFdXwkDIQZiKqXYagttQLziUtbIzlfBvDWz1UbFjg4EIAToEBNbwGkq6kAEXUchpjXUMnMg6KOQNkMVrEBqZE6AAILQsXMgIe5ip6qtNnBgDimkoR9j6kIIAISwvmIKMTFLyflKMsFUShk69u5t2nPVeKz3/gpc/YOLU02ViNaWY3IgxJWRQ39sE62pm8cYaSUPAahWMyWAYqam4hQBApPEoIyqDcAhdPCWvRoAMq8rVwYgUy+1laawclRrI/OIyEQOruZiHogDErs3E7YkwNCgZp/qMs+55goOlgQTkIBngiJQg2VuTIjoiJatXZfzeZqXhSXf3obtLsQYV0QTM0YkCLwOV7aylKWUUgBItjtOCZBaa6rN3SVwYHcBa0aguFpemAjAXAmM0NwKAhIogaEbuhE4gQeCPgYhYgACW8cvI4O7olsMtEo1CEEkAIShw5KrmQeBEIhRNmMiMALdb4bTWcFajKmUAgCBSE1dKxIFcoyELiGQCCA2AwcyhSpM6tbKNaUuhrCe/BNi6gQdhHm/3YgMSMHdj6eTmu33G7Nk1gBBAsREsaMQxSDOOQ4jrh7W7bZLqWvVgMr5fCnlHGMXA8eIXWIi7nuIUYTlZi+16ton32w2zLws0/r2IqWmwcFjFDNFhJRiRIfm81LmeTEvXS9hEDVa6Ui5tHFDqRvHfrsZo3bo2aFBz2kI+03vQ6ylHK7Lc2nNjIZ+u9/fDMMoJABXNTNza+A+xesZAd3h+fDU2nKdL4fTq6IScccdomlr1/MZqazfNiJoigWhWasVS2vNGkrYjulpes75LCTtqkv1y/wcEq8w6uXclny5XBbE2KrN8wIKKaT9dnezHS2H+WTXUz6/ZmJQX4+HoIvd0I1R0uH5qDxfl3w5W1HoB8hVr15R2gArjisRhsix6yMVX9xaK5tuuOlv9tu7NukZr/VaYNsLQnhjd2mzBuqEQApWzZq5Qa0WhFPfuSmY1UW3+57SKN6mafIr5Ax2Bg8m/byRLoowRyIHNLNGtNKcqR8idRygSzz0MjBJLVWbCoKYQsn1dLqUvIQIyAqgErAf4vfffxw2XSnL3/76LymFlOjHH/9xOr68vDz//e9///3TrwjW930XPeB8Oc95aar0y8+/Px+WueDNw8dhf//dN99++e3pZTrMU56mxcw3u41BW3Kd8yUGFIaGJQzeEKZTXTHWtVYUYPLqbVkuk9NpKtfr1bT2XZznth7LuVGrdb5e+7ELQcZxBGHQkDB2w9gNj/tbuVyWmOK79/e73VZVX17G1lou83W6Hs9TaQtSrrp0vdzeb0KA2uac8zBuujAESFrRnUQ6gGlZ8uvr6+O7O7P6dPiElPsRPLdpelZ3ApmnklL3+Pj47t395XT55+8/1woA1xgP223sunB7e9d1nbuXkudlORxeu36Ypus0X18Oz2q577tuSKq11oyIQYKpP3197YfOKgnF/bZ3WHlZpZXm6u8/vv/w4cP94/3L4ffL5fz3v//bZrOppaGjqSkYAL5/9wFJW7uezk/TdKjLwix91Ov5+vTlt+txKrO2xa6XebPZ9EM3jH2M4cuXz09PX1XbL7/+fJkuT09PyzxrbeaQUmLAWurpcNJiu5ub6TwdD+fDy3W/HzebIfXxfDrO9aqqZSnujuaX07nmzEyX8+TqKQYwIDJwm+c5xhhjanadyzJN0+VyXZ284DD0w93+1s1fnl+m62RqXd9/8+032/3u69PznOdaq1oSWTulb4uwPwaEcMUVdCkxi7sv09R3/e3NTRAGwMPh5XQ6Hg6vqvDXv/7Lv/z5h+8+fjy+HsJ03m43u912s93c3O5TivOSHVCIq1UtFZrFodtuNl2X5jwdXpcu9fy2ZIIU4/3DzeFwCrHfDNt5XnLJ4IZM425ze7tFtvP59Pr62vUdU3JztTaO/e3t/vHxHtDOl9Pnz4fL4cLsKwYQAbuUEOh8upaiKXTdzWjNtuPmdn9zOhyWedIyyTB2kcc+hjCa5Xm5zlNF5yhJZ8Q+bnY3j/v9dogRJVKfuEeH2cqQhsf7B9PjZnvzzcf3AMXV+uh3N6GVw9//9evXr19+//Tp9fpipsMwDtsOg4cY+qHfPWzvH27/9OfvhrG7TqebwyYEIWKR8PC4+/jxw4cPH9yxfSrSw4bSh28fdtubX3/77Zdffjr+fmDm6zIdL0dV22x6DOAzSJLQxct8vS6zIVyXKZcyL/nufri9u3n3eA8Az+fD1+NT1zvHtr2h0EHWeTnMn78cz+fciuXFzK6Az0zRvV3Or0ue+k6+/eHx/fubaT5++frrb19++j1j0u7+4e7u3TYM374cXh4f9z98//4yT9M05TxDaIfp+OXUvp6er9dlnnWB+eOfh3fv3y/LfDxer9Py8L4tWC6m2f6juFXK1oqnsnt//v6/WfeAtfn+pktDLzECpWrN0d59GO4febPFbh8BnEQZ1akAlRTJ3dxMksqKuXB0c62aa2VmYakO5ESOhmhIhlQVERmRY9eTSLNcWm6tmpuBkCEQNgVqhAglZzNDgFYbARGQmyEgC6saEkoQYnJixEBEaLgOibGauxOvTS1862Y4upPDapYm/EP3BI5u6ADWFMwBiBAauEj4A8QPtXlTAwNmJwY1X/H34F61QWmE6xWHZVFHdCBVdWCWhPjGHiNiRCJ05tXDTuAgTCIMCLhK7SC7vyWM/qZl12Vpb3YHIvxDZPe2XUQI/F9JIgCYgpqtujkzNUN0i4REoqqqZY10REIIb56GrhMzz7m01gAREPwPBcQfzQMXYXcz81KgtVaKAbgICkMIzExBRFZIPIB5NTBEBMSmVa2tMoWmcL1eA2JiXvfV5uZvMd6b2YIImWXlepaS3ddCZkVgAGDGVXtXSsXWsIZ18OzNHKgG6IRA9NYT/cN3v76R1kolAjdE99Uk/+aWEFmT2HWD/JbIA4CTA6hpYF5/TGJARHcDciRkMQksIkRISmwAABVrtlqaWXMzR18DZFn1wqreBJ2dmfouiggSNW3oxmhJiJiMLDEKIDsmWovB1HcpMAcOQze4u6+/mUPgGCSKBCJ+Y7MAAqDVWufaahXDXiIbcJBVbMi83kjub1RSZGJiIsTWqraKiEEEEDqSNeXGP5gwRNysNm/kyI6MyMTmqF7NVBwJOAChmoODGjkSCYIDsiM5uIK5vZ3KNFRwdQdoig0IANWgmDgRcRBR0wZtXbkGDuDgSq7IFJHQyAU5YPDOmTlKDCEQche73XaHjl3fM/M8L6aGiDHGwPF8Oc/LbBVaBnKora6J8TB0XZe6IO7WxLrQLpdpmZfL63W35+1u2212OS+lZiKQ1HnfX0XImYwAQYCZWE1RojKbOSE7BmhIwN7AGwAiU+wTIBI5kzGDEwIDGxiiMTqYolaveU0ak4iW6m7kFog4xD51pZS2FHJiIEEOJG0NyZ2wNTdFciFkEXRbHU/uYAaOTqZCgIQIBq7oJgzr0UaM5M7Rogg7iBuaA6M6NiYndCMkRgB3raaErlFouxmiMMIaXVV3AbChjwD96VQRCxF3Xer7gEgiFiMLCyHVUgEgJYnRkMzdam0OJiGU6maKaCkJM7F4YhSI3bCh07IsBVGZgQEFuKkb+DjG3X6/He/6tCWIXjxfFwaLpBytYV2anxfM2c0BgRDFDZeSkXncDEHiMtWa7TxdutgFkdKKakHyYUws4gRFs1IFaoCqCqZGrDH1ITBCey1LVVuxxuPYbffD5RS0orkSuKlNU41GzrjZDMBYMpnTMoMw3d3eaGvokELquMM+doHOr/N8afk6LxOYQi1QFi1Lq9mNFg8VMaRE5JQ6pjCax9psmnPkEIO0qtkqmddFsVBHQ8+jeGxTHaV72N9c7i4UWEs+HepSr+oVGaw0UAnAEZMSOHArdYa2fnWIUItea/YCVX2dresSxA6GjruUAgU0VNU8FxJLEjywG5ScO+ljjD0PbbHL6TK1JV/KdJ0EHEViSn3fjTlf5pyJdbvr+qHf78ftdtzuR6Lt/e1NDLLM8/PTME/HPC9fv3z98sVLLg+Pt7sxRm7LnFt1B/7nP39R+HyZ6zc/XL79QT9+P5hZKVmXmroUiTbbkQStVUelKLHn0HNRcKK2uDsheM45IjuCmi0XvahfF2XmzWYADoiKZjEGCSIswtx1nYIvtRqCKbDnni0N3f2793nJSNj1fYoMyOPmXs1Op+Onz3NVWbFLpkbAQ7cxb0WbFpbNELhHxVpbLQs0naaFMOQ8X6+n5vP58ry/7btNSNp/+nytS2FOagUxpi7knE+n6/F1yRmQ6tC3/b4fhqHruv1uz8KlZAkREKd5Wh/A7u1yOTm01O3neaq1xpgkgLsfDhd37mQYuq7W2tS0YS1m6szc92kYU9+LH+rpeDgcP2+321rscr601gDaMs/bzSAi2nKe7Xycp8syjtvE+Rwvnz99Pr9evWHkruu725u7b7//NsV0PLzWVl6Pr0ueRSTXcrlcVNUdWnVhK7mBTe7g5iml6XLNc37Ds0kIEkRCCBEJVCsRDV2npV5yRkSRuBm6EIIZuBfw3FpVbSJSm5YlL/MCDkEkxa7VhoCmFkKIMcYQ1wF3QDyfT4fX18v1igQ9RhFJKdVa53lR0LcaU/PYy7gZxn5Utev1Mk1LlDgOw/39nZm9Hg7zfGWmGMN2M/RDh4ylVSS6ubkZhr4fhtTF1hrxVEpdR4VAnRCHvr+/vQuR7dBarabRHNxhyZmEWaQfpAfZbzd8Al7AzCRwiGEYewm4ToGnNNRi59O8joMPQ9f3nYMumc1UhDa3WwmhVs1QY+wAcJoWUxORJEmrbsbuZjdanYSqOW43qe9EGNQQ1yd/g0ASeSBP0IJX1kwVfant5evp8nJttUzXpTV/fHzX1Lu+H8YowQxqTEXi3PRyPp9yPjieZCjMfHMb7+63lysBQIgUd93943D7bhg3XZ89bnW7G4ehG8Z+HIeUYsPT4eX4fPm6+Av11N9sx30Iryq9pg12XZiXOp0miSK9hwENF6UEYSjliqGN+zgvE5P1gXe73c3NbrvtEHGh07G2YbOCU3ncE1LJS5WknaH3st1HIiaspnXJ1ewEaMNmN+yGzS1RR5fsc7uW3Bx7j/049v39jrf19jaO71CK8AXp2lislNqmK45HppJ6uNnAt9/Gv/zLLpf49OQvL+3hAWeDVDTuDp6kcas6QWhprz/8T3h7Sbna7iaxCDCGlJAQyLshpk5Dah4qsYUAqs2xOjXmpTW3Zs5uSGtCYADO1mpGihh5jYUMyBGQmSAAyduiUQQQqy3Nirr6OofmCCtojhARTZUAg4jZCr13X0GUxCs+kZkcfc1eAP5Y2iMgrSh/RnK3P4bADMwBV7cCEAK72wrzf2NaqOMb2WJl54o7qLo5mKMjg4MZtubu5ED2hu31tpYLAiJzqQDkjl5KQ0Th6K7mbd1trgRRQFyJLAAgLERUa0VARIoigEDIqmqIqxGiNW2t/rFMJ3An5rdJOUIIAn+0Nwmxmpo6MqwUXNOVZkIsuB7cuBmyrNoCU29VVQy8uUNt9Q3Vvz57TFVdbbUviCO5Kq5105XRgub4ByrLTFtVekt7wAGJ3GFVESC6qbj7PE8VwIRZZL2aP3awWmsDcCSMIfxRvmiqq47ZRNapaYY33XwFc1CttSEhE4jg+gddgTcA3tRFEAnXosHqunBt4MiE7gAOIhyEidaCiLs7MTARxTdjh6qqOTPL+pqZffWTIwmjMEiQECMhYgVsjohoDuLeKgKszeBAnERYyB0aqicBABbuuohIar6GukyIxOKgaIHYHEUQAzJSYEmxYyIh7nhlXKIQv9U4DUEdVFckBiEAwJxbyU3VWLgPkRxDiCEGJsL//JOpIsC6XGEmQqwlNxIACMJIGIFZAjGr6psRkQTJQA2bAQHQiiYid9RmaMhODAQKburmiLDOf7mTG4GD2zqKCaa+fvwQkYwCSAAhZCAERBaOQWprFaqQRnnLoZiDQiAiXxtjTBidkGOMa90aHFUFAEKIIUR3iLwqHDF1KUaOkU8n6hIlFsHQVK2ooXsk9pA4AaKyBVIt2LJfL5eamo8YORmZkyF6HzsiAAUt5upuhsbkjITCYm6qSiQIIBBraa0oGqAHQZEUVQ0d0ZgdHImcERq6oRmao5o3Na8YXFhwTTlbY0BhHmJXllKXUpaKhoxCzgys7mBrlAngzmvuzBKYiUjNlMBwjVCdEGIIa84bRdwVwRA0CAKwBG7V11azMCCiWzVTJAwhamumrRVwB0IY+84dzJq7mVZVMbOuC8xQ61LaDG7DsOk7QSSEFgLKal5zdfcYhag4OHNTrQAmgc21tWLmzH2M5KAiEpkB4jRzLmBu4A6IvpJ7gPo+RWEmQPRAqOy1ZUdjQhABCIphbtAaOAKCoLM2uF4XZIsx9H1a6xLX6wIA7sG9sXg3pG0cJUQDmMq01Gtpk9pijmZQmgZZdWWIhG64JpYxBXMVQWIotQLSeigGYAguTGMvMXAzIQSmdHOzK2VupYIDE7ARgfRj7PoQ4twqNAc3KLktc81L6wJSkBBgs9UGFcjY+1ZDKSVrdYEg0qpCdVLwhkLdEDq2UP4/ot68x60ky/K8i5m9hZtvUiiUEZlV1Y2umR7UV5kB5sN3TWOmujMjI2ORfCP5NjO7y/xhVDQhCAIkuEh3vke795zzO1Od8xpS3IXuu8cHCVZDLVaooZAB2SAip5AsBvAAmqes2ZRD7VpKtycTFd1EHVBDwKGjfqD90O37XUoB0LJmzVuNIrGm0BNibckNcwObrtPylvNFy1yWeQ0CttvtPn36tNv3//jlb9fpFRk/ffr0/fdPd/e7Zb3Wun3+/IkJ5vn65fffSt26lFIIecvrWtZVES/TGdCLKhBSjOH882XZrAK8XNbX8zxneX17vk5n2+THHz4dmDnnPhKJuaV+F4734/3j6eX8giTR+lKWnOdlmQETOgnoZdmu1TYIT5//knanqs4EKvW4H7vAh8Ph6enD4e6wlO08TVK11I3hjAjDMDw83Lnv1nV5fX2+znUYx48fvgshDjsocn18OoYYY+yazTKF3TRdthkkR82pOJqUdS3X83p+XZbZTqd7DvDl6y9iC3CJaTjdj6k/Tetly+uWl5ACB5jn69/+5/+4nldVIILjMX3+/un7z59S19Va7+8f7u7vx90oIqq1Skld2O/7+/vjb7//WuoyjnFeruB+2B8AYcvrPM3HPfXDbhj2//Ef//Pt/epASCGmbhjHbVt+/vmv//hFcl3W7Tqv123NpoDQ7fd3APz29oruKbFoNkUTmOfZFBlTjH2VWqVKtofvH7//+Pn7rsrxAAAgAElEQVT7j5//+Z/+ZZmW/zZd1m2elyvdmmfVzEIIRCpSr9cCVDACMxFgimmZZyb4+HQSkev5siycung8nBz07e0lxvDwcP/69rLlzQ0e7u/3uwMRm1kpc86XdV2Z6HQ8TtM8zVBLeXz8cDqdhn787ZdfL+/n8+v78XhEgP1hd71ep/n6888/Pb88v1/meS0PT8fj6fjh48d5mkT0/e1SbVPRWjVnOOzT6XTqUzfPcyllXct+tK5LP/zwwzgM83x9fn7+6aeffvrpp7fXFzC5Xt7neQ4hPDw9PDzcu/s8z0SUQmwRIDBgohTC6XD4/tOnXLfz5Swi0zQ5uLna5TKvMzGHFELogAAIuqHr+z71yUyu01W13N2d/u3f/u1ymX///TmXt1K2WqVKUauPT/efP3+HpHWV5H2K/fWyfP36SphUGz4ewUG1gOu2nl9fs1k5nbrD8aEfEjGp5nm+Ttd5mYopEIfEY9/t3PjtdV4u864Luz799vPv0/X8/v7Wd8OH7757+vBxXtequpXr8fFDVJXLupS1i3T/SOOB0il1y5i67vHp/uHx4esXeX1/n5dnDryBvm8O45E674NAmnCntPP3/PL+5f3565fffvsion3f352Oz/P0fPnp1+ffhMvHP4/7/W6aIL6uh8PxdDzs9sM8TXFfu6Nq0Lino++m1RF3XdfFGGutxZ5//OHHhx+ePs1VXc3EwVLPatZXGO92UgGc749Ptfr5fZ4vs6kEhpi4H+bN6st0JpbDk413ezBm6xErdTAMMT70yDLTbzh46pQfoO8CUarSvbz4tq3mSgCnIx0e5Z7T4fPu4yxdisKpQjKp4+4KSQAXs4IIf/nXUTXkIhSDqolpGkJMiUNQsKpLlSXrNRLEEDm0Ec4dajUoFYA2JkDkgBGRMAAE50RpCDkXN3dQQKRAkROHCEDuAEgKAlYMFBi4mRHdXA2A4ZZQAg4BMYpI4NCi8BwYibg2VcvNBVyx6XS3Dumbu++Px611zf0WEmv+vKaG3TyJZmYE7WlQI9GrmAOrobsjhOZ1N4cqjhTB0U0pBEKn1kxOCbk3dXWptc5z7rsUhs7UAQMSOhAyx0gkwkgxBCRgInDftgwOgYGpZdQ5Wza3P8JR2lq/9cbDjG22BQjfJhBTQ8cYI3p2La3dCBEJJDIF4hACAYo0WDiAm4lqtZoNPXddJKbGuflGziRCogAot+44AkACSjAMse9TKUVVzE2KOAAiSC29pBjYvnW7t6ydiJhJ4ICOUgTQiwubMBMzMfO3H4GYOxoyt3LFW3OcGTSUbmBOqWNWM1+W6uYuWkorIYQmL7egSwjADGAABK4uVWOKIUQRVVNEiiGoGjh2XQdo5iL11pLH7Dc561ZVLyo1MKcQkMnBTFWrwC2qRwSE7ackBmLIHJAwBIiKeMNy9jH0KaaUaq3knnbDrXqeqJWzczN7EBGRGKs7IxuZo6eYIrcuyWStq7XcGh5D6hnZ3ctWaq1mFltbawgAWHMtuQJADCGFhM5ETQ4Kt/ioAQExUqIUQ2hP1amVSkBs+bqAMXVIvMgCCu6OCaiFgkUVzMm4kVTFpIh78xUTGLQNIyAggQGAwC3WKgAKAODNp4xA7VwcQkopxmjJ/qCPVKlVStNM2rQPMbby5mbsZtJAIcWYUt8Am2BeK5g5k7TbQt+DOyNSjNT1/bgLh0Ni4EAMAGhEtqobegRjsMDMCKZQU+hTkNmXmm2bS6DN3cAICAhCIE5BpKq4qlVXAKOb6QBASYmIkPsAC2ybbIDMEAOmmGIp2cDQmAEBnIAcBMFADR3am6rxeHkIYGBiAgIDhBj6NJBfy1au52tMKVB0Q4KA4ODE0IBOjkZI2ARAQnIEIHCGQMHNAXC3O6gIE3UpmYtqkVIaLwpBXU2KVZUUgznVkmutMcX9YZfNaq2aS7tXpJhyKaaKgKYitbhD33epi1Xqy9vqJn0KXQoAIBUCOYK0I5a7dV27D7dHAXCCgCBuRWqFIQAyuAGEtoIxBVNoWzi1pqQjcd/3+3Wa16nuxhoo5aU8//7cp3B32u3Hx9gfYqkKZK7gSBDAgxS/XpeYAMC7LlbJW14v0woA0icAOXTj6f7w4cMH4ihq1/n6fnm+TDqvC2NQx3UuYCuHIkKIjazbDeNIRG9vL2IVAOY1A8TduP/w4SnLsuZ52xYDIOAUuDuNKQ7D0CFWs6pVxFrQJjkIoAFDTEAApiAi21q2tR4fjsOBhbahH8TydTm7JbBQoKioALaiTjAH8Y67se8Pabde1re3t9eXt9P9aX/af7x/gp4K18UmuNi1uIL2kHY8hDQGVIbshWdfc65q2UfYxbjb9VsGQTMXAGPG0Mf92B1243F3iD0bKlrYdLVcSyjHHXWpZwtaYZ23TcrXX97efr+evxY239YtEGCtNdcM6IfDDrluZaKAsePdYTxfn7fzNUYoeRWpYD4M43F/2O92//j5F9M3k1KymVhMsBsHJqqlAvvDh9Of//lfQj9iSL///rN5efpw9+HusTNYn19/++mXT//7v358+N5kXdaLsxTQNA6jOCxxWxcziLFjZiBgcCIoVV6veTgtEFI1nOdpnqb319eOcDofasnIsEm5LouYE0viOo69Obyfi0gVEYe6lavYxEEeHp52h/TDD99dLrOoxUB3p5OqL1OeL3VdTHL48uvEbCGKipvCbjf+6fPTuNunxKnfUxgoWEqQc9nq+vBwiim8v11NIUSPER4e7vbjLq8iVZlJpF4uFzW7XqZ1yU8fPj4+PZ5OR0Sqtf7jl59fXr+u24yk4zjc3e3vHw6muq357z9/uZyv4Pp4z1vQtbzM87ytmzs71lhUVV5eX6qqgT08UT9g34e85ZjCYX/clvw+zVJMJe/HXWDeZjHFcb/78fOPTx++O+yOgeLrcN6m/PB09/jh/u7p9HZ5/uUfv/7Pn/9HGuNf7v78/fef13U7Xy4vL69VhKikRIQ8HnZ3jydVXdf85bevotr1fRrGWiSleDqduiFWrfM8HfaH0+nw3afvWiJIqqSYQmjR5+Du67LePtddx7Eft54RpeT319c3fz3sj08Pj4T466+/busaAnOgXLavz1/EdHcY7h5Pdw+nx8eHYRje397XNTeTvYqrAhKY1Wm6XvR9mdfr9YooMSExrtsyz9fnr1+m6VrKtt+NpnqZr1OeY4j7/d4JHbHWOk3T9Xqd56XW+uOffvj08bu//PkvP/309xji5f385eXL+/Xc9725qomYbXMGhNTFf/qnH4+HO3BG5nVd3fV8eZ+XS9eHlPg6Xb98/bqupRQ1dybOWuZp2g390HU//PAZUafzahsTxXmtCpi3nLNsay2bEniXqA+UBXSePzwcPn48PD7cvb2/iSgSA4IZqMA4dKfj7nh3GPrYpxAZtcxZN9+yad3KUlHBt5f5pbIcPhy6IQ5j992f7rZ81fQWgt3fD0+Px5z7+7m7z1tKadilrpf+fjxNdp1Q3dy3Bf9xPyoGtDwvJlpDzZ2alLDQ4XJHFkIcxy4EIb+awGOsiNh3IXXwqOOfStiNuxgDEYAfui6No9xZBIiIMM2a81br1I5bKXWnu1xtha0Aupka2DiiAdaK2+bgFDgcd+DOeRmmq4NDF1NK0UHUVocroKROHCzGsYu9g6oVRx3vgqObG5J3REgougGFjvmYaKc9IbYq7QwXC8QsY0+AyuyJzMwCL0Ib9kYmYAYBAQ1chn0s4rLlLEUwBYiOLlqqbMWKq7NojKzqojgMQzStJasiU2COZq4iKtaMlOpSNd+apm/5oICtwNmsiDFYoOZAIubbtvfmGCMCAEZqFjsKMYQQW8zJTbQ4VAcQMAQEV2jNBK2TrkXWENu00GyOjYrSCgQCM7d+AqSmBN68aoAI5A0/ibHxTYipirbZp9aKjBwICdGMgqk5uCMDAogHL8AUDUhMt2IORgEQAzASOTIiNSi5t5a81mrnbm7wzU/YoIV0k74YU2B0MyEHZ+JGMowxUmvQAwCHKmqoCBCIlYKSthM5AkaKDIhmjBj7/lsPHJlZ5ZIim9w00MiMqbsxMwE43H4oImKqHDjciDreD13XxRy41iq1Coh/00zB1MQCIwAi3Dyh4OCmwMQhHI/jTeX5X9G/b0Z3RvRbSUNrX+CAEQkAzZyovXecmdrV50SO6G1IQ0wcHN1uxJcQQztIm6mhYYCQOKKjIzSzIqG5eQwMGNyCgga+MUvcTE2lZhFVvVF2tAoINuGxZiEmbjUMTux0k+kUGDGE1EXsQmpCmogiuua6ViHE0IYA5lthogGDAXkzVBIROZphq6IHxI77wCFgCBAEbr2thGTEgs27p3lr5cBIhmjo4mZKxH3P7s6BHQHQq1RRwR7bvNcegN6EPjMENxFVVXBQQgAEx1qrecnb1ioK22VIRM63SwUJ3dzcilRw4+bvbBNtQ/C7qynBbZnihgDEGEJkwkYyC+6IXvs09F0HiKYqzZWN3OYZdALn9iUb7x7cwB0diBxRVbe2NnB3cEciwFsHSktzOqIZU2AEJ9LEKVICANwdhr5vnYfM5OZVa60yLwsi9ak/7k4Gvi0FgU+nQzfGUteStRYJIVEyAsnFTUxQQuyw1bACurqjMYW+6xk4UyUgphgoCTYvZRv7EajlpxAcuhC7AJFiFkHEsR9VwBVqrabOXdiNuxS7vJV5Wg6HEPsOEAMTBiBmwgikqtKqSBhCoMSB0UxUwSklKEXMoE+dhdR2BA4IoLlkcyOCgEwYIzOCpzQY+DRN1dzNGXnsxxrqtuXGQ+YAUsTc9uM+xdTQL+igUrXWQEjMpgrmgXnsO1NTFcnZajazvFCMTMxACKbmplKgGTNu6ziVWqsThkRIKY2x1Gk6q5kDIHEMCSBua17nqsZ5lS4ObkARDey6zPJrORxGrZthF9g67BN3AYO0HCxAU6XXsmXJRUuRgsXccuqg1gEASilSlZzHNMKuJrbrutWyNtq6VC8ZAqVAQcXcXU2XbXWtHOl43AeimIZxPLKwutmylJqrFLV1GJGZ1lyQJHUoiFbFAYkjMlAAZsBAAcgdYmTCpAIhdCkF85YhRApUlqrVQoM2i2zbhjEhBkJMaSBMy1rzJrWYFDu/XdZt6w5p97hPx3S3P2XNFAkjPtH9nvZAEV1VOYvv0gEAt7rWoh5hHEfK5nPesAAoglG7v11XZh+OQ+pTH0agJFq2qejRQ5di3123ZV2yrLbM27rKtjobmEIgxHZoEK0caNwN/UjD0FWpv3/5ermcAaXvQ8kLOPRdBwAxdqfj/etwYZpVC4iHgcdD/+HxCR2+Pj+nzo53449/+b7bHa7L9tef/tEP/d3x+Onp8e2X36flfF2v4hqHrgs9Rr+u15fzFchVginUIiLW99wC8ATe993Ow+rWdUmkvrxdrpcrE318+sBgXaR5XqZlmrdtk5r6vusBY50XXfPS8hUtP7DlxVZTranjsT+ECMRuVfO2xdiBsykiRFdeZ61Suw4OJ3bzfhjuDvf3948ANM/z6bDfH4d+jFu9rvm6lOv93d3p7njY76ZpZYzH3YHueFvK+e1SixBx1w25lOt1enl+R4yI7AC1FiJYtnleZ3VJfeCw3+8GYg8hFvOc6zrnvFlKSSWYEd9aPzVvGlIMbGaay1RVKVKIfdcH97BEJOS+C/N1WpelZB3HjgACxbwWN+z71JIIMYVuSIfjbrfb3T+dhkOnWN/Ob6/XZ0V5+Hg39rvxOBatFIhjaFi6EJgojOPw+HCPQC8vb2+v5xgDAbRgaLfff3z6aCDX+aJVmZiI3TzG2KeuIJVcVCYR6/vezJmg6/oUQ85b4543C8S6rOfzNPxl7E9dl7qf//73nHPXdalLpZTrdI192u/7u/vT6e5u3I0AMM3zsi7tg1YUVCEEbLz4b13E9Ph4enp6OBz2ALau8/n8nnNmpof7u1rrnNd521qzBF6vxGSiW85mJlK3dQ0h3N/fd13/9cvXZdvez+d13RBx3O2m+Vqq5tLCOFAEUtcfDnsHvs5zqWVZcikrgIUFD8dxy6tIA+QGwrhtVaoC2Lat8zJt6xqYAeA8LVLh/TxNSy6blFxrVgQa9/3D3ZgY0Cqifvh+/+m7w/EwXJcvRQpjt9sNu13t+3w6noZ9bylfcvbY7Y7jEHdkonUrWfaH7iHtYwrIRAEPd/2464dduvs8rLmUGEPQ4xGHOwlZ5QigGII7LObL4TCke+6mUFWXdS1ScNxTJORZ87KCVaHA7L0kymHvIXrXiVkBNTY9Hiwwp1SYLXBIYYiRzdVEYopMlVD6wEQI6DHbtum2Zaba9V3fI+Ez6tzFmRnNzcC6BECQTMImxNwniuGKRv3Ox5MQYgoaApS6reuc6wpgzA7ordKwarWS1WrYjY4gUh0dmYjYSzFkCimRujshpcBqWmtVNwDjBO6GbMAKzSLoFpiQ3FWrbWImYEbV0RRyFUPIAaK3OLJUcQFzKmYQVEwEU0oAQqRmIBoAyVRrMRXte1bXLW9bLtY8W95Yl81TCaYqYpEAIrk7UyAgbGfHG8iBwMHI2tRn7O3oTAQqKlocrSl6AOCg7vKHpxERyBvXrznJCG6JNKfGcMHbLyZiaP43FLw5zdwAkSlEwMgckaK3FgEOgBkQkUFMgAIjlq2Imhka0rapqvTdgAxVsSqCeBRIXXIXE0GAdhw3YAI0IGpyFFIIEREDBzdrfdWMgdgoYGRyRSE0c0YMTCHEGCMjOUszZ6GV5psLGPzmN0Ns2EpEAmo93zGENkoRsRP1qQM1RiylRKIuxD51N2SxaTv7ArgwmhIHjhQJSFUTB0ZKxBScAUL70TBB01bcYoitMcKhHcgQ3NGVkIehA/2jAfGmM7V5rxE4m8+w/aEl8b6hRKjNXUQcAg9D5614IFYHZ+auS63Bz91CCBwCIahI1XojoKqz3/Cs7b3hdHMOAkUCI6bGRhaptWa1tltHCkzgKoKIDu6q6M5AkQIhBYqRI1OQWM2FuaXkAsR2iUHOuZQstahp33UxJETnW+ASGdAQgZwJuVVxQHAnNzdwAAwY2AkUwan9U2qXCJIqqqqqVL0tVAypmLmIiBAHpnBThkzVNOfaTNN4a9MgUW2jkZoiNiFZreFVwFu5pFSpWhsSlpkbk1BdWrNEC+0amIGaW0PNqjuCObSCN/Rv2vpNW4YmjDIREzIhB2Z39ACRYwyJiLNnl1yrIAJ4g9AQADGH9h4DACKPfNsKgZupqJq7NdYoEbuz2W0ouO1G0KnhmKxxQh3AuxQSMCCoibl6q4gVqaW0UOo4jGveRGRbt9PxEGM0k3VbzXUIfQiNuVrFqqm7x2/4VlM1dKJI/6tO0wAc3Lz9rmrNJAwtAOigqoECh8AUMBcA6NKw60GrlVKbD7ZLfeToBnnLQy+enAI1UZqIAyKgEVAbdr8ZCZnc3YshhAA5i6oF9ra2cHdiZCZkUKli5sgBYwxMCF3q3G1r6x51rZJSh4EKijXbhLmqAULX9d+0caxSaylVSowxBKq5CkvouAupeNHqWmvLfNe8MXXM7ZaDYGiq4G1BBIRMQISsYuKaUuj7varN86ySHSClkGLnwGUqiIBu6zrldWMKzExM6vI2LRUEzYszc0DsAieCAOAIbC6ispa1ajU0IBAXqKqy8mLdNewv+7ypiocQHTxRwG5YVyGIY+dOLmJSpTnUt62sWw7MzbnMTF3swTHFoe/2FLDUwhQQxdxKyUizqiD5MMYQGAGKiltb3rgDqDVcV+M2kzuVItpKRZFEi4AgI6ETOhC4aVUFMHKHgBEjcgQPueZlrctacpZcapVqaHGIoafUpwCcKDDzgF3vUYU6pw6xJ9POzX3LqxTTrm3ThAkAFMAIHB1qFnMVFSROod8NuxgmYXcHtuAVEBAU0RCd0dsnxg0NFgD8cNjtduP7+5dcttTTp09/Gsbwdn77b//+3x8f0sePRwDr+44Q3XGarmWT3XA0I1W+nOs4xn7cf/7h7sc//ViLXNdJ3GIHTuXhwyGt6ecv/3h8Oh53B4f6t7//x/M/fu0SPb+9xICP90fkVBT++tMvwBBk7Je7bSvmYin8UXF7PB73H4bvuYu7u398ef3rX/+q1f6P//pf/+//6/+UvL69vvz8899zqVKXaVqOISULZvTrLy/mcjiMD4/HhiRaZ8mlbOsWQ+j7a6nmRtum03VjSuNwPB7uYxhztvP5t5TS4TA+Pu7XZbs73f/LP/3LMm/n82Vdp8+fv/v86fP90+l8fXl++yJvdjo+7o/jn3+EX3/9zc3vDk9g9PLl/fx2IQrH4/HTp+9++vvP61KuV/n4EUT0/e38+++/mgsxnu53D48HhwJuVcr58pY3Webtcl4A4HjYdWkPFmMYP3/cXy/T5bxu23IahmHsh30cD5oGP9534xjVbZ5zSuTqIkW1OAgxBkJTuc6binFMzPSPX36+TtfvPn46Xy6Ruo8fPt7dn9z1l68/L/MSOvqX//JPNcvlcv35t78///6yLBmcqkpbNhqAuYP76e4EQOfLZRzHbctvr28UwziOf/r8+cvX389iUkrVuuXterkS4263G8xenl+mqdYK33//eDyGu9Nhv9+HlK7Xy9v7WdWGvh/Hcdv0fF6/fPkiNQ/dcL1eS8nMNAw9IK45swkSpCH2Y0KEeV5fX9/meSYmlXZEhnHkcdcfDofT6bQu68vz8+fvv/v86fvvP30iolpKSgnQu5QOu72Znefp6/m91nqer1+ev7xfjmPXpxD3+72prsvaNvEAMM/z++UiZncP9xhw3ubLfJnXOi8+jKAG2wLTvB0OOaWBiMx93TZTQbRb+KPhidTytmybXM61S+l06pdl+etf//r+/nx3d3x9nv6///f383up1QHcDUCBHB+edv/8T3/6z//8Q90urmvg+v33Hw+73tRCMsgCFL/78DGEfSn49OHT6uffLn/78kv99N3h459/+M//+p8i+/nt63Tx+4e7v/zlz8NuV7Vepuv75Z2CjHdd/wGCRht2XfRa5y/Xr6a5BvVei8G8rstWPn/6E0UOmAkARg8CuMsYKEbRVGtZF6v7YRcYcVAAN9uKLcCALIzSp0RE4JMh8zD04051sVIFK6dO3VVqBxEB3Zx7HkcfvLVjL+DTZZ5VM5DeGlzcrvlKDCEABAhdDH3ZtmcpBgpdSoEZkIpp9eosgYEYODZ66uZ8LboIFghuQYmJg1Wt1R0cIZA5ZlsxkKmJOliKMY19WJelLXopEJA4VmgrVDeEgIAOMG9bO/Vd51XNi9SqCiDVa621lSwjgRps2bZc3ACRtg0QAkDvbqV4zoLgKu7WDHhFRHIGdyACMSBSZmXJLU0nAh4QEFU9BkMEvi09KHBgIjczIgRgJHEFN5ESAptVMyG+MSkADKCdOuybaROYCREIA37zPYqIqoI5ArpZwwA2InwbL80abvF2xuaQAJgockgNwRZioJBEpUpdti3GGAKXaqWqGQCF82W5XtfD/tCNCQMIEDqJYx/6Wret5GCo7MEoBDJAMzD3wBA49P3YXryU1v0DMSQKTgEYsTYxQ1oLOjC18neK9K3qQMypIVsY2DH4bWqyWxMAIjaBH91VhFIXQ9z1fRfC0HXTNIUQ+pRS37UZr9Ttm/pmgm5MMQaG4AamorWaCIARQhcDxNB1Mcagqlteay1dDI0pD0SM3noUwAxMA1GLR7bHbUD/w9DZ+gg9fxv8vPkDEW8GS7txyanrelVT1XadppT6vmtEzpbUuj0IndzAXKxIIWp6EppI+6IuSiESJmaIMcTIZirEDOCqzRCYUqo1iwiF6ICBqAvcpRRTB4Ahpq7rU+otVsmlhQtiCAAeQ0uQujSeZxXoukCsWg0U/SbuOHP7ZhICEzAyQjBzBTMDAmw2TmBsfx9DSl2PiNu2NVotIHAIHNnBcy0555xzk8QbFqwZmOd1ERFx7boupZQoiYnU2qZg8AbNsTaUGFhwAYe1LEUyETEFBKxWqlQR4Rs9CEwEEQwNQlu3oIFVdzQMFLAhgPj2HG7aoN+UG3U1BGqyVGgsHAAAUc2llFLakf1Wr0jEHESKiTZpkUMAAJM29op/8wWamqHGLv3h3UYEIkopxltjinkREQGApqsyo1Y1axFW4gAxkaq4WogpKGmR5vfr+nDbUDioaiSOidVIs5urWQU0c2vauBsiQJ+GtoKoRdUExNWqmkCRGPtmQiBEAFLTRpxlToEdAALHvvNaZZqmdtV0Xbj1baqWkmOMfRj/MEQSEiEjgYqC3XzCzEwApVRwICIENLNlW1NKHKiUresCM8bEVaxKVqddGmMgpBvXqNkuzGyeZjowBQZvSGVvAwkhNch58wjknLdtEynjOIYQ1nUNFBPHLvYC0tTZwMEIa60NKRWYMSVREzPC5sTwGFIIKYROtk1EUkq7ccdE0zS1byYhdikB8EZlf3dUhZeX8zTPRHR3OqZhBIBy1U2Kim9mADFQJAhgjOAp9kqrgVQtgBhiSD04WKlS66bXTSTXImVT9LDb7VOHIRoSglKANO52ijKv2wwTIpn5Ms/n8zXykPouLxuAh5TIQ0q7lEY07+vWp56DE4nWbZ4uYsYBnsJdGMeQsGRtEWkHFbUtA2QDNTCgQKVIg5T2BaGnXLYCCyXou8DOW1HTsm1bKUQO2BMGVgAGNKfrvJ3P87aWLnGCGCjWrc5nzRq2ZS6WQ2XDYh6rAnAXMfQ0YghicvZnKVaytCYCMzErdPtMhbLpttm2ld2441M49ne+E+wPIQYVK3MpRcCpT7uQUrma9I77kidBwABg5oLow9CJRSKtUj4/PJ3uxyoz+MaBRWufEgI0sJhk//L7swrE2DNxyb7M23m67M4vZu5k3S4ZlZ9//atH8BDSAPePuz7E8/P7vF7V67g7OXouddmKoy/FnAZx1Qq+bADMHKFhAQiUUN0RYBi6Oeecc0rpw/cff/jTD4hs5rvKVHMAACAASURBVNu2vb29T9MSOP3445/P0/T2upBJP9yNYzfuOq26Leu8bIEp7Yeuj6p6vV63Lff9vkt9/3inAmY2z+e+3x0O43ffPdUqCD5d5/3+QIS//PJzKbIuedu2y2Xi355f3y5LXgx07J++/n757bevHKzvu3EcOPhvv/x+eZ+GoWdKDw+Pnz59KlWmOX/5cv769XlZlmEcclkdhCOl/nPqR2qGDcCKsG5LziWleHr6SNjlVWPYqfjb68v5fHGHx4eH4+nACaVu/YGH0ZkllyxqqhICVJNluZrVGLHv0ulu38UxrwpOnFLYdfM8F8n/+O3nQMGivV1equa85i9fXxp2JYX4+vK2LpuJqzsFkmJ/rD+k6HydX74+g0EVG/r+/nRnRx+Gsaqa6t/+9rfL9fz2/nq9zofDbr8fD8f93d0dEF6v1+myEJQUEBpClPX19Q2ZOIRpWhyw783dEOXhfqhlfX7OhBxTGMcu9d0wDrtaY8fLOi/L9PXZt20l4zzJ29tSq/c9U2QEBdBWqNJSCqpyuZ4/f/+du0/TlPO2zAsiqOr5fHl7eV3XdallBX14eOwIt22b5qVsOYZwHPchpaenR1H97bffatXrdTIzNc05r9f15f0FEPbHgVOtVboeH/fRfDuf3wCuLy9vz18vb69rN9jh2O0Pu67vVWqD9bVjVgwQI7bbbkrsDtuWSxVkaj4Dd4iJA8U+pk+fn+4fdsRiuHGsw4DmU64bI//w41MI+2F4TPH+3//9p//nv//9999fZZhgV/70v8GPP8SP/ymGh4lJxz7TnXbDnPtfs6IzwRG6rhapr/V9+vJbYGCyaraWy7K+dykoavas7sLKvW0+l03fL5MDIHNMsfhW1zovV3dRF0AXNiIoWmsRUQOAlIjQwF210o3fgZvKtK6N8+cG2aSdTwX0G8tQiTEG5iZtS82S3YwMRC0mDilCLWYuCmqAVRDd3Bso0EBba0CMkQNz1G3b1NwqhBBUvcpiKjFyCFxyLuKmMB5CCNQ6eVvAqmZDxMgByVS3UqTUjAhM5A39ASDVECBSDLFvcg25BwczL7VWNTEr6ujG4A4OCO6ATqogDl3qYmImNG2Levab5U+6FEMI7trW5jc+CgIy0Ddf5a0Ym4gDckBkcNVbZQJxq2OAG3uwHRYdAFpTm5sDsFkF1FbA7eBVxY3Av5EJvyXZAMmaW1LRAbSiloboNzADMnd0pxs5hRgQiJSCqQJzCiE5BATym88uIHGMXHVZtzLPK4caU9qK5CwiBqjLKutmBlsohVrWr+dcIVbdtjrPK6L3KQxD6iEYuXibZwnpxsf39hJbyJBa6zqAO4EzggG4mpUqDiDGTGhAhORISK3HxdQiscWOiaSKqoUQKBGEGwdfShERdEAzcABTcAuBuhT7LhEhuKmJqxJzcwUjeBVz1yrq1cEMQ4jMzLG5xGstSm1zV9GdkdAN3AkhhcBM7pBzVjUpktftG5H/9qqZsSFb/sDqtHg5fktXmhlzO7aTYTN/kmqbTDzF9kgpRHOjm05rYIDg6Nje5I010qQxZAIEIqbAjEhO4NT0X0WXWsGdMPSpbwAYZmLEijWE4I5mzqAxpMBR1UHRqhsqGCKym4PjH5xMRAwc+34MIRJBSpGZam0KF3Jg+8N627YdTR9xaKUhbkCEYjfnK1KrhaD22r5VPSAyAqOiqUnWbdOtWMkFqBISMsdmkC66lVpl1kGH3vosuZZq5s6ACLfL3Vs3Bri5grhZkSxWCdjR3Q3UqlZRYWBwaBJ1DAEJKSETI6KamqoDBLBbyx4HBARAZgrADemsYqKKrqHBbQO7e64ZBdvCyG+IJWLmGGOr/gwYCEFE2u7GTKVWFbFvBY/oAIGaU6ndo2JKAKDma16yZCJ290B4iyy6OICam1czNYdGKx3GoOJEYejHYdct2zpN0/nyVut6ujuNux4RqhQiR1cKFszERGS5iZFw6xqp6qwYKDqKQTUzdzRTc1H1aMhu7g5G1O526gBSVUsp3oypAEQUUzSzUkoIsdGJAaCUDRCcPITIxO7q1BMyUsyWRTQwt4pTJDQ3MWGOqU/qNs8rAITAGtmAGB3RY2IgNqsA0lYAqqXRo0IIZgZm67IAUS1lGEYiXre1Tx0HJkR1d1cmBlNGOOzGcTwiUt3UBaWYBmcMMcSCTASAIVBwg5xL807XKvOyEgduiVkvobaaHALweZ1Vo7mO47huc5nLNFXEeRi6+7tdSr07dZHPl8uy5mm5bnUNrQaTDdo3vvVmiiubuROFolrqalCZI0CgdkBD4MhIZibrMvXp0HeH3bAP0ZCqI4zDAaCUvBbb8palAiMQYYxx27bLpfZJyV2rPp9fI3eBkxvtxoNaNfMWuO27RFGKSKm6bjORDsPY9QzcscVhHHa7ut9LNi1iIr5twgukPazrNmwYOxerAjUCDn1MGE0zoyOaA1Sr4joENkQMcXe3u7yt+D5vuaoqEqWhKlZyYCVAi8QEVObNFpk28W4nKWlAZQXFFPqcy7bU6/VKwiHgMPRcJEspSzExDnQYurvd6TSe+jgaDzGFw/Hwfr6UbZbifdd1aezDeE4L4uIuTJGIAgCIVHNNXfowPhELsZSSOcjT02Gem4pjzNxWLM0KUqt1aTgdeXvSWqTrjSO1gxcED4Gc9Dq9vb4PcRiJ1aCIwlYmChBTQEZHqKLXeQXGUgHDgCYOaObNBNRkD3JiZgM0s9YpGEL44YcfPn38/ng8vb68rtPl/f1SqxBS18XdeLjMqyqDprG771OUUgDRPaW0HwaPiVIKOeecl2la3Al7SF2bBEBqMYuB4XjYiQixxWjMtG3r6/TsjlJ12+Tl5W1ZqznmsnVDvP9wMgiACiCtr2mazs/PX6bzSj6MQwwcuq57enqa5u3t9TJNcyll3TZARXIW2LZ1KBwjoCmg90N30P1hx13cdel0vZTn359dO83L2d+maQ4cTsfT3f2dk1zXipBFZF1VobbgdgjojrUYkYeAMRIzhMA0RPDgzIaOBFXytpUudQTL2/tbF7ta5HK51iKuQEjzZWKKx/1pXcq6leu0iVjDNN2iOu7TdULi3TiO4wiIACSqBna9XJCwkb5a6j2G8Pj4GGPsu/78dkZHVXXTWjQEq7VodkCc54pE7iYizOFwGLZ1LaW4+fF4TF1iRtW2pEhF1qJ1ul5EKgiWSUVqe4YxMN6qt277zlLKuq3rupZS5mUuOS/rbGqEuG3bdL1uy0qEFkLouzR0rca4ihBA33WxS82hk3OertM8L9u2OmKpdZ7nOS/zsgz7oe8jRZxn73o6nmKt2+t7rcUvl3ma1y1LN4R+6E+nkzW3YHPoidXqfd+llIhoGIbdrh/GqFZb3IEjmbs7DEPPxIGoHyKyb2VGln6gwyERVXUB4NT3p+Px7u67t9e65rxuJYTDeEjHH7rH+/jhKXb3Ww6/W/CQajeuQOvVr1WUIIXUVYAMZV2zTjXFuOs7t1rLXGxzT+4mUNpHE0Za6pKLbprNgZyNgcu2le06z8SABBxw04IGVWuu4g5EaOKMTggu1ipWVd2toJeh75jZDRDUVN2s8YjbPYGJJDpLC8OIiBMQUnAAs+AWmumo/S9tgQKg3A5wQEhMGIjYzbA175q7oymjI6IHZGwV1OpStIqNu3a4QvQGRgAzIUBgcAM1U6nUAls3fDsZsqgzIoYY4oCO7jdBydza5ETN8k9IjORoBu4YuGv9vDEOfRdihFpKs+OZNmAGp5TcpVZrUTliQjJmCKGNcYiA1lwozR/JEEgFm6WRmEOb1qpWBKRG9ARo2BJHbwEXBwVUJLyFAc0AECx8w2yCaUWn1toGDmi3iD84w//P1Js1uZVk15p7cj8DgBjIZE7K0pXUGq6src3arP//j+i2O0pVqpRUyspMkjEBOMeHPfSDg3lvGF8YRgsGAEeE773W+pZHAIaRB457eQABM5IM3QzYAYFZmCVAtIeZEpODqwcQqIV59O61V+rampeqtZqZll27Rr822IESiFCgEXdkKqVeS3dzW4Jl+K6CILLIYFoEoFm4mVngKFAb3laICGeknMbohxCurRkaE2XJgDZMlCKUJTVrRESJE0nDrtpFEiYIhhHJdtMR0tIIwPGDzqeUkwjhKKe/ne1bamFEuMAJ2L90AKA7uLEwIbmj22gsI23N3RHCeh8TSkq31CWEt9bN3LQPjWesunCgG2+YVBwv2pBnw28dx+N0uzuE3Vx4CGaGAUI0pj1mQcRwgCGIAWIEEiUCYtDWGflG6okAD2QMMw9HZgJGFA/DIHDQbhiOBInTrZud4DZbMbsDQgBj4iQsYQYO3t3Rb28h9aAAhnEnCUcEFE5JZFmmADfTCLkZbcd7esywtyoMAPBhVWYiQGIGRPThdRsuSAIPAwASEkwYPF4Sde3amtUezaAPIgsYcuh4fhzdyZtWcSGjZs3NAZCdxryHo699rGbAPMBNLXQAKMMtkCkg0IAGTPdmOyVEYSGg8TRbv/WVEMZ4NYakN9T+0XWBgB6BQ5uHcbDCTFXNI3rrZho4HMIGKMgICGp9fCV3G+ku8BsQi/mGilXVUawBakPgl0QACPYlWjUsxBSjIEVttK4EkhGbqzsYIksiEWFKkolSRgYAvVyu52tFieNxzTkjeoADKJISO4H2bpz4VgjJY2HRzGU4ERAd0GJ0RYabq4dEgIWBJQgm4rHg6r0PflIAjPKSlFJ8MRsTQZ5SuHdVrzsJreuwu3tIRqYv1Z0eQbegZoy/OhHmnFUNYLsVewojg4d3bSlxynOtPt6FX/4AE005jWeuttbdR5BYJO37PoD0EQ7hGCGEiCDMh8O6LEdw7LMCxAAC55wwY5WCECzEs3Rt5qO6HHrX6+WapznPmEh6Ne0uKaaMhF5bNWsQrtZ7j9bA3aapThMt88zkEbAsrJ4sWmnVeg2QPK8OvYcbaESKAG1mVnTYIDwi3MNEUhAGRFcFt5SQEFT9ct7y4ylLSpKmCVOeJK9IanZ+e35pVrsZ4TiYmPNkZvveXPV0mJjTrk1bfXu7Pj+dv1sf53llZtuLqTNnuRkx0byXGgFIlgQkCa3H9eEBL49wdkVXBAUwt4gANevao6m5BplaEEMSrsJTFnPp5mraTYm5qVJoSmtelmk95HyBUFUre52YmFHDccbEkligeXnbnl8uMdWYF1tyz2ZsU5pHZvVyPq9wYE7rOkvrUbxYAYeJ08PxdFpPiXLdWmub9C6Y6tZCYcpL4iyUhBOhQJCpRxAgDoyPqioz/d3f/U2e8Zdf//3HH//QdXv/1Z35MI9CzikcRvuq5Pnh/nGeDg/3/HD3Ydv2dKjvf+gEWPZNEpo5EknGrrsVM49fP/6UaULHx8dTUiivBYDU4/n5nNfZAEVmuM2KMMZxd69VnTnPCxGp+3a5KOT3797/7d/9nwhcS/39739/fXs103U9TPNSVS+XK5Pcn94f0sO6zqWe//zzL+8/nB7fvbt/WMwrQEfyV3++xtaau5/3bWPO93fvpnwQzr3X1hTJHx5Ph+O8HvjXj788Pz1tl4tIth7b1tw5yVkdr9t1WtI3pfzf/88/fvjmLnD79Pnnp88fnz49PT29nF9K3fD9uw/LvJ7P58eHR0IxtX/+pz+8vp1rrce7NU0MaLWW6wXmRdzbvEwPjw/ff/+70/q4zvc//vHPf/q3P/z+n358fHw/iWl7mme5O62n0+nDh6+BO7/2p9fX18sFGGSCKdM8ieQskqbMptqrIdj58mozLPnezPdSzq9n8NtPpde3l+tlv163xGmelnU9AHjTVku9Pz18+/X33337w3/5L//jpz+//PnPL+ucEFAtcpru7++//vr9x4+fifnx3buRUoiIeZ6RIMK//f7b1/PLvm9merleiZGJ7k6nnFKv9e50ul62X3/9dbvWZU7rkmvXt3O5boBoARYRy8LzPDPT1NUtiEC1larXbSOm9bBIYqdQs94rKLnjPFPv3poKsQinJO4+QikvL89vb6/uvm3bZwDTXmudp/l0PJ7P57fX1zD967/+6+XxQafkqmc1TqKuy2H99rvvHk53l7fzz6+vrt67jc2oA5ZStlKCYl7WsWuepowUKROLbKVcr3W7VndwgHmB42l+eLh/eHz49ePPapbSdL28Xq+tFfzmm4ecxN1zzl999f7D1++enj6+nTsADXcaOBwOx97b5XI+X1bhrh0/fLU+vjt89bjUetberbeXl7NHSvn+v/73P/z+9/9aSvmHv//hwz/2+f/A03GGKJfyc7n2w8rHQw4upbdeugFQZIqptVBHJ/IAi6619FI4IgkX68ABCOoOSEx0LcWdpmXqGq3bft4soJtWBQoQAQy4XMugy6uDMHLmfTfBWDO0DsyjdNjNLBxWWgFITRmxa2+tYVEiEMGcZwdsbXD8AVFUXSgDrWO8780JEmAgQs6cEjNhKZsIL/MMBuCAga7eWq89AI5CDES9tzzxYRbVtpfrXsu6zlPC8GatEwgxyc0fhVkwLFx7Gyx4hHmatFutnRiABTDjoOdhJprDfHSuIAURnU6HZq30iozEjMjDuBdO63ofRtYj52ldeZ691tpar7VpDxGecl7XuexbrQWAiThndK9EmJIM+RGBVR1wwGGTsBFUIh1N1sTk3Xrr2hQCBHGZJyLy8BjZKmEHBfMAM78pY0AANoCh9MWHjAgwboOB4RCqKkzMc4AhIAKHQ5iHhwM4gQ8vGwMw3oiBQAik2rdSRcAjzAwEkYklk0gpe9sLoZRi50vfCwxESdncACBBSm4BgdB6N221eavADKt5aY0JkxDgqIRHUzdVv/XF0bh1A9z4nEkkp2TZBh7FWh9FMjyPmzm6KqQJAU2NbkVqdKv/dh9W92lahiiNo0G+KwCoKSCu6xoR2roIxRcMRrirKoCbdnCXlAjYIXrvptq0MyHJje0OEODeakMEJOiq7kBEKY2uv1sIovcOEETMnEYw74tL81Z8LxijJM3MTU1EiDgCe1d3V1fE8eSAmWWReZrmeSaiiOhNtffh0PvNN0FEZtZqG5Nn732s5Jio1uZuKaXElGSKMGbyMFePUCagdHPLAoKT0ReELDjgzVUrPsxs7mFuatq7mf32eMNHTYUPS/B6WGstZsosYx4Zv03MbLSz3hRwtOFfRBKmnBMyswcJpwjywHGNB8SUU+bsYK23UvempfXWvTs4CBAgOKg6uAYGsVCmLFnVKBMI9toggokDHQFvUCOGm1UxIMIN/AbOdzWHAMlZKCEmuX23jgCAAnCzWA8fgQEjEckkEQEIQRBD1xoYXSAiFKFxGgHB3TzGCe+tD05sjD11QACTuYV6rVUQAby1Qrfhl0SGTiSIqKqt9dsCKRHzKMaCQEgiaRJECkAzQ+sQJikBgVk4ACOboUf10HBjTjfwVS9ElDPN8yNgvL69/PzzT/Ocj6fj4+MDoYL3AEVycG+9TJIZEyAwkiNYd4+GA6jD8MVgSuiu3YYpPUDdkYBSSszsMUYQNzM1m+Y8FM4xAbbeiGmes6p21a6tNZ7nDCBqLfhGBLgtywZ9OIJgNNrAqCzIecBQJWdZDzOg1aZbub5797Au07ahWEKjAGdi5hvoaAixv3782Gpd13WsWtx9IKZcdfRASBIRDqZ5mec8YwjcYa27mWrT43ogmvbrxd1E0t3dqdZSalUzMzX1UhpJnoCSTKVU7aoGTCQSAL7X2mrZt/PLi9YKyzoGW+2tFK8DHh2gkmNabjxXybCXUlpX70QrOdXSat8VHLOjYE4ZmUTm3nH3crm2cH28R8BQjfO5rXPXWbv043F9fDg+vjvIL5fztV3OW5CS0DynQQ2bphmjqLWI9u7xtB4mivz2dHl9Pv/Lv/x4/7gup+lwOLxdNuuKKGoKZMcTqVlrerm8gcGa+vv7h+PpZB8O5S2l6BP3WnprFxEXyUikbm27wOQA0LVadIYpp3Q8HJDpsu/aTVWBcNv26haZJef7x0e0KNc31VJKyes6lHZ2TiSHeU1ktZXX59eGm00zHA9xQDrCfJx33keveM55xrwuExduouBACMuU3z++X6alV/34y9Ob/aun7XBa05Tv7x8+fPN12Zt223odELfWOqqEhxCU5+ef9v3pd3/5/d3jNC9I+dHp/fOzXbfPhDBP8+mQe920K7m+vz9M03GepJTL+Xx9fnpB5q9Oh69OH5DoLNfLpiQDfcaZp95se7tqginZlJfeoXeve/WqTJ4c68t567VaoylJkHiodffewtbTQjhp5d3MmNMync/X61PZXy7TYTrdrb/7y/vPz3q5bL37mk/SsD3v94dpL/2np2d4qtMC7393d3cv853RcqVQ1V5K66gosqzHdT64xvm8/XJ9XRd99/geHdEhTGNAtDXN88P9XUp8RKBeu9veihY/q4VMiYAvr9uP//zT5XU/3S+lLofph3d/9Vd3y8fP6+fnp1fz9vz2858/6s+fpvNb/fTpJeX1m28e7u7vWKL37bK9befeijPzDz989/W7D199eGDy2vaffvnn//jl38/7x/XeDd9C+P7h9M3X7w7rwmQKn+acf/j+feL++Sm/na/X167TJI/3knJXvVyvtWIYITJyRk6OULR6o1nfffr02dznZZnoMB/o8QAvL89t79p0nua7u3f3P9yDIwD//PPT86e3upXMsKQknCBD2Wu0JkgT81bKn//9JyRe1/V0d9/d7u7vf/dXP3z17VefXn4968vPv/7U7LpjfNx+2uCl125ceDYsraihQ9vw/YfHKYf2N2aY5un+4fTw8DjNSwD/+uvHy9vFTPetDiuC2jRPCf1A3sga9MoyOYRDB8Lj6Xg6nnprvZZaq7vvdXt6e2JCTLg+rBVqqEf4ej9P88QZ/+offmf9W+/t/fv3y+EhcPmnf/of509PvVxbq3ha1gPJbHrZz/05STZAdadD7lVftw2RkHHIWROmeZoSkXm/vO6lqKolAmBghEh4OsndXb6/X1XvLpfLthUknxeYMtZ+Zl4OhyMLPj09ffr46Xq5XM4tO9cWFDnlab/urdberMSzH9P0jcDja7nPb/czUzq/1J//4+1ffuzrXL5/ffvT0y/1sH3993n9i+v8WOdpc99qbfu2i3gL3rpJZsBFcWpdwZAMauvuQ1ZMhF7ci1V3Z8ScMTMnoULQu1kNZkrCIlNUNbMefq0NkDhNFhooyKLWLPQWVaIAM6DQgGsjBKSgFvhlxwpsBmGtNUI0MwsVSQgBblmVmJhQkuAQKyYhnhItN5teWJ4SUURYJhYkjBBgDLCuzGygqurm3dXBbqhGZvJugFcToMBZ5rwiYU6cpuzWenUAw7EGHx62W534gGqjGjkACiIh8yw8k0i4u6F2Z6KcV3eDCERAx4mmebmXJEjoAZ3VB+OexMI7OUaFnhGFu0yBIkIMiJBF0FyQ1jwlTsRIFEuaRo3bl7iOE4d7B9OU5jCrWsyG48h6dzM3dCNHwGBqaElIJLkPvZHDwL17R/gC0siBARyYAAc93wCYAPkLlwUgOJGwsAzwFSDiFzSim9re9qokIt2oOqqaJMvZmaMBVMRL2QYtcsmHEWK86LwbNbVu0R0K+0bNzc3ACSzMzROhNqobJUZTbBVUwRgw4+k4JxhzKylCcwNVH+HbCGFOkqaczNAA3FxSYuHutah3RaQJIIIIeBoKAksq1fdt602XJSeZa/euqTu2BqER5LVWgOjueykIwExIEOREGNgRAtFcAcApYCJS1VaVmBGQMYETcWYWlN5qMW3qRs0DfM4Cbq30AB8Rqluehxx3xTDMjE4SiYhySjknFOqtDeGOiWx48RG/XM8lCBSs1mIWASCU3T0QEmRyJqI5z0JCxv06OJ0IwaEeGiyS05RSgkBzt+gio2sBU5pTjnBtX3hIagX6q1odcVFiXlY2de29d41gZoYb90darSnnacrm3rvutUbENM15SkjRrDavxKRRSlcA8GLu5ubTlCXxvtcx2bl762qh7l1V1XqEjRMuwgo3m2QYERYxQUpEiUEjyA1uOBsEckkpEYNG63btuqs3D0XyRIgWCDhNPAwFRMDMCAQD80RumYWZR5ej+7D2idzgayNfmZgieHzPI3rHeNusIKIP8A2gIDFgIGs3d5+BiRgRSUPVIIAzzZQTJgTUruYKoz2AMM3i0KsV7d0hHE1RKREiqEdOOSUJ8FKvY/1RI9TNTHNOgjLwPETUoyOSke/g6JBYlnmtrdtec56+6F0macSD+469oUHfEYGFp5wpwA2QmD3CwmzkVAlG/SYnyTkRTZyCAQy3c+v70/3DcV1WQAfQiAaWtBB5WuaZRhpWR8M3ZuYgbLVfLpd5mte8HPJqZrZhTodB8OtuTkBEy2EJdm8G4DzjQAYhWUA4OWUjM+tlWhEguTeAjsSAWu3KgsflwAWgm6q5IiiBUwJkTHNk83A1qpwwJ824c54nYdGpS0zYeaKDI6vb3vbjekwiFjqMBtO8lGVloGU+QodaqrcIDiFKPCOGWb+8vhHCMuclEWJF9uN96s9vakXSFLgH4DRTLYYIkqeu0E1fXi/M0pXCGQxmke/eP5zPr/t2jWgLujBkBJzmPs2vkP7859fLpU7zNC/vT6dTYkJ0997aPuVDN/2Ez4Aiac7TCbCp1aalI1XdAerTS9Wmp1M8PpyOy7ucsjleWi3NuFcLDl15zpgC0/b5fGlm79498OSYvFl92y4drnnB0rA2B+qIMpBLGOQKdW/WnaZIOUisFX96O//8y9uj3c/L94hbsUK9VPDwKOG3/QkAABa11/Nrebu8vLSnt3MtrhaEnJMnhmgdm08xHY/vK7zupnsDXCPQFc0oOkVBVQaFM2z/vqZl5mWDYmiblUs/72UPgxlm94UwU7JANYdSe+9yVtkdnYAQciIPQKXU80OW3bft/CoLGBtG27FcqF4ZiGGD/svT22uxKc+Jc/QP2/nlhfsasAAAIABJREFU009v613fPyBwQokACMOGV029JzdTBRcEBdBlkW+/+wqwt27zIn/xwzfrkf78078zxOmwvH93//L0UnsjiHWZ1mVGoutWtv319fyJRfLS357ntORuBsRpmnOekiQI7G3re9MamiIWLrXV2lvt2pQyzJS6VugKbpCEIAQD3NyMGAE5grTDcNdJPvxyfX65XvDl+eHD6Xj89vHdd0ZVoW9PZw4PSExTb7ht/e26Idd0XB4+3K1Hl9w6XAm9R997tQBJ0+G4rtNp31prWyvNOs55JcTwSCyDPbDtCEEpL4sTBELsRG2v1cyJaJkP67pITmXXl6drqdZaOazz/dcP7x6YYmLMb28vXevnl19bpf0K22bzdFzW02E97OVtu9rzUydqhMBC7x++p1iW6U7tXOv29PJz7W9ptsev5t5CGNIkec6Syb2crxe16f7uYU7zkg4XU9uga9Z51gbqYEpJZkzIzIfD3ZQW0wgI4TzFfX37VHsXOD6+e1zWJRDPr+W8Fw+bp7t5Pq3rw/V8vWyl7rWWDjE6tyAxpZwEESFen1/dNAkn4Wle5mlJwpe3S60ZGWTi08Ppu7/8Zre382aR9NPrL29bwsAlzyhm0MzdW+xXq0cDBHQ8Heb1eLq/f/jw4RvJcyl9XVstUPbrtu29NhqW+pzDJNS8YyhyZGbwBIA0zdPhsO6Irh0RY5gRt+vpdMzzhALBAALzNN8/3osIqB2Oa2bGcB6Rdpd2Lfv12nvx0Nb3y/Za9brVCyYwVA1yCkwM6q4+5QQAZs3VpixTSu64F+1Fv2xggRhzQiKZF0H0VveURJhUGxM+PpxOp7vXl4ubq9Z9i7L38+uVMISm47TY3tUQAq9b8dB54fkI831MjwaHvU37xoVwuZJdUK/or2+vr+3t7WlLwu/eHSp93HqVdjXGrmquYOgQ6p5CArEbmo+EYB8QuZERd3ANLdHNAxE0BnJPjLC5924JYpRwjbYeh+hmIiRp8g6AHMju6EEQjjw8Y0GEZtA6AAI7cIQHWUS4X0sbFAoR9rBhxEOI8HBVCmTi6YaqRREmmQiTWQ9AIkmjLRaMCAYQHYHCR6m0qmlvdVSWObh5EJAQE4MhqJmIkJAAh/tgBFc3N3UPRoKbmAMAiEGMgkQBqGY3YLUw8QSUUHAEn9xCcMDZBHwkdpyJc8qSUkCYOVN3DKcRuIqggDBXtUBXH0JhIiECIQpXCkhDnwIgIEnUO3Qz+hIPIgoLcw8KUVNt+htmRcdPAYygQMRgUHAmQOHoPnJcw1waToAIRoiENgqlJCLMxoMXZhK5XWR/W2kz0xfC97hZIRKPh6murl6MLoraNU+xAOeJDdEJi2nvCijia7fYmm8N9oatY9OwoA5UvXdFj0Ai93B372ARTU3Ew9w6eIBUT5sBWRYQCnOYEmUhdBgH2s0Uw3hg7QPCVDU7skNrVrup+tAxAElvYUVg4t61VzUFkUgZItCCB9fNLUytQ0dCAy+1E0ECZkDiwYQMCKcvsh4FMpO5gzlzIpZB0hm0UiRy9yFMeTiOcmQ38xg4B48YjIoI6M0YVYCFOTMiR2KZcuJEFVDN3GJYGQkpSU6SRRIGIpKheQsNg8A0btiEU5qGOU1QCBI4ttaIgogAEZwxIIwwhGlCYAA1oiTeeo0Yig24U+uFGYkJwAD6wGSaRwDN8wEAVYcsMgylQUTDr0XEKScya711rePTJOCuDt1RmcWiaa03ydEMAAKdhW/2XHfVrq7matZV+7AjIiOjh41+hnAHdxj5Q+bMnAkVAN3HNxoBgErZEzN3a013sxrQAZ3AEVGY5Uu1xyhhJ0YmvkFJEVEkpcRMOvS0AGEgiiFk+o1WGwAETO63dNyXEksgpIF2QUQ0CHMMJAtwEEmEX76KoYejOgsnSUN0GruR0ZvCiVW1Wt3rRoxA6GQgjIimHiKQRjW7exhE7K5V1d0tQCB6bwKJQQZ41szPtTDLhBQe11JaadPUv3iELeckQtb7LlFAtTdCzJIOFAyIDoBBDDg0R9PwQKAACQ9CSEzLtECIu5t57X3LHSklSUQ5pxmiAwAjM2RBRg5KybwjRh6vB8B+BUIU4iS51OYWLFOQG5i7hQEjSGLikY8O4hiF9oGGCEBAFEjhoTlPRFx2HV5KJgwwixY4IwVSmGl4HhYIDiCghBKuqMFOHExOWj0LMknCCRQVApEDcCyiHAxQCAPBwZ0i1nlhFJKplVa7Js4Wrt1b05wlPLbL9Xhcs0hiVjAgnKY5Z9Ru5qXWIEIIG9it3nXERvbSU0IEWpcjgLtZYjguWaDXck1kQihEgBRBzDPi2R16R8TDND8ukyA09yKCx8OsZrX02h1IEBIRSeJpFoVu0E1ta7sWXReiOEkIdY7ACab79a7uutfWO0vKyIDSt1LMNc88z4zkpezFK5LOy9TUrZup52nQcTAczaIWL7WtEwOFg9feS4tffn0JnqbDKU0HTufuxQAswHrM8yi9iV7DPLqphZtX1WtTM0V0wRHWVNXaoc+zzK5SjaJBT80pdVMFM3RFNwaH9lZ7mmOeCQDred/adi3X2lRgSmlN6cAsTt3MrHVDjS0uxZohDi4qIQKiM6nMnIzirV0KmUvDoAbdksNC6NHAn8/ntPXjevfuYQY7aGnn59cAS0t9O5/TjCgQDkYtxF2gg1uEANBX7z9s7S+/++67f/7Df71uLw/v1t/95ffffPvVuuTL2+thnr799rtetO09TH/L+Y8Pd9/Ol+v++vL6p3dfP+R1MgiZkGRaT3MrHQgC3KyPErDrtu2lWNfW1QMkz9MSJmzWlQAQJKFfwwGmnB2iaXeir7/7br176ED247++vr05w3zK7gDAOc/MUrZyPX9CWAgPf/rTv71dNl7nx/uHD++Px8NhXk1VX88bgvfW960TzDnPsqwYEltXdWJy96enJ2Ze1/X+dD/s6bVt9IVABggB3lpRbcxyOs339+vdw/3p4X5Z19bb58+fnp+fljmb9uPhcDreM3JO83V/uZzftLP1JDKv6x2CPH9++/XjT79+evv0qc8TTBPMC94dfz4el8d3x72+nc9nVX18fFzmu9d13zdvey3X+sufP85LmmfZL28QscyfT8cHJslp6jmQSLtd3s6U8Hg6TLOMcM6Hr74Oo6fPr1lSzmuGU0CUUpfWHh4ejqfjZdtUbduKRwyfzMePH58/v2jrQiIp5Tydo7TehCnn/O1331wul3/+w7+8f3f3/Q/f/6e/+ptvv/nufL788+9//3Z+frk8bf3yN/tf3391992339Z2/fyS93J9enoixMNymB8nAGi9j/vltrX/+NNPSIBEXx8POcsITrhrqftxXXrtl9drb62UQoindASA3lvrtfdmbkyUchbOtRUA2LbN1RAppWymw7AxTTML7wWTpNPp7sOH93d3p1br69Pn89tlnafjsjw/v5heCU6lNfNoatNMW9l+/4c/IOG6rI8Pjy+vZ9cAQHBg5MMyPT4+du3Pr0/aOwCklHr3EfZbj7OH11ZZaJrysixM9PZ6Ob9d7u7uWtXtvDPzX3z/w9/97d//+OO//ulf//TLz7+K5LLH9aJff308HtYl3RHi69vl7XJte19P/O0P6w8/PNy/55wruHuDTni9bNam++NX//C3+PN/vP7bj58ub3B/h3bX/vQfP56bfZ/wcDcTU045AAiZSFxhr2Ur+zRPHt6150k4iXCikQRzxy/Qdjc3tVH2ywSG4OatNTPTfuNDAAQR5ixmHSBMddgvWUZzMtCIypmruTuAABPllLv22ut23Qc7XpgH2XL0SiMNlmkYGgOICDHDrR0AVDsz5mlikZSIKHorOlQvAAAw02HBNbOUeWAJazNETx5TzgDgFsB4uwYOHiU4AQXyMMIRIhC31gdfkpAQ0ADcHYGYKecZQDyAWIC/1I0DIMDtEuZuXQckM4YqZ+Z2Szd4BAQQIAC4WemjYvxWWof4v7rN3c1d0YGZ3MlM3W0ktca3GhEjoRQ+Gp9hkPviN77cb5HDkarwETfzL35NQLh9tXBwNeIkIqPobyDjc045JyIa76/fit6GJW98chRcT9M8ojK11lK9tBj/V0qSp4kJRwt1uJu3VnYLsN562VrttZsHeqAp9FLVAhmZhAAcwFrU2pV6zkB0e5jebb/uWndhmAR1TXhY8joTSzgM+OWYDVtxFiNSVa1NWGTk+8bgPXA0BQIs0GHOs5l7mAd0ba2VlKbRy5REWjcbAerRWjbkZgwEESYRSZLC1D2A4QaSd0fALHmeZpI0XGgAHIFE7CIRAq5x4wEisTCxQBAqoineJms30K6deEop5UyAYc4kOYtw7uNDlQBFeIhyiNy7MkkWDAft5h7MjEQsPM/zeLGsGzAjsH/pkhsWOSJqrQEgEs3zIkiAEpEBb7V1hIBMIgIIRAEQ0zTlvI5jMMguY7b54uYEVR0K0m/HGACIMeUxeIOpde3uPtZn1rWW2lr7Ul8PCAMNdAAI1d56GySP30JWg8UyTialcYjGSQ0HMgOiYDJEiqBwGL1ngGDWibBbV+seTkQjUqeqU57mNJvZF2gl3kg2CMQj9HjrdWDEL0fLfyvDGPq3u9MNhnsrJ/xf6FNgiAGTxN7U1AbwlohFknsM764IuVk43MKVEEEMAQGGTCDkRArYLC61SxLJDMg+trgsigJATJiPEwRs12sz3eO23CLzy16otrHcEUmq9un8nPO8uF/dL+dLLSVnueXQEKYsImRmMLFRlL1AgBDXvCfi2x9mQWbh8ZsAAYahW9WmPJ9OE9JmFu6h7rVW1X53d3c8nkZ2a2TCwA0BWCSJeHQIZ4KUUk7ZzdwjwNWN/resnYONkB2oB9oYwgdudFg4wnz0kyL4DWEESEAEFAbgkDgTMACUUtwdAO23IzjKCQGBwFzVlegGEWitSgZg76oOwIGI4EgOQMIW3rVFROu9g5p7zlPO01b6tm3q8e7d+/P1upd9L9vDwx1RtNYAVhIhYvpCG1rypLW8nV9rLcIcDmmaiPD19UUVVNv4bZhT+vD1V09PH8+X89Pz8/G4Luta2w4UgAhBpbWteGmWZ19Wb63UVgJ8Pa7W0S1ylnnOvfd12a/7y16vaWZ1QsR5nrtTV+/WB0OBWFT9fL7sW52XdVmP337/bXPrnz/vZQuKlBgRxqq3lK2UnAgaAS+SU16Xdds7VHMHRBIREWmtqocabFuZBISo9Si7abePH58k52+mrw6HU7ft+Vw4wAxagbvjfDxM4fGqVwjMOa/3B6rzy7KV16Lq6AoBgOyeS6n7zq1xN9XuvcPlvI18sdq42CCPOgeLCBCR03zaPu6l1H1vrjDPcnd3dzweIfl1WGF7I4N+rtu1uQf/Brf98jG2ecM1DR4ERATznOA+dHevUEoxhpzmL5tWnKYpZySi3rtDkCCxwK19dmwhQBz86fnpj3/8o0X99eN/BDZknX5hSTAQWJfL9V//+G/bZTMLs/j06QniOQKvW7lct9obIgbweTN6u0y2g4BBC7RpllqrWmEhAnbH0qqaAxLnidOEKOaoHcxZkszrvKCcZqjeLvu5m085U+a9d5nyuw9fvfv6u1+eX861/fnTL0/Pb/Djv5+3S7deaiulWKdl4tP9u28+PBwOq0t+eJyF4+nT07w7UTH1IacwUxj37mXftcbL8/b8Wu9P8zTPx8OBmaecx7Wm7Pvn86ckKSVJkkx1u5bamodD6LVe5Upp4WMstcG2ba+vT8/Pz5/dnp9f5mlOxAjw+Ph4f/9h9fXXX162a7fudX+Zp8PhcPjH//x/ffP8+j//57/s25UYDsuS0no+b//tv/13h3PXc9MtHMNTzrmWZmbXSyt7ZyYhTMnmiY1ju5ZW7XrdTMPAu70e7w6n++PhbjVr+75fr9dy/THLMqX1mw/fEBzennw9HgbB6tPnz89vr9dtG0CqiCh7RTi7g6rOy/J4//jpl0/7dT8ep//8d/9wOhx768s0LZekePndD3/xzTffPbw71n657q+O+p/++ndb2Z7env7f/+9tvZuOD2vXYtpba9r7PE2jxjRR/uq9W8Ny3sU80CVJnifV/vL8FC90Op5kmrbrWZtdzq/n83NrFSByYiF07YOP2k3V9HK+EJN5uPsyz2lO03JQ7du2pSRENM3ZzFpvtfW7u7skebvurfVe6+Xt/Pr8jADrPLdWwjPAcSt1GGvW9ZAyjwaFcLy8XfdLmafj3f37P/7xT/tWJcXTp6du2np7/9W7eZZ920RGVY8AYJKc8xxhEb5ddiIcKmL08+WyX876cJqub9cf//Djrz9/fH26bmcgUoBYJlynec6ZKVrbyr632lOK4ymdjqt33c/NrBn2PFGb4vW51d3A4Di/J69tg1BghGmCnNOUoe0+ZwxGc0NEZLLAEYlsDcI6YFgAgZlGr5ozMhMTzpnHz6DWoxVnbgOIwjIuNoAAzOiGiqDqEA3CtOtwGwH42H7b4Asw5Mx5ntfMqoaIKcm6rmq6bddSSusWFnXrxIAY6sGMwtTVw4MQBRQCUkQEKLRC0bRmFAt5u7wJQ07sYYQxOBRD24iR/SI0vzmlWBhvsxSJSGLJOUHEAJEPUP085UjhZjcLSYRQH5e10VuE4RjEInmalnUlEnfyG3QTzBQBhTilFO4aisQQ0Wq5GVjH9S5uzBZwx5uPbGgyPtDh85JHFzYzjxulanc1NyUagFMfghrhrVtvwBIHRoV4jM7gdisGA6Tw24iuaOi91TYwAwOkyURM/Ft1+OAa3m78iMwoo9JqQEExEELNuvq4st6qAgCJeJ5vN61SqhkykLlpq/tlBAHZItA7uIZ5LRcAAnPXYk21hjoM/AL6SP+FoBJRBO9qZhBf8oAG4AYogB1oAWRQjQpasDKAMFnv2rqrC7MwA5BbHyS38b8HhIWbh6sTICK46yjQCvii5LnWNs6PeLiZIaMwMeQb7dCBRn+ZBpBjCMXo1HK3mFIiSR7hFkgWARgYGg42ZBkITEkmyYkxXM06hCXhodiEj0Z4cAgmzikxCREJsZAw3BrTe+3mljkxEFICRBBkkilPTBKBQCCciJhWNrPwwC9Q+Zxyxy4o7u6Bpj5mlpQEETmJudVaai0BjjjOJIogUY5gAB9tcDDOMMKXMW/HLzOPqpraWBPg/77JiBhZu7GnG58ZA+stZeqOCCJkpuPfEAEzxmhk6HttaGa9t967JGIRZiRGDiIizoyEqnqrokdk5lHcHTHokrdKrSEgm4W7qo26gtFED8wUIB4uwVOeEmeATnTzio6W+xvFdnSngAcSjEc2XtAvGxw3VdWuPUliyW4x6KEAA+5P470agQAII7aMnCTnnHOehjt9IEbMTHvXoLAAjO5gEQZDf0JUuFZ/29vztbAIJdaunJhZxvzOzDml2QABztt+ruXaSu9trpWFSyljMlezJCkiXnvLRKWhaC9aNXpSM9cIS4QJRJxGxtAjWuk5CabUOwZaEKFk9ACOLHle5nCw7sOVmiTleXKH/qatKREv61Ir+M2mYWOpioihuu+bmSFCytm1jz1CSilP+e7+fttLq93G08sy9loOSjd3rXoDbaX3qqZuikRtGLiQwqL1Xvdetw4mIhRKrShBz3kmpghorY0G+a6tWRNjcFDrEaha1LuDAYVFLxoRTjnSxJwYwNTNolsQkszrihFdtdc6pE4LPx5EWEjQQptaty6Jk0nbWylFBNM0IfM4VaUWc9dWIZQQXLW0NjYHD1Mmwtb2MVNPU/IIYiTmrq69Xq4bEYogibAwUJSi19KvW79sejwdpuWwXffa2vlyfff44DHM5LHvtbXWu8WoTIXxTve9tsumrQdROq7mCRFJzSEcCZEZEGrd97pvpRUNkEqcRBAAarPn521OeZ2m+7t7WXOxWkrDuPZWu8EKGBB73fd9897SROrWVPOyzHPWQ/QSZvrx48dfP//sWFDaNE/kCGja+5zTMq9E5J2t3FjTzPLw8Ngub173vltvEeCTamuttQyAKaUUCSu01gCBJI15T4hRMMB1lJcgpZTmeT4eD/Eg9dIZqNZ6vRJNYGGI6Oql7X3jWt00go1UtXVZp5RSmhInXo/z3d1pu157rd4HAcl9xM87eAPg3kq9XDanGNeS3r13sC7IgE6OPtwc6zJjN2ESAGi9XS7Xz5+frtcNqL+8QETPE0f02rRu16dPL/M0C4tIenl+2/fiDrVp6+oeecokYWQO3aKHw7UoCq6HWdWQ4nBcPGTb/n+m3rRHsuRKzzybmd3rSyy5VLJYZHeLElqcGWAEQYL+/z+YAYQRWgN1k11FVlWuER7ufu81s7Pog3km+1shULlEpPt1s3Pe93n66flcaw9VCgCkILYAc1RDRQAnynk+pMN2Z+xbX1AYhMJx63XTjkm+//3vv5yvn16ea7en07l5Z0YkSiJF0nG/e/14tFr3e6fp+PA4G1yfns8XvSJtyCqUhKf9bqedrr09ny59s8uldTVVU3dzHxTH3rqbr23p2kQoEAOQ2MvE9497ZhZhzoQIAU1t1ei1r2YtQmtttbbdNDMyBux3x5RnhKwdtrUvl4rY9ntPqUzT/vGB3r65f3lhALw77pnS9bpelgvQBWkN6uDEVISJOJiFqVjvfdNwOx65sLhh23Rd27ZUD0RiJJrKVHIJ93XZXl6uz88XgvNcdg/3b/qDhm1fnq5jPbGs68+//MpJWPhwvCvzbtu2dau19jFBKdOUS+mqTbsI/ea37149PJ5fXpZlOdxP//j673747Q/zdFDrl/NyrWdKcbibUezLRZ+en58vsb9Md/eHAA83IUoiicU9Esnj/UOoLznpta1tLaXcPdxX7VttTfV0egLipy+nCLycL7Vew02Yp5KE0UzrupLQeIBfzisABkbODGViFiYenOtSpmkq8zw3ra22bdtGVUzVI/qyrE9PL58+fAnz/a64qXnyWG+eMIvabkbjeUpBaBroxChjwmcdeqtX3wKME8xlYobLcso5uTuTQCAhJ0nbum5bb02ZYSqplKmHgdEkO6GyXer764e6NnTOlHvv4UEJKYgRmVwYcsK5MCUsGdF0uxoSCiFg2ra4WHv63PvmQn16m6Kn6LDLdHdID/c7ZsVcKRpajgjrzkkCOAJaNTfnYGs2DhXBAWFOgEmYUIQNR/DJrYdb9BYiJIQoqBaEQIhE6OSMYBFu2psN//dwkw4enY0uESIj5ZQES4QPd/lumsKdB/8cmqmP2Toz+ADiA4ZFGABHmIcNZkuoqoOqdSSgXi+XK2NMkyBhyZySBNxofOZhEQHYzQczlm8mAjAPAUqpZEnhrq4REWAIkaRgQHBgBCJAAFOKMVcHDAyMSJlSznkq8zQTiQW21sCDhtVtQE6Ge651JLydd03HnZOZh7gAzOArBZSZE1MPgjAHTzI0XCZjWUDg1tXc3Hlw3sel8d9gGUfFEfy2M0S4/Y0RR8ILDczNiQgDBrovAAiIRy+QbuRGQsQblC/Gb3xTc+OoH41ljRKRu/Xehznw60YFR/p9rAHdHQIZKQsBApi2dYGbLiMEHTko1APBjUEFjAK8325aAoAMIiASmYg9Ze8DRJH4xgQMhIxQmOZEhEFood5b3zAIUZtpM0KgQpSIiHx0MnEAGwFp/NSiazACEYA7SWJJgAP78vXU7n8DG0ZwImakFmBuiF4kexgyFEkl5SFPR3QnnFJhZPcYLgePoGBzcLNhsgDExJyECTlclci8E0D4OMIbeKADejBT4lRKGf+CYGGqgwTjGGjEmQgJAkEhIoLduwEhAidMhIxAgkJEgbcVItEIG3KizEIa0UkjYCjPx23fIHpv5m6hg7dETIiQhAFJtd7oFSOfjAAB4/I/7nu3WppZb/pN4TAuLePegqpjDjK+MizkA1Q87nvuDODMGDDilGhuhGPR0s3UrEdoQEIKRGJGAGZmFgZEM/fwMB/KQRwTE48IG5OTiHHzRMAwb2EMyLe67g34OUCVlDkxiJEjsDCLiKm7Df2heVh4pFFmG2hYUxsPK0IidDc1Va1DiecWRBzhiIyA41IRN3wjIDATC6ev0VOBuMksCACQDMdkJBChB+gYUfj4L780O1e7VENDaH5d1lwk5TRc7Uw0T3NqCgDrsi59W3rdtpq7svAI2BNhVxVpCLSEq2nrgNHVNMCbo/buYTlhHgMygmge3bU7ISZmM0NyAna37hHujMSSRSQJ1tpUYzBCAYOYkBAIWHjCaQCHtm2LgFJKTglvm2EbYYGAGBMBNWPhMpetNR1B8RFLN/foiJ5Y3F3dwt20a++1VVNjJjUzNQAMB1Wz8ZcHQ3dCCQOtDq40jXEuEBExuZuqDY6RgwOgDq08WKBZ9KFj3ToFJ6DhrLFu3YJZeE4pzMJMw8JH/t2btkCK8BGUW7aFWIiJmbdaWaHkIizusG1Ntbtbv3lNqKR0vV5674G42+0zkruaIyDmnNQNER2GZ9y31nPrGTiQLSzMq7o5WEDVfjwcJs6BuLV6ejnX2iA8HDGoq9aqrTtiYoER86mtXa7L1lCVhShnoSwlZU4JA2/9SdOqWntVMzXovfcETEKMbtA2Xa7Ltp/51WNOGYSmMiGy2+0T0ky3Wrd1I7DjPnX1repugjIVU7Ree+/r1r6cXqYDHO/pLmcESoz7eXgpg5D3814h+gqtNjc67PfnqS7Sepj7bV93a3wr8JRE0vAURCgGqFtEDJjvOBm4u3btvYvIvJt0B7qad9+2DQUkKNhAcJDDIASRxwxivHISlJGMSElSyfcPd18+w+XkGuAUQIE4YurgCgymXVutlHmUMG6RFYtwjIgwJ+SU8jwb9rElApqn+Xg8HvdHtXXZTs/Pp2275EJJoLV6fVmePn/53W9/+3i/S6U8P71sW2tdVT0AiHia57JzzNu0Q0zQI2rT67pcllPiqUzz4bhXpdaen56fdXFcXTbo6gboo3ns/XRefauOlINBAAAgAElEQVS+O7w6vt7f3UUCX8CGmUbw/ZfPF41T1Tfvvv8Pf4SfPryvbSPilHdTlpxFRO4OD/fHx/vDY72+zLO8/s0/PLw+rNsXbafPp+farymHcD4c9vd3j6bUty9PT7+YgqmXCZrW06mv16sMBFnvQpJ3crzbHY9HZrLed/NUchLieZ7n/VTm8vMvvy7L2nRxwIDYHyYPm6tG0P3xwbq/PJ/O5zG/2Gpt29a+PC0irKoA0bWllI7H+/3uiEQ5i3urtabJ3RVAETpTcmjLpsS7/W6X/X5bz3W79rZCMLiAkUX0NoRPMO/Tw91DSmmr2+Xp5fn5+eWlnc9wtwctVjevq2rl9+8XAFjr9nK+1Nrv7u//7h9+/8MPv3P3Xz58+OnHv9StHvb7d+/e5VLO58vHz59Pz6cpJWIsc+pWfvr5x4dXu//y3/7vw/74cnr5059+vFxqM80TbPVFvd8/7CnHdb1cXl4Ox5kEhSnPc5asXZd+3ZX93f5Ir3lJuyu91KcqSR4eHrbW0rYudfn06cP5sn758rLbzeCB4MJQEs9TRgRT166ZEwFgwPViHiAZck7CTETLsl4vl+V6efX68bg/3j3ef/7y6Xy+LNfldDqJyOPjw26el+v29HQ6nzUL7XfUmtdWq1nvNdwAYV2eIQAR37093B3mkmbGCYDPp8tcplX6509nD0gZciI387BWa2sbswiXG3K72/n5erk0VZgmEJT9nIvkw728eeBt2+pWe9uOh+OcdruyfPrwfL3oukY9Npv6tOPHu/2UpbXerAXoy9NTrpB4n+8eRI6nl5dff/ny9BkIyt0R2wxeQRDevs6//c3x++9ekTSFrfmaqHTvrp4GabCrNiCmMsl13dyCBAgwMbDgrpSUBAna1wITJFcH70CCIgSM3cbpAtyBCYSBRh/aghmEgAncgRGGbgcAmGDwsAkg55u+WcbldZohIIm01ratIoQQAoUIiYhWA4okIOOKYgAMququCNA11Pr5siJY7ZizIM0pyVes2BhRGSL27syMCYh5xG+aKkkhkJtiLsJNR6aRQJhooPMQgoiSUAyzQjeLEV7NuZRccpKExGixqQ3h+MhSqEdvvY8V91RuoQ21Yaa+DZvDwxQiRrwtMc1TJgxCdw8ZzSlAYSYSD9K2agdXx4CxwbiFNUcoFAGR1BQhhEBo6MdAiMcax0jd7CYW/xvdMYQ5iwCG+9i9ABEBgTuo9m/m7qEh7r13rX6jUNzKNtoVcTiux57EW2vjm2KW4WcYvMcBolQ19yCRIsKSAWlrpq6zIGQMi94gFBAgI6QMuYAI7FOeee77HuHj2j9+KyEoBeed7A+TW29tdYNQa25uUCtog6lASWNBTWDoBszAgsREDA6hGmoQBAkhIESoTGkEfMcBFAmIAcfWlAAAhDgjgbsRWiARAToxTlMuJSdhCHNKCLCfJgQ0s45qBhGhDm4t1M3cPAApkpNIZgICCu/upt36IAWqAfqI6w5kC1CEg3ofC1az4QuXlAzUgdyjf/VurbiJ5JLn4/4YEdZV1c0cBhYIAALa1y2KTJmZWGzcfABCVdV1G8N1iAy2CZmnoR3nJMSkBgN5ODilMDiUMcodN0ffSCwP9uyIBx+PPF5II0Xp4TycZuMr7iMS39tYmiUWEsmIIMKIeKOSIhIDBQiQpMzCLAQAFOPlx+McHyNve3u84Ndc5dB3fxu5AJEIohkgOTHJGFIgAPgAk+ac2QUUh7UhSxKR5m1c3T3MzFprOYkwmY+FpA7ZoCRGYoBAcuK4PRH8xvQnBAd2DBq760BwYJKhx0ZkN2xmraqOgP2Na0qDhUuE5qAAAdg9zBWYl+5L980BHdT887lN5uVrqpyI9h52vlFMu2tTrT2W3gE6EqRkxGjmpDYeJy28tR5jQ43AAc3dHSAFgCUMEfbufmMkfU2KA49HiJqajpcVTkXm3RSIvnUH39oGwLvDjlMbIerdfs/E1+v1crmez5fD4XA4HEQEAFVVzYcsFBDdvGlDhiTJw5q2ZV0dwnJxdSKThFl4PKF1rHHV+tZcjJkBacSbIRhGLtPJFBxhLhmBQmGrVSTlmVISN1PrAGTuakqEQ7Bi41WG7mAQQBGAuPXNsE9zdnCDke4dJB8kZhKhJFWrqyfG2po5mINkYfPT+VTKnFOepunl5TnC97u9SIbA67JmocRCt+6APN7f13W5blu3OJfzPuDWFgaQnEAxAroqJRIQDeju5BQOy6YeXS1SnkpInFYSSiVPNn98/9meni/Xa5aBvh19LeothCdAPy9bbbptbd1W9cmUutYpl3m3u9sfCFFb135Rt958601dSUAAzK22EPKcMBP3VbdlOZ9kub9L88QiOU8yuqEBHqGqy7puWyuJJOdaN1z7Yad5mtzk6cvVa1vX+PgRXiOUybfrhilzLvu7g6ku52UuMZdDIL+s27osunDJD8IycLtfjSkEAaremk4TI8jAEo/wuY9J6tcKA1FytfW6nEwERIQDomu3CsyVGgUzJiMBIklScNrJDoFo0+oOYwkR7tpVEtOUd7vpcmYRdCUSICERJhqC2Fv6wM3Bbkl1dx/ZoPF8QwQCykK7aYKGzCgK+sc//nF/N98/7L+cPnx5ev/5+f26ngG1lJxS3k/7d2/e7eddTmIGLBmJ3cdYWqZpyjkzN2DY7XfzceacWw8ATJKse6uLW102Xa56uLvrrD2qbpt/lQHvjzl6Xs++um69X+pae11aXetGOOxdeDq/nGq/WrikNM//+b/+t8+fP27bEmRh/Xq5Xl9ePsqvd/u7N6/fWtfd9KoILS+np9PHl+enOZf9/hWK1da3avcP0+9///d/+EP5x//4n/77f/8ff/npL+fT6bDfzSULU103YXl3/O4f/v7vD/d75U4Il8v508cP33//m1evHua5IMLD48MPv/v+n//lTz/99NMv7z8sl8u2dfNAwlwknG4HIe1PpydmR2mqxqL7AxDjbsf7QwqoXTsglikfj8fXrx8+fPprQDsc5rITlhawtaqXS1uWejxMyOTGXz63iHi8P+7mnBK7g3bbVluvEAipeO89vCCGEH///W8Oh+Xnv366O+72834qx/PLNcvxj//HP3737rvruv7LP//pf/zTn788XQL/kspUyqTdSikRoOaXy2JqTLQ/7JggMf/68Zcvzx8vl0urdW/48enX6/pCQG/ePUq+LEvtXZetgmqEunUiLFOubSMjiCDm3q2tp/3ubk4AgPO0kxAxvKxXDKzrhkJ3d4eHdP9yvjTtu73cHfdZknV7+nxygxiDMlUE6E1HXyYhgIAk2k+7JLlu7dOH52VZIXSe27ar09Ssx93h4d277+8f7iWJaf/08fOnj1+WZYNws1iWKiTMGBYBaA7hUBLs9+V42GWhknZ3x4dPH74syxJO87zbFftoZ0mQE4rwtq2BpqpdgylKJgAw9pEVFPLW1Rm8RXQIot699fry/NJqI8JDORBRpvR4d9yX3tW3ZX0CDZ0kld2UM7PBpNq6r9h1O+szXUtJ2+KwyV0p+/nVw/3betX1tLHT/f64KzsfbH0Ad6ke5mBKHQLIzLt2HwRyIRQGSTBNKSUSoZyzMAF4CLtjhDsbUgBCERGR8IgIU3fTcKCIKSFPMlZZzIgIECMq5gMEfyN09t5aCMa+zMTYe8dw93CzUKOIIpIPEu7hKiLDFeZZmWkqGQLczVVjdLYwmGkoouZ5jN3D3FprzMwUo1kxMCtIX48Fgb2qmZs5EWhf2hoiTEQQodoYKUvqZE6BEbVWIc5FbqolvzmTh78ZkSKgd3PX3vtyudzIT4jDgWXuvTXr3UVSzmlKhBARA4MUpt6b9w6AJKPwM7YNRgREPFp8xIQYzETAiDg2KOOkN7TINwm7GQQPNZkQSx4iPmFkSqMcTobCwMY+TVPJWZh7bxGOiII0PszGUVBBby2+GDqEUTvBcRBX7T7uqAxJUpJUtzq+iZSSewxQ/kiEMklXMw+RgTZ0IfAkiJhSJhFEUncMR8MpTYc93DXbla22UAcAyBPPu5QkzZwnTIiZEANhWVa1DuC7eUp5lBfcHc1BtWM4QpiGEChDLlBKiASijrXe2OcAGCITAQuIAxMwAwOIEBN164gogkP0UkoiAhbMKDmnBESOWXKgjT2DuQYYI1MgWriFsCSWMFDtvXVVZxaRxATg40ivjIBE6IDmMV4DZtFNezNTcCdAJiFhnHgsX631oQRPktSjm4FDr7037SLDwW1qYQGAw02n0WOKiNA2opXuHpCBUUZTFjQ8QrFjTmO766M/a7puy7JdAXysmt11NN8G5scdvx3wB570hh1B9BjGsxFxvHVJU+KIYCYWyiURkbkOu8DtpMFYSnIPFs45I4Vp8CixDadBuLkCehLOKYmk1qL3EBkLnzAbxzQyC22qA9/JgIQA401kNz5wjKIyEhMhsgyv+Ojtwg0A5cPyTmZhRuSCLvS17Hrrld2k5AQQhOCuzcFGnBecaGyRIQJZKJWEmK2jNoCb6f7W3SNkRgECoACEJEVSSZzGUc8jEG/kJtdRnOYOrtEZWUO7dyBaa629o8jL5XK+Xpba2SEQgKC7efVuAREsjnVrzdQ8JWSkBFzmVFtr3VzBIyhhkeRuYMNWRxGhZmPzjwSMkRjmzCmPsii7oapVVzdt1RWxiGAqgmzaB5BryAZGsXPsNmN4bqZMTLW2Wut+t885m9m2bb31ujWiNefMSB7gauu6likRkQJs29Z7K9PUtTu4h6l1diZiZBRBFjK/QbdSFo9klpBYREQSwqYaJZWSJ3dgyL0ZEec8pZTNYrlc3RFQcp5a3RApTQWZHCI8mJk5JREPZ2dRTilJSpzSZbksW8M0pifIKRNlRKmqTMSSDse0rh+XbZtL5JjUbVkrIucpq/uyLsu6ljKpDW4TEmUk6m0tKc1TTiLuHmEgY4SH4WFqCLDf786XdVNFjLGWTCU/PLxq29baxlxSytfLpZkCukgOEgtr2rtpIjgcD58/n5at/fL+46u7u/1uziLb2q6Xvlx72aUA1uat9dGlJy4tZFvqXCTLNJVdq7V3XWotgJQEEJBRMlAGJED0ropEHCAC3uFy2n756ddmMd/vBWU3T4dd8rUjjprqLbLS1cK9a5xeLq/uZ5aMlLZVt82mAvd3+8MBwde2aQ6RWdZ1cXcKniQSy2G36xPUjmKSc8olp+REToJhUbd+OV+fnui7/X0pZZ6SW+4daq3BBIjmas0lS85pvAhts8fyKDlP85RL3XprrdFGwCkzMyYRIoaGg8g1Yj2uqqpKvQVA7etlO79cEwbMu4mpJ5LC5ikKtyvXS2zo0Hu/Xi5plyHFXCYuKgyqFg1SkGTiWwPDemtmJgHw8PBQ+7o75KbLup2ndYcYZjXctXtmuX84Jk4IAWAiJaXcug/Lqge03oM1z0AsOU/z4YDE4dCrna6XZamthoVwmt59/3D5fH3pp/q82shjYUiiTJJq0kAhCSKN6O4anjgRs1EYRKAH4+lyKTu8u3/MpdS6tr4t15enbb28nF217a4J/bg/zhkY47pc1su51/r4eDcdk2M/vZwRxQMlzY8Pb9+8+d3T6XK5XNd1KVPe7eZSEoQlSa9eP/zhD/9w9+rupZ5fnp/O55dt21JOx7vj3d3+5eV5YKAeH48v58Mv7382q92aOeQ0MfJoS+Y0zVPZtlrbpbYrApYJiWRdwbw7rLeSgAHxft49vPvNK4fL+drW7YwC+yz7w33vKqkx9XnabS/pabXl0nPG/f7u/n6fE7m1l9NZNXqHPFHOaZ5LTkmjmen9fGDBVre74/3bV+/evvn+z3/+C+P0+9//8Mf/8/+qtZapfPj08uOPP3/69PzqzdO8m8/na+/qDkCwrCsR3R32h+P+cJh380RC5+vL5y+fjocjCXavL9cGQeH4cjmva3WPrfXuHSBEGCQTYwzdkjsnMYtWK+9ZODEJBin08UHbej9fzvu7w67M02G3bCsz5sz7/XTYHRgIPOraGLl3VQRCVB0ZF5RJgAeDAl29W9+WrbeehOrWLucLAJ6vl91+dzwcS5o8bNv6ly+nl9PFFZiZALQ5JUFkSUhEkIKRXr3a3x93c8kvzydT8A4DXwSORSbwYAThcSLk205fR0aLIKDkMuQ5hbPbdbu+EFAY9uoMbmrbutZrM1VJsi1ViN1sP033hwMhPZ/OKUXJknMJR+XIeTbX2peARuC+QKthjbJPZb6f57sU+XS+1EsFBQxKlIpMy7Zu1prryNR52LIYs1PSADeEDpYyp0wpU5mEEzEBIyAGIk05B0S4M4CGAWEe0q0wivAIhCAEYiDElMgDlJyGyHsgJxHo66waI7SqhwMhIQgR3G435mra2ggH5pSC0MxzSoTg7iKURaZcVHs3dVVD5EQkkIuYmXWd5ow4QjrN3Lt2x8EvGbR3ZhEAHfM7t+4GEBQBrWpdrnI7MrKpAWMwmo2IafSmIJgzun0Nq3kMnzMEurmGBoCqtdZb7QiBAfwNPjHqeTDueChMyhxueDNG36ApQ9hAQhHWm6t2QhhiAwggwts5EQdUJghhCLKY+Bt4YIBfRqxzoALp5p0YHnImRB6m94h5mlNKQ1RmNsAxAKOR56NlYhH+tWgI/xYpMc61N5MdYk5JREYYi4lTzhEwOIfjxE+qTOYRY6dJPgLJo3AoyBQBXSMEqTAQBWCfOLG1PnCnkIpMcxFJOSi7EQ0hOc0iFsgEu8NuXNi7VgAETGoOjhCuFiWHdUgJp4lyGjfq0bWEr2sUYoYEOMKcI1lGRIjhrhxMRF/BpGjaPYbaHtEAIxJzjL4VROvRzaxb9zAMV81pQPus96ZN3SHfrljIMCieERhICDFgnOhhPv5RbLycmGE49YZCI8zdw3jo9kSsNesaI0cI4MlzBuGh3BvESIZAV2u1AaCPciQMZOPAirBDAAV5DMnEV1v9cHaHmZpqyrdqe8BtyHBTCSKYdncdS7Db+gbA3NXi23XIzMZtLeU0kCoD7jrqEmPjpKokQkyllDFEZ2GkFEIDvoE4KneqqohDOYiIN+M2M6iNxa8SEiKZeeva1ZFAgMaO4ht87pbqRRjXrDHGAQSRW+jbFMZ7QwjHZ3dvFYIlBAP+BrILRwRmRgQPClO10Suzb98p0XibGiMwp5RSC7ceiIA3xQkhEqMIpZEjBkAmYZTERUEhDB0w3ZrV6t1URah772wC0rX1riRS63LdKjJfLtfrdWtqHAOEQxbRmnUDYgCP1nobvMKAmSSx5JQQFcOcKBNn5hG+8PCCacjlCQwgGFCYgFkYd5OwABEKoQpSAnAfL2p154gOJEiu+tVODh6+bZuZj2cW3J41w96B5tp7z6mUUuZpHiFK7YqANOWR4t1qRYYk5BBdFS3GBYyFSDgQPAbHAuBWz7QAJ8ZMiRgdHJFFUilTBLZm0zQfD0cAdseX09UtEDnnGQG1mgd2NXPs5t2cWBDJPdQsAzIDC7MxC5EQJZYsqWS/etNe3AEDCIQFSQDFA90ciFIpAKhuTbu6MVLtLacy+uHr1rZaa1URyXlCFPcR5WazcAtKAqge7nHjsSEO2hnmlFPSPpjViIgUDvO0Y5RlWbW5MrixKgJxnuemttZWmzWzHcE8zWUq29o+f35OmIQKZdoWX6/eG6ZMDmAatVrvxowQyUkImFEIxQzq1ratqoUM7+hXGJLwzXQP6j5sQ2VKIIUTdFwvFYjTlBNLKWlyI4IRvr4F1c3HL72sbVcaRWK+letKgVI4sah1bc2tl1Tr0gEipuitA7AbJBHITCo5D8BSiwiI0G6+2bb45bK8jYcsOYk4pQiHCl89RDBS24lF9VZLPspdkTLvpnnXtEZbO1YkgTRxOFEEAWv32rR3G8dtHN0Mc6Co2qwqXPz+7q7kUqYkwAruELZBLyaC3kJVV1+psBRKlJACw00DCfyWu6fbSFZ7uIuALJfl86fP56v8608/Pp0+WvT7h3uz+vHDL8/PX7IIUzrsRrUdRHIuswP1rq338/kChLs7eHNPqtE2l+x3d0emtPjWtqfz6dI7PLx+9+r1bx4fv/uFfm7n7SlCXZu1RGRoGsYChzIdy+6Q76o3bEwlz4c9Jlq07u8Px8fXv//7P/z64fnLr++J5Icffvjuu3fu+uXTr9Hql/e/bl3BVVCnDFkCvLlWCC1ZHh8eDg879ZbTrpm3qr/88r5WePP63ePj45u3bz5/+Tj8p7t96S0JSc6UJ5HEvvr7Dx9/+ukvH96///7du4f7u1Lkz//6p21b//Sn//XuN+9Ue2sbC+ZCvXvOJMwItJ93j/evXj28/vLl6df3P/3412eiyEWOx/lP/7JeLpfAy93dPQRer4vFweJ4vM9pevenfz3/P//v/1cm+O3vHv7jqx+Ox/Ld2wyR6mY//q/T+eWTu+c8HQ+P7757vZuT9q1ufwa4AMI8p8fHu3fv3lGC5/PTdb1OWyql/PaHd8fDw3/4wx//83/6r//zn/75+fmS8v4P//7vIrCb/vTXH8/X519/fTlfLuu6PD291NpE0uFwqK0d9vvD3dHD5lLevXsrRB8/vD+dn8uu7O52x8fj+fn84cP7n//64fOHi1lMU06ppFwkpf3h4OgeZtZb766eOCUk6Libdrtpl2Var+vL6fzh48dl2dS1as1zGZGaQdAmgpz5cNjtpr27b9caBpfLEhGqXc0IICfZ7XcGsNa2rpurl5xLpiRZhEz16cvz6eWyrMvx/phyZn4hIgu/nJfWTKSM4XOYtWqYeDfNKaWSZD9P//iP/34u+XJ6uT5fL0+Xeu7btaIDE59P53VdS759Gg8HaLNq15ACRaSk6bs3b+dpuh128cP5+SVLQpC2GVrX1re1JUw5Z0S4PF1GeOzVw+Obx9cPD/en00lSHA5522zbVDu8fvWWmZs2gN513dp1qwsb7jjfH153hS/vP16v17Y1bXE+XeGHx8e7N8/PX06Xa/XWu45aylZhmuH+AdLErrGpv97v9odcinBCoHEk6xCYcprnWYjcbGPupoMYdeunuBOCJPqGWyAKDAABkdtxSlm/1n4gAMKhd2DwlBRcEUiImMjNQrW32rWPwf34wRIEDBkDwCh0wPi46I7RkCVLmudJtXvoNOWI6L260ciMucfojzFJSiml3LCNptsI04wTYl3buracEyELC4EwJWYZBy8I/5beGBWckf0awJJxiB3fvqr1ruCA/wYzOE6rwys8iOVu8fUGGBA4YmJ4u3U4Arj2ZqqqOScR/nof8QgwvdHkCIAEk8hAp6jqv6VfIKCQjM4dDjUgspCM/4FFxlN9KoWJ3ByBwN3UxgF9/IlhYN3NlBg58dc9GAyqxDfnNSKORF8edzyPAWgkIkgAtynmLSo2LopmTgCSbr7t0ZJ1CAIrgkKiQ4POKJQjAJDcnVg4jfq/UquuAZiSlLQbkSiUEubaexXszMBC7gSAgOM17bfZNydEUnUiYIKmfyOGCKEwQR6XXoBAIgg3GGMwBCZAAHdrTQOAmFWEndmR0tj0hoGFu7bubje6s+l20yUPGMh4MQE6AksAEJKQONhIPrqCEXgohCMgD9sjI5LU3sbVauzlRISJ0s17rtu2mkLArfUKKQszAQ/OjohoN7NYloWJGQcTQoiYmZMkZg6BxAIRqtrMm7m5I8FNDUeUhCWXXBIz9d5ZiJgivLdtbNsiBseFPIYUwFvvzcYbYfw2ABFImLN8XWbRN7HHuDu21gQgc56mcktwu+eUEFPvbbwNAWK075nBQ8x766aq7mFOvWtrvbUYxgRV2yp0BRH4m5L72zsUARFYgAVHJxbRB20FINyjNwgAYqSxoHHfWnOUwERfH4lf3+yYUyLCCCfwZVUzp/FkEWIeUzIbTNzxVhoh0hu00wF4ACGZKCEyEAKgdmuqjGP7hSNUF+6qrdfaWmsNKm8m3UVa691cImtd2roawHptdVEDcG+p0GFXLktvzQGARg5flQAE4aaIZBeK4iCIecqllJwTIi4aajpTAgBHV3IAZ6apFGFMiaaJw81ch28QhAgEvgYG3FyjtwAKGGSp8aPblo1ZUsqSBYFUY1mX8a4HiHVbCfn+/v7x8bG13nsfXOi4obJBe4MtLMvQCIWHupFwnib7inFGxkHt79a7dQsXkiRJshgEouSc52lnDiQ67ebd4YAgy9Yvl9pa7U3lKKXM7rjosiwbkWxbrVU9IADVYlk2K45EE92S3reEHUIgGISGB6BFgAPyWB8TSWrbptGIGQiJSM3VLZDHKlcYy7STtetSn5+evv/+t4fjQ86lNY9w4ryuq2kPYEZw89oaAKVULEAkEYkDSio5qHYl5IhYr9vx7iiS3eB0Wlr1nBJARoKc96fLl+fTsjVXCwDKOe/3u/WynV+W41TnpGSwLt42wJhc2cHCoVVv6tNMQzAy5Z1wdoPz+XJ5Ofdeaby7AFprrZkqJIYRMNGt2daR6H738PruYV9mBLjaVpc+GvgD3xAE3cZsKQDRAMYc2dVPl2vCwpSIKwsQg+torIg1XXtv25cImOeSJW3LdqmbN5TYl5xHLWN8og18sDoIQerQm43M5i25ySgiIDLume4dAIQZmI18yJQAYdpN+4PWRZfzOWpwotknVTcwDV2Wfl26Wm9hAEjqbqMWQdqh9rbUKwsR4SQTJrLW1XrXPjqiEOGqNXyPBxFWH1AAz0qQCZHx9uJzv4U3QBDw5eXlxx9/PC8vX54+nJfnbhvAaMZUCDex9+8/wlvczbvedFnrsm61tq59q7pW3x3SYX/44TePBt5NP344bUtMeWKUtppuHkH3h/uHu/skkkveHw6vXz/cPxzv7vc7yVut1qpDhbC1xqeresSrt2/+4c2/S7sUAtX7eWuOXK131/P1fHo+Xy7L2zev371985u3v7kraaI4PX2cM//9799BeNPL50+/nC9Pa3tJNGhlPqaJEbAs6ydqW70AACAASURBVOn01+u1iuTdbrq7P7BA9y1QdvtsNl/Pyz//+V8l8cOrxxr2y89/fXk55ZTNfdu2y4Wvl/Xp+en56cQsnNPdw8Pnz59H4XJ+LI8Pr+6O9/t5X9LEKJcrlCnu7hGRWsXLZUWyXIAIelvmef7tb18f747zDn/+9U9v3rx6fDy+fn13uS51Q+v58PhWOF2v2y8//+vPPz/Xaq9ePT7c74j4er3WCqrb+XrdWgOEQEd0FLiul61emeHz02m3m189PuyPu3k/Ofrxfv/0cvrnP//TfMjHw53D+sPvvlu3ZZp/lYSttQB3t20zVR1xPgQgCma6rsv1fL5ezrvD/vH1o2T59PmTaqi5WlzX4UGK/U7MW6wtTzmXlHOJcNfzZbk++4srrJder/1p9zxPu+vL9Xq91nV9fPXISapt58v15Xp1DPOOiMfjEQmv18tyvtbaAgIAe+/r2tbV3cARCK0n45zmMi3L0iwS8TzNA6+21rV3D2wOtl63j+8/B8Rut7u7v7u7e2SU5+dn7UoODAQAc5mPj4/rsjDRfrf77vV3iUmv7e3D2+d4vpzX9bq6R0pZ1V1dmObDLBNzRmJkommfU+GEJXO+v793s0+fvqzL+vJ8CYdWe90crB4P81TyYXes25pEdrud9jbP8/3dEcKu58uHX3/tvaeE08yteW8QJtvZUioYkAqp1euyfH46qTVJcDnV1uF87sumgLrf88Pd3bb2//9//stludRQJR3LGw8Ye1FOJIwoQELzLucsRCFMklkk1woRwQRZmJmDSZKs27bWdeyjwJQBJHHOmZkGktHH8O1W4CIkCpebdg9uT0ZV12Zmti4Xt8zMTAVDPZQJxlbFrVEQEbp3M7euKScmDO/hygy53Gb8SDGY14Rg1iMi3MbGlZGCws1aa0zCFE4BgcIppZykEBMRqyrDhiY552kqU8m3LtBNqo7hgUQB0FVvNPlvSrubuABviDz9RvOHG3NmFGvG4RLB3LZqEOGuEUCMAY4AIhwxtOkebogxekWDpDLKTxo2PAnjj82SAHF8ShEOEDrxgCIM+XNiV3MzImKk0XscUbCUbvKugTgIC3TEALwBOJGZGYVRhNNwlwXFN4LiOKSmlMZXvi1t9BaXc0Tkv6XaxpXY4yt9Yiwkx3bQrNe1t96IKOUkLEDh1sHMIyw8zFkkCY+VZWDXruhKYLU5RBfqktJAroeraw9rQojg1v0GYLkVo4IQE6EQIpIkNMkqAFsHHNMEJOZRq3T38GBgQQR3DPAwAhhod1c1NQ8ks0pMIIM8YWZqGgjhxgMVgoEQQMl6b2qCkiQRkakDQO8dzDmlJCIM3bp6v4E63c2UMAaRcly2ApEMvQ+nBbDIbj9nSUJEiMKckjCZpJxSEeFSppRS3fro76WUWATRRxYURsqWhVnGPXw0IYVZiEWk+1jCjF2odq0eQUyAgfjVvOLWavvmsSCicd8jFO2qvRHBN13BN2dj7+pq9FV59K3atyyLjyS3ObpGcISM9FaEm8VXbru5KmLgUJyja2/atfcQAWYchZhblnT41CLglkRGt4HsguEw/LeL66+oIbu9dNXHlApuaH7Ar6Aed3Rwgw5MBhDfgEm31t24QN7WeURf505EERSBHh4OvblpC5NwCh/yJ4TBZ+Cvl8BABBqNIXe/vfuYABEiRHhEr1trCIqxeQcwpwBwLxxeuKl6DgEwAGTOUz4cDwkuBZUFU2JmjHDE0arV0rE4YG0MwDnvd/t5nkS4955yNpepTL2rhVKaAIMIp5SFgQjYoqu6dggjGNxWhoAwNyQCHC7TGzSLWXu/jZkIEaPX6nGTlabELFwbq7Z1XXa7XSlFctrWCghmbm7IxEnMe1cN8DIlZBqpP4dwdBLqXbtZdxVRiejgXXsEoLCbddOlbswJmScER7Dwblr7SA8GEKjb6XKeDwfJRUryjrUqS+vd1aB1RxSAqE3VPICm2ZatXtbluq1iKtq5rkur5r71XntzN0lJZJezEFM3aFtbrpsbprLT3tfamQBIHEgNkUAkM5fWL2bohr35tq0RsZt3vdq2dlVgRoxhOxKiAmG9xXKtrb+QZHesmzFRVzs9v0BIlvy/mXqzJUmSLD3vbKq2+BIRGZlV1VW9YIYNEDICgkIKecX3fwACQswIQaC7Z7q6qjIzNl/MTFXPwgv1qEFcZ6ZERLqbq57z/9+XaHd6uV6ofHx4KO44oBm1CtrCHbR52eoFr66RZeAhoSfdsHlQDINQIg2IWpe6WdvcHGBEAk4sIRkDVbWnzYVZkhi4qiLgkDjCtVpjo0SJhpzzYZg/HD9+evh0GHcI8LQ+n+qlbq2WFhbC3CDUrKqLIBC5YykgiHe7vJW61uYNEWkap5QZAFt1EkdAcLyeI2eIIVpVVyibLm9VQGem43C8PdjDaw1zmBKkhMMgwzAi0Lra81MZBiSRnLMCeESShNEnOEFIQWRgy7LUZrrEetamykmmaRqHEQO3ZQPRNNA0TD7l6/WMYIB4Ewr3uXBmw9QiXS5Lq3Z/2IdSa7bVstWttFqrC1DOacjzmBMjWoRrv9kBBkGgNQOyiGDGDjYSBCRiM3t9eX15ebuuZ4tyXa6EcTgMQ07BVIvVooStVW1qrdm6lVJtq14qjDMiCsHkoXXTl9fLdrHj4e7jw8dMo2ApzcKgVS3lAoh3d8cDDZ8+PB6nvTis5apWAjTCm/l11TzmNA33D/c8Jcyk5PB6WpshUx4zMV2u1+W6XU5nLfWHbx8F6OFwJ1HngT7c7ZfL2/V6eXlZz9fXwDrvcyvbcrXmDTklSeb++npa16oWHz98mOfhw+PRtR7u5ofHw36ff/npyy+/fP7r3/5y2c7jfr9tK0DM82Sub6fT9XpZ10IgQx5Vw9GIkgf1srsID0O+u9s/Pjwi4PntbFGQdN6lcHLzCLu7y4Q8jOCmLLDbD7t9Im7n89PxOOYknz5+w3RikNdnFSpMerlcf/rx+fnpaj6lnCUlNTufi0cpZb1cl9YsAogAGYA80EhgnPPpfL0uLind3ZetLqfLq4NW3Z5efvrHf4r7u4dp2o2z/Ob7jyy0LGXZ2jBML89vl8tyuWy7HZzivC1lGFJtLcIvpzczzUkCYN22Sz2P486BkIRTMgV3ML0dGLU5gt9MBoatWlmXVmK7+vVU3vIy5sFacw9CnKYdJS6XtiyXrRUNHac8TSMLr+u22BINiAQCQ6GUHnYIumVmwh0ysaTUSnf6BTNFgLlZ87KZBcz7nCS7w7pubpDzdDjsvfmLn7R6mDMgE7lGNLNam+qark+fv46SynUb0jjleYOKjl26fQtIAeac8pRkIE4MmCaaOFGCPNIYEJfr+vmX53VZrZmwhLs1c/V12dARM2k1CvRmYd4D5ZfzqWxlXRZ3K6udT2oNWkVTub7pmOchD+MoFrWUFpWFsmBfLVlYG3Mapun4kL/55iNge3n+Uuvm2XAKSRgIEZBHmneUBwqwJDTtRDIimYWBKUdiHlLiCO8nlAjvazd3s6YkQhGMiIRJeEiSsgCAKb875fpQtXNeCPr9yZmFcx7cfF1r2Wq4upMI9RRWhKaEKSVE8HCEjsJzd43wIYsIhxthcGZEcXeQIAy35qbg5oY3E1c/WBEJs6khaEc1uAYBD2kYp6mU1gH0CHXIgTPnnIeccxaAMFNV7QnKDi9RU2g3hGAPxrKIQCRAQnK3WtuvK6x/tdJF9PteLwV5WHdudcOfBwJ03j26E0BPP3byBHekSkRQhJq1VvHWWQpGZmZATJyl59gsmIRZWrR+zBVOzcPVeoCzj3VNTdUSyy1w2yER76CIvovqOVVkIiRhiTD1pqG/IhP7ibMfZPuP2VrrZ+W+ZvxV3kC/utHd34/U0B0S1i+JPXJXa68Y9osyuPHNLxceRoGMhtIDrRHQEAzBejVHmwW4BIEgEWMouBFhdBlFBwg5uAMhUAKGXkljRLJABG+oSCDE0UcUSExsYYCRKPWjKga6uQPkNBAyAAqBddy0OZAjIYA3raUW7FsYQmTCm8oxgggYsqQhD8y8raU3N5CDUxKRCAg06CB78FsHtVN6exwa4UaZBfBwQu4ZSAdvZkNKKadxGsNVJEsaAFCSsDCxmkNfViZhiNuuEG/8GQgEhJsMrtQCOQvzTQZgnXHbM4vOwpQG1ep+s47VWretL1uCCHJOEY4QweRmqp5SL9X2O9jtqzN4RezXzd4tjukeEEQowghgZqWUm6PPtDsemOjXDC4TIYKZt+YRbtbRl6zaAXqUc+dDMWEAuXkQEpAiBAT1GWL/1/7VfXeTNfT3/m3tJtRvKeDqtxzwbYjTE6G39TURdYjIDW97e6cwUUCgW0AE9WHMeybCNCiIKIF7r+1hMATdOIHv86OA2120N3XBb4HqlCQlyUNSq4IGUFUVHQgQzQYhRtnQBHjOZAAsOQ3DPA3J6o4sZZFEfRsJfVOiKFWoUmuNhHNOU5JRmJmKYhoGQGTi6mEAWVKAI0JmQfQuaYWmaMYIKOgshOTWVS3EfHv00O3/McINCYh7cVrdoUf9hKWHE0SoVK2trtsqIpJSx173Ey0JZ8oeWsrS3Dl3rE5U66bHAEKHsK75AG3hKcLcIhDd3HTdytt5SSk5YJqmrbW1FgNAziLJIVAIGK/rct2WPI2E5IDu/RqWiEJ182BC9iDXKM2a+lbaVqt2tnVTLaWpAWJRX7empqIwDg4YRLdL4/V8machS0an2gxBUxoi2L3fXwlCAKQUv1w2DGy1EhOTtxqmutULIghTThKRkDyithqAhq2IgDks103EVX1d2iAVRhl4Ppdla/VCpYkJyLZ5KdZq/1ANbbZGbdXAaUgZQ+oauqzh/fMroQRGAhMKpIDQIIYexe5lGQwY8sBEeUjXddHQxOLZzWJbbQvDTLucM8tAE1myDQ0oi2SaEt8uexBITNGFtRBIDEhNrWlIlnl3qFGaGhFyYrq9kVAYWARHYTC3JhwYuK1lzHNOtECtpaZU046naZynaRiuy7U357FH91MaAMi0bYu61zxCGlJtrZ8zEYgY/AZRCVVr0LR4uWrZomlYhKQ0jOOQxWv1oMRZdlNUXdcVTREhidyeOt1tS8lpqFXdrbTNK4ShZN4dZrTk20YNhGUYRiSECGF2F0KDQFWHEiaQk8CNSoyEKADw6eOnH374bbN6vp7WIilx04ro47BLIkPOu2l2p23V1hqCAPC2tWWDUsECzGJZtp9/es7jsBW9vGwLVYlx+nb/cPyoBbbt+eXp9XwpRf3D4eHj4+OH3x3veZDm23lpWlQ3YuhZGUBx8K2Wp5eXOeaMI2ZetsWA7u7vkXOr/vT19fPPn5+/fn365fPPnx7ud8OcAiMSIbp5K9tyeXuty3ZJAx+O+e31Ba8Aie4ePu53+/1xOJ22n376/P/+1//v//w//reHh8Pf//H3oXW/G7777nHKwzTKX//6l62el03Gwzzvx5wpp6yqnz9/vpwv4zh+9933f/zjHy/L5eXt5XLZVEFkGMbsDtu2bds6Thkivny+LMtb05JSNoWcfb/H3XyfZIyA0+kNyVW3bQvEIefh7fWJafj24w/H3cfz+frjX97++ueXXuv58vmyXYGI1m0jNqQBoGzb+XI+mYE5OIAk4UQONs6Zh32q6Nje3rY//+VnZh7HcRimVn2rl4Dy3//0T+O4+/TpG6I87/Lf//3vL9eiBuH8p//+l7/8+afX15eUtNXWyhkA9vvx+ngmgpQZGT8/feHkabRPn3ZIOaXx4SHq2HPCkUD2+8P1elnKtiylbw7B8fLm6zVagZxipZK4PtzN0zhIyoCylXq+XJu1QEhJWDgASq3nt4upJx6GNIKjVq219wNhnAdAbK0Ri0gexwG8j71Dq7p1RDJog+bwabd/fLyf5t3PP/9cS317ezseDkIJDFS9leoaY87m53W59pzMy+enz//yt7vD8eF4P42jkOzGqYylqbEIEHj4UkpASOJxHmQkJsaRAmzAYaLx+eXll59ffvzxBQHmKR12c9uqYIBQ2UpdayIGiA3h8nYCcFNNQqfXVxH+7ttva91Ob6fXly0Mtw3Wpb3BthsP94eHlQuxpUy/+81348RAGgTX9XpZLsf7uzyNec6//eE3S7ms5Xy5nB102ME4MwsgxnwYUiZAOy8to8z7DNiqWYRZrRYDcnRJemJBgrJtp9M5ArSpqaYZhZlTNmtMN4olM0GWvrIopZRSWjP3yMwiwiQoPI7jPM9ukHldCHLmlDkPwoxQPVxz5pST9JaIOyKaKSGg3Bx0rVlCyinnnGutFs3B67aqqqkmIiZClvdhPM7j3Kda67KpeXjknKdxmsZZy8WtA7xdSGTOfVFJhBBem21ldRdEcLOmFSCaITP3u1xrjZSzOzMjg4fXVhGp5yRvaa0bMCsAoB/L+hr5Pdnqob1uFETyvl7o+xwR5ug7MXdAdNW6lR79goBhGJAQAASFgQGAQYREWPpFCgEZyYAAgN63Czd5gip4dC2zmd74hx0UB/2QC4HRb0VEhJjA0PXXPwO/gjr7cq/Xzfs+su+dejCm/+3323GfHfTvGnoiq/8mmGjIiYgQsJXqYYgwiCCRhV9dARQcCLL0EroTqHXjYADU5lY2ERhH3u13SBxk4RZxKzSCgyuY9okYAhMGMwiToIVBJQCGHqd83+QQdGNj4mSq5kEAbhHhMrCIIDIgW0QXHYuwCAOBWtvKStLNb8zSKXYOEH0Tm0QGGRCw1huctAdEicjcSUhAOvLEm9a6IQYLMmOgIHDtJ+L3dCUg1tZaLe764XiULHvehalaL5tF3MqU0qNvnDil3PfbnQa+LsXM1arcIq9W28YElhigSzqiL3AQ2UOGRMhxOjU1NW8AcLmU67UCABHkjCkxvN/r+oWwy8EpcFlWs4bYEFE13mWT8K+4S+bWWmfxA4CaqVopa89LQxeiMO/3c/dhAwYzAkRr0BNe/RXq5tYxqSw5DUSJUAC4L8sBoLRVrb7jXgygh837vpMYsc8s7GZRBCLISSLQ3Ws1MwfAlBMzM/E7H8/fBxyMtx4gp9yXWNLHRKoBADnnnFPOmaAzbBrhiJEd/H0VSQAcjqbQffAAJpyJqD/ovGsfTFnoeDwQUc5SKwG4R3MtAEDI4D6mEZIIqCcJoABMeUg5EdEwj5plGDJxIHY4anN3gMyWvcKyLNL3zqDoCMgMPg1Dfz4TMzCP43h7gPSFm2rT4m6EkJOEZGdx96puVQFAUh5zpvfnjDVNY8o5A0AtauYiydwBEETMNOKmwTCzy/VMRMMwtlY7tkhbYxEiCfTrdtnKmkYhxgjvm+oIyMMY/SkIUN3B1eB2VUb3rZTT5fr0chkGUQiZ5vO6XJcltWbI4zABgIyJq9S3utQllyFJDkDiTJRTFuZyuVx7q51lNG3uqBZNXQ2IE0uOgFJrICFyU9iaq/qI4IlU4VI3YXTn82VjTDKzkGx1NXPmDjFhVdg2axo5z8tSy/ri5tMwTNO0LC0AVXG9rK425Pz44Y6ZAMJDmmIgJJTLVrdSr+uWRBEJgsqq4jaP0yA73S6vT1c+8MCwnMu2tFpc2y2Kqs3rplptyDM4b0XPr1dG7t3x4/2cecoyT0PBpl6dkrPANM/UvT3mXW+bx9yatqaAEoEV3WtZi2LG+QCUkld6+eVy/VznfDruDvJIKY0EG4EQEkC3vLgIpCyIuG0rIwzjdHf3QQfVVXWLurZaSillt9vv91MeOSxqqcN46ePj5bJ9+P7jeJjJ88vna4SlzHcPd22j9arrYrGt/aIKgHwLrBMh1FoDIQ2DVm1ueRyZCQG0WahqbbXqreOD/dVtW9GAY875eNzzCgZtHDMe9l63p5dnMCRAEekjLVcjhpyF83w4orvX0rZaMwwPj4/Tp/321n7Cz8vLEg0RQbUK4zANghjcIKxsrTaXTMID4i31DQCCt+fOSCT96XZ3PPybv/vDfjcJ89evXy7n08vraRxnkVSv68vr6XS+ImIeghJYwLTLu93+sL8nJmuBwQRSlvrzjz9783nY/fa7XQsgSocP+/24n4fdkLOpl3U9v76UUtx7Zx8AXLFN47A7zMeHY5pTAzu/XdRVhmkch9pKHuTu7jimYblcr6ezEH+4//D77x/nEcCW5fx1W5dwPR4n5BrkHvVyWVBwdzxM05jH8bpUERoGzhk92rzLv/n+36zXN/cWUYdx/sPf/ZCH/+v15VVy/vjdt3/4wyetbV3Ln//7P1/O15Ty9z/88OnjN9rieila8bh7JBia1sC4Ox7mearV/vLnf97W5cvnz7UWRBbend7OrUJOx3G4SzKaWimvTVcAm3Z5mvJut8syubFWu7y1r5+vn7+8EaIkTInGvMsHti2Xupwvm8f6/W8e7x/m5Ti/nd6WdRssmtWvz8/Ft4fHAwmaKRLsj8PdwzBM8np6+S//+P9cLitifPx0nOZszS/Xt3ASmabhwES73f7u+PHTh0//9u/Pnz+//O1vf/369curvrlDrfXl9W23m1hGdzDT5t7cf/rxyQ3KqmWNbbW2aZIM5t6uTy9nAN8d8vRwHPfTNMz7qYVhopxTvp6vv/z8+XwupVrK+npeAx1JWyigc1CexAG1GafUlxBsbi3KWpA5DUwcIjkCjKA2g6VERJIcDpfz2c1Tkt08MzFTWbaak0zjdDwclmV9eXl5+vJcl4oB2gyd0MnVnEGQd8Mowstle3k9b6ReUILbWralnF7fkDiLpHHIQ6bECsqCOafdbsaMxUqp1dzHzIfD4e7u7vHDN3eHY91qqy3MxzzOw7yfD9fzZVu3bdmu1wsTTtPoruC+XC7TNIoQYuQsv/vt7/7hf/4PScaff3r+03/7MaV5HnZjHl9enlQ9MR/mO0q+bG8fPt4/fvyg0VDI0Yz0sr6ql/0xy/RB5RrjdRzzvBvGaQhQQEPiYc+SAMk0qhANo3QeXanLNM1EaGG6XVtVZmKWlMT6JieCMIZpzEMS4VprOPamGRMOSbQW9QAD7IaYaCkNTGja3ECE9ofZzUQwZwbElHHeZeqHX4hh7E5sWpZryszEHcSCCJRYBslDnuaxlPW6XqwpRgwifZTYd4IskjmBByIkEhrnUqs2FWQw0KpJpLamW3M1IKJ0qyGVqqrVtCFhB9WYaz/yinB4x2RohJtHVRSVaGHmkoT7jYaguwkigolTFmbOOQmLu4YDdq+gB9xSkVFqAYSb77sUd8+c3KJzOLXVWms3w3KPiFHnn2KtjciI6LaftRaBfbtpFuFB0Qtz7mBuhgCMVGvF1ogopeTupZRfi39JpAv64NdtB0CSTIJmDu8Q6n477dXBnsdjlmmaVLXWPlnXdfUI7PdMdyfiX0tKbuHmLNwjntzLCoTu/VxJ8zwFRG1tHoeOn3FXa2oIGLfrRAeX3oJzxMwJg9TcDIdxDjdtzd3AggHnedzNu/28y2l0B1MzC6Sg5GmXPNwh1Lxr1BBAQxFgkAE4Oxs4LLC2aplzkgxI5pE4kQggUzTVui5b0xYQtRVyTUNKNKlaazXMhbn7A6pWt3BwYgamG9Ge8HZRCRWRAA8FHiRMA6CL49StavUAIpl3+1rrsq2xLRjOBKfl0gWBzOQBqmFu6p60EREyAmCztmlFoN3uMOQBAatVM2ciSoOqqxonDoLq7QaKF1IPc43QZs2R0N28dcJKU0XylIEJhmEYx5yzuFm4MdMwQErUddiJ2UxLbWbRy3tD4m5M6VvidV37i60bxvtip3Ps+uikX6H7NrsjJgnBzfvEv4+x3dwtgJA5AWAEtWYignzLRyORcE45BaiatlJqq8TQC4fjmNzNzbo60j2EqY8AVB0CvQNoggAJIYWBWcPOJ0XsHHbowciOr23YTSHQ48skEbAtWladJhjHEVFKKW5NkMZhDI8IYE4IpAqtVYAg5JyGHlkPgFa11rVpg3AyPJ0s4OYidyqBytzfX+puoQbIGCSEAKHqUEu4Uso7ERDuNKwIAwh+H04BeYwsaYybHTFHRNPaahHBbmrkdwJkR6VG2I0qipTSbVHu3QvqMeRhGkYIIEQCxIgkOUlmRCKBgFobBPT/3NR71RiqiojjkCGwFKutVC2cBAU7gdcxrsvVwzgRMnvAL5+/jPOQh0yE+g6aIhFterlcNApQDHEbRdVWDQKYeCBMXN0/Pz9dLos2mzhtvfvF0sLWZm+L52WjfEkir69VG97d393f34lMLHNTbGqtIfFAPJjzuunluhGT5FFS5many2qu+2NCSAC4bobo2m6PKW+NcKgVECyLqJKpL64pCTGZY6tAODzcH8y8bmVZLgw5CSpBMDcXNUlpTMMIOFfV2jRgvC4VoMx7eTudLte1NhvzMA7jOEwMCZwwZD8e2dKyLnWrhhuRaHUITMRgqBUYIeFAnMDYg7Zz/eVvT8f9cZpGQNcZh2l8OD4GGARYVATAsNB2ul7BfDfvl7WsCMMwrOtqaimnjkplAFMwAC+AwVX95eW8vKqEPD4cPv3b+/ExoZOQCPFqrT8uVEEMUqI0TAkhSTbz3bzff9jf7R+2a72czi+vz3d30zAxgAonV0uX4XR+KaWY6bqsssv7/d4LR0mllFK01LWUNcAAoaonkAgopZh5GvPj4/3b5apm67oCYE7jNO1K2Uw1JZp2u8bteXlzVyYe5oEiEyhBc7etrOsq/e21Xte44LY1eHfhhnXLz61iYWYGht3TAmHuq27x+vRhRzlP3/7mmyd/vr5dS10SsaRERN7/gYicB0pIFGaO3o1KABjSAQTMNM/zfrcnhsPh+Jtvvz8eD+56vS6nt/O6VVMIQfdeiJcAb02JIwlIIiImIARmkiGNzMzAWhoDH+bD4e7+7brUcEmDqV91gU1HA1hbH+QkjAKm2sCQkRXUuo4oXF23srHQOI/TbizN00ApY+KZEbSUnNJut/vuu++mFKfXX37+63m5LmaRp3mMHj9SFgAAIABJREFUZN48GoARpZyyNlW/Xs7b8bDPOd3dHXa7gQWGkc2wbLqV6jHf3e/u7v/4lz/9pWgdZ384PiLg28vp55/+uq2w2405yfWy/u3Hp2VdUs4PHx5LiVK81O3hfmQatLVf3r5eL+fz6Q3AWFLOU3hFoCwH19QMzCDJNA75w8N4f393POzGaWyb12LrYm/Py9Pn69efl5x5t8/pbhhHdsKlxq+kb2Icxkzk6oXTu8Qp/HK9AAcnsqjqmgaZp5wyrWV5vry2Gof9/OHDFGGnt+vp7TTkXZIsgsuyWHPB/HD/cT8fp3E6v70s1ysTa9NSy7IUEZ6mIeec0kRCwXZ6Pq1L0epl1bpq23TIVCnA1+u1AER4DKnO8yCc7w55zON+t0PnzwhfP4ObtQoOuJYGFHlAYKDExAxA7ugO+/3RNdbrahaltuvSckpMjMw3PjyxqgG0bh9GIIhb6qx/fuRM5ijcC/k45hGBz6f1eipZZMji6m7gCooeA2TiaZygwhmurVhdWts31Khr0Wbzbph3u2k3O/imhYXMtJSSSmKkarXWauEFaimFmQ/76ePHO2tei7atucVxd/fh7uFleH57fQtzbVkYc0qlWN8aTfPIjKqNCHbz7vvvfiDK0eT6Vva7h8PuOA5jzvL68nVbLy+vZ0db1lMa8odPdx/uHpzMqbUo1VdmPU75gFTJq7ScZbcf5v1U6uYeSDAyAjmiskfKOIxyy4DfihfYC/Ye3kfIEWG9ShOBAOOQhyETU9k2M6db5ggIITFFFjdIcmOR5CSJGQAijBBIUAE61D4iJNEIKRB7wk9ERHqggvq9otaqTSMgZQb0AHMIAKcAc+/lJeyMvYi+sSEkb4aOIimnRIANeEwDA7nau8UUhLh76IjQb+lG6+o5D3M3d+V32/J7BTK6V6xP2d3DzFNKPV/RW3+d3CCJU04sLCkxkVcFQkYCDYe+RGVzcwtC7K9cVUUAdFDVX2OTiMzcW2bMLHTzhoGqMyElYkluru8+a0R2d0Imib5UczM3wwCmrr2O3lDqVrfbUbv/GrtSnZCJu6WwK/0iag8T/g8kmhv2lIhFJKXcyW+9aNTXiX0j6u7MAEGB7ydvJGHxCACV9zlkuGN0OZ5EhLgHSO/fuTazW9jvRrV4h30gYIfxAEr0nGFwP5KbBwEmSfv5sJ8Pu2lPlLRqiWqqzCkJOEdTba4YLiy9A0lB/W4sxEDg5pacwoY0CIsDhBkCMvTfvCmYhfa9qDbjAA6+5dtcCbGnSgPD3TxCsrCAeZg7CvUlLJOEe3SMQ+LM2RTd1BEAwsCbGwASIwp5gxYKAUxAiFsrDMiEKMkJHFzNAntiIvVca29cByCIaBgGrnUFgARiKAZqYCgY5BYKAI4cnSHrbm79BR9hXf4tiR1iGJMIJZFxHIchI6JpF8314C6ZKRKy8DgNgFirmjkhMEN3PALcjFJE74OGPlZndvh1ExMpJ2a5pZe1xXuiEoGZgJkIoYV1yuUwjO7QSyhuLYSIJDrcI0wSEjOZ30AtJAhOiBjkZtq8r1vDo78NuqEHAgluShdAFB7Awvs6771+0y9OPWLaxxy983ur1HY5m4Z7MBphIEEpHmYgQFPq6WoE7qKI3roUDkgJwPyWDdAAQ/RAi4DWXK2pKiA41SBDxO6w6RFdgGDKfOvlYrhD68neRITRv9EwgOgDLgBwdmCERP1BIclV3aE5qEezYAcQEUKqRYkQgbwLRIDRWBKlJMzc/e8WJkmEBQJ6ASMihjwMaSBEd9C+7SXimygU49dkODNzzkMO0GVdt7YBY8pDz++Y67Itai0PqavKl23TsNFtmqZbI5DQ1Esty7oqNJBeLBAKCmvuUd0NgRCL2dp0qy0CMoC6N7cgKmal6VLjvBbOmHO+LK0VDCCiNA4ZMQGwudaKLJiEPEQNWgtQS8VzuDuphnkgSBKJaFsptUZQqII2A4cx75jIDJamCAIAtTgAoMa6lVqCKU/TcVu31bRVaBlNyZgc2SADI6dMMljkUq01Bpxrs9Zq83I513VTc6BwwXDGrVRnnGS/m44Dz2Dc7HVdNtWTuhFITmgt6qrTkOdhZwB1MWtQVr2e1jntQ8hCoyGNSUDRyBUCiBkYA8PLsljTLKlsxc3rWrZWAUA4kZOgDMzNgIHRGYx188vr9vzzSkZYQR7kkEZI7hZu0ZoahFv0p60ICqchETOvy0YDj2lOKe8/Hu+PD8fjYZokUK/LiZADbDftl/UasdTqp9M1nMa0G4bBg5f1um62beu6reYGBMSUsiDhsizLddnn8eHDfQu/rqW/hIkgPNwDEYaUd/NOpW2XVYBIIQQlcx7QKgR4q62W2l27rTTdSm1247OZt9qySgqm7hcxr1bVKbqmEkzVt8VI08yKLhaqrq4uniPYzG4fGZhEiOX28Rtq7kYMRCgAsG2buz88PPzww+8uy4kEAKg2jXDVHsbgWrWXtz99/DTP09fnr6erO9hxInNby3a58DCOiLjf7QlgP84Pxztvfjgcv//+t/fb9nw+f35+Ob2cdak56Nvd3cO02+8PZvNS1rqcluWCAcM8XpZzg2Zsu/s9CAHCNM+H4363n5p5eqHaFq8AAPf3d51cl/NYy+nl5eWnn35WXZWTJ02ZyMnB9vt52u/3x7vnp5frWpvBf/hf/tcPHx/d9XR+KfXyt59etF3cCoTt5jyN6e54nwe5bq9fn18eP+z38z5i+O43D9M45DQ/ffny888vf/rTl8Pd7vd/+MO33/5+W5+evl7Ol/Ph8CHLGAHLta5L7VQiSeOHD8d5egxjwvH0trTaEOHx46fffP/ht7974GSIaq4vX7++PZey8vPX08vXy/mlzXPsxvkwHYl1abWUjZmGYZxnKWVDaMwxjkPOqUeVNWxr5cuXk4bmCYYRkKJpHccZANT18eOneczaimldlvPXL19/97u/Px52x8P+n//0118+vyDm//gf//dp3L++vJxP5yz5dz/8bivL169f//a3n2tp4bDfH7755ptpN2noP17+6fnL9fx20epWwSs06oA140Rm8PR5a0V3+zzO48PDcT/tH44fTqdLADDTkBiQHWmacrNWapt2wzjmYUoB4B4A9PHxGwR6/vr8+vK2bbostqHlLOM4hjohAaAH9A/CWhUDpnFuWt30crl2RlEHSNZaL+drZ27XDcDck1KENrUW4VBWLdJib6Nk2aM+rKfXqxAwUA+gp7ucxuHu/u7u4e6nX36qtbTW1qbXtryub/NhBIbqCgi2aH0trVRhqVX38+Fuf0fB67LO43w87M+nUz8v7/e7rsksW42Q3W4CCFXbto0I1nW7nrdled3W8vhw//jh06dP3314ePzm24//+E//+f/+T3/929fPDQIRnt6e/u6P3/9x93fjXvI8YpLzVpBpmKR5FJTKWYSHETi79MQVeoD1G1einDOnRKVoHtJuN7s6BCBShLirhxEhApLQrz2ujpkABOoJxqbEt4xfypIHwsCugIDAnCQlAUAIV1dT68G5Hm5kRkBW89a01g0gA7gZAQYLIkXTrVR1B6TcCNxt27ZeIxS6nfoZqPNHsggTgYeqBQUFyjCMeZwy5TyYeVN1dQoYJLGIEzj9ykMXSeimplpqMVOAGFKKAO3zRQQgIKTOe/jVJWxmvdBwS1qKMPd7iMBteePq7VZAovc1GSEhC0QfaAPYDRCP3lqLiE7fTin+x9gkUfeba5fA5zzlnFU1SlFVhwgCJiEmAvk1b/YuB7t1k8y6A/qG2XgHxIRDAAKL9AhiH+1bcwC6Sb7fnXXuvdQH/M78eP/Bk6q6m6qWUuB2FA4Qge7RJkwp5zx4mBndAi0ePV/XPwVvB2Sj97hdL5hFzgxIQECMXfrXyZMiCQIAFQJqaUyMIOCaOO+n/X46CGVtAa5aTWtojTxxHkhVgxCRnIFutI3eaItQp5SYuLSSOKVxHIcRAtUMwLWaaYzEEQ4E4zw209oaGAABEKirugWE5MzvfJSua895VLWqlhBEBAhEJEkyT6fTKwLmcQTQ1rDWqKpIFIjq3mn3tVV1Q+FpGBFuvUwiQEFKBAbocPs2GILgFqNiJmIEXsqy1jUiVF2YAx0buruB803GET1RafBOjyUQZneDCLnxWEVSylkjYhzmJEKEqg26SQ4iHDtH08x69o+ZRUprTZv113Mn1URAJ766e3en5Jwlpbjp+8jMRBJ3PSV3jbi5Qw+Culsvw/VcIjNP007Nfd2Wa2ngKjHkMYA93KxwQpbbJD1+tZjcGjjNzHLOWsPMU2aWxCw3jR8Q8g1FJCLeaqi+t1UDbh9Et69b1LmZmRORhgNYb04ysTuVzSBAS28hCqAQBYRF3P5uvygihCpHcH/cALpkGiibNTMjAgdA72VJdXLhztCSWlXVwvoQhxg551xKMTNyAL2BhcCMwgGBCHr6S9G985lAPbyquiOAk4CDVa+mQMKEGd6xhRTgjmGBLN25No6jeaia1iYifb2P7+rFISVhiRtEp0+z8B1S7GreWkNCIQwAySmYi9Wtbc3bDg7a77jupdXW6lpWxHCANA61Fb1aHsauHQ3A67ZeLpfStKECIKo6EgH2zGcpdSk2gA6IhBzEEOEITmBdn2haXdVh2TZONoV7sBo8PZ+2re3meZrGcZrJtNXXslUIOt4zYgYQbXo5bZxaX5vmJDnPAETcVNEN1YEwMyILzvMshLVsr68vh+NdzvlarwC5tfj65ZTTuNuNCFm1aAOA5CHq5M7mN48CsQTi1qAUcCORAaCV2s7XCxGKjAKQJEPw9VKup8sow3G8e/j0KHtB4+28na+Xr19fDsfdMOXEuVVDr3M+7Oc7F3w+v2oLrQEuBJkgqRk4e4Prsl5Oy7JuJCAZ3nfqrtrqtmlt1rxBrarMnFNGooQy5XGgYMxCIwR7C68IBuBEMF7P1QbNO9qiFqtbrQ2hWWeeBtwmVxkAXl/Pz/X1izy9fH779//uH775+M3Hj49Edl1PpazLZTO1lFKWkSm3Vp5eTtfruhv29/uPJOn0elkXX9dl3ZamQEz7fd4fZkp2vb4+v7zIeP/w8X5t6nR1j3K5brWpOQmNY56neRzHSCk+HG3zdrW6NXfuszmImx69h9ChSyE93pPnzVFlxDRRpjEwwqGUYsUDA4kcvLlvi5XLL6xfsVA5aVTInLphsZaCgizUxbYAFuBwe4bU233PwT9//uXHv/5IAkR02B/zyMzcqrZWwdENz6cr4ZfEUktpWouWtZTdYbi7P3zz3cOyXrd1+Zd/+TKMNM15v5sT8cfHD//w7/79/fFhGCZH/m///M89vMeYEicJAkDmdDzeuzttw+p2RGyt1NgAkbxet6W+KgjVsGRF0Q18tz9++91jWbcsk1U/v5zfvj7/6S9/qetFsLXtlIYZCKrp+fKmVqu20trhbgcsnNZt3Vq1QD6/vREhoP/pz/+1tuvDw+RR6nZdrufX5+ef7+6/+fQdc9rthpfr1628qF4///K0riczU2B3n+fpt7/9dt3K5bT8/NNXhPTdt7/93W/TOKVWvTYzxbL58/NpWysxtvqmLbbFrldV1d08ffPpUURKKV++fDkcU5JoWl5fvv704/npS5xfq6t/uN8x+5BQyM22WpZlXUuJaWLhdPLljKHm7iaC85zSmKfd/PDx8XB3XrZrs/Xb33yUxNfL+vz04k6DzNr0oqWV87bW63kBDy11W9ZE64f7+1r8l5+e/8t/+s85zwjJrYsN8jBkN1+W9XJZr9dWS9tKVY91WzHksLuf5Lhe1lYMjL/5+M1utxPCpSzruizbsiyn5VKXq26Xcnq6zPMXVTu/XssaLsYJ6XZMRDMQydM0z/upaW2q7r5txZpfr2stRoi73YgACGjqCtZZxsSSJKU0uKo1bbWqabhBhKq7OxLuxt00TE31px+/nM6neeJO77helDG4i+PUD7vdb7//7Xff/YaJrucLOF3P59Pb2w8//PDhw4fdbofMKQkKWehpOeuzYgI32JbmEXePdz98+911uVxfr28vp7rUmwJ4ax/vHx/vP4bFuqxvz69PX57qtmVGVRemIWVtpVf4xjyM46C7+enp68vTc7vE6XTetmrqP/74L4f94e7uobT6/Po0TLJ/2GlYaSsgnC7XL09f/6dvfn94SEZLlaBkuz1Ut4SoPGLHvOGGokLAPX7JJKmvF3qOCkR4GIbNNzcHBHcDDGJwd7zhOjBu6xs1vYmGa60QIIn6dWWaRhFBoNYaIQhJFukcHYRwU/VKxG611TDvVm4IcABHgpSFEM00ons3+p0Qel3wV+wH6A3J2YVXecydnDDlsTP3jUyYcx6I5L2f1iEJDg6M1JEXChbhwoxEHqgt1NEx+AbJcNUWHQfRQXwBLAkCb96xAATQVqkzLvpRF4GFWAgJrWuu3Vur/Xd+A9IANbN+L+qtIWTMlBgJ/Nd2nDO/czPxJqdKkgFA2JStH3mHYRARROz3q9uOrjscAJpprbXW+g54SP/qBoROFLxtJFgEmYPQwpsZ0I0WCEiIHesPSOjWbSs3Qo6khETvAj/0myIJ05AloqNK5QapDwCQ1BVuSVtDwL7fC4oEA5qaqaqz9FAYelBvJLqDK2AmEkJ2bephHpxTIqFAL9vWtPZxUk6CiK0WEUpZEKHVstYFvENgiRAw0Jq32m/qSIxCwsyJc6Jm5p1tTUhCnKeBOYuIqpHHPE5bbdq01UrsJEwEoWDgYgnxphBApkSDpCRE3NXC7hBgrhYeGMQUGAbWM1BV61armfbXXUeotlaJiESGcSJmQNpqbWpIlMcRwLWhY4hwzolFvKqjGwYSBGMQGIKCI2BKOaVBm6mpR1dcMAobeqAHR8ch3FCQnFgEIywi1FPmHmic89Rjv+Hw/1P1ZkuOLMmZpm5mvgCBiMjt5KlTNVy7hzLSwvd/kJmebpLVVWSdU7nGhsXdzUyXuTBEskckL/IiExIBuDtMVX/9vgLFzEQkAFr/nTqyqF9PfcjrTuHTNHUKAmKGqGXTUsDMcr6WScydJI4RUEortZl7KbWp9ZGwgRNRStKaaTMAIBx6UNbNuuyxNwZqaRbgBv2i7SShZq0XUWnglPlHp+ZV+NZdm4hACIwYiCg0DmkSkQbWPSNJ0jUliOSBgF2ocI089DSEXSGfcHVLIhFRa6rqRGlIg6SMcK2omAbmnNOU82CqesXFQB/TRYSDNds8GF+fxsyUspAGG4rQAGKWWquXpsXDEUlGSdmiAVowCGc3c4dAJJEra+wVxMPEnc7UqzF3A6geTsRIBu56ha1Qzte+ECOqqvfmFmJXLCJiyjllFiZE2LYNgrz7Ryw6FeeHqMYjWtPWWlwpVQgBgcGE5q6uVWsP8qg1M61qDrbWFQA5pdZU+49FIFnMtLaiWtxta04UW1N2J3dmUA8HbOZK0f8W5OTYcYe1aFVwUPNIeTBACNyqBrStujZtVdVtmIMzEXMehrYCYm9/4FbUrEQwAgAmZnGn5+eFabzZ3a/bVq3VpXqEAwonwkws7hSxMQ6CIyJspTjhcL/TWuoWZfUs7im00bnV2qwW2O/2w3DQhudTOZ0212gpfEBOI7CHYM5Za9tKA7NwJhTEtJXnp6fy+FhubnC3l2kcEckdTLVW9QpPT083+8P97ZuPHz+ucjnb+bIu/ZJwdaG0n2/ev/15zje6mZ7x26eH5bxOwzzmcUgjIgmnWtv3rw8vp6W6DxO5qVlz0MPNDnb7LMPp5Yxu0zRLSjnnPI1msa6bKXgLhjTKNOBQUmPMhIWAwGUY5mkSSrpuJ63mCijQpceMPXyRWmnqhm5ksbX10/qJQLZ1+/u/+1sWzON4uL07Hz8/Px9rK6VdWmuS0DTWTa2eo/FAO04jp5BM0zTUViOiaRPhPCbXQVtb1vVguy7KLaUej16ap7ztdsIE61rcGkYEBAlJRt0UE0MGa6TV+yrKkBNxysznjQqV19YHcs8O9fIPzOPaAQkIDXeIQMAEXsPNvHozRwemps7YoplS4swpB7oDOgJhTply8iGfHo8BIQDw8vzy8P37NA9pzNM8z/O4lrXU1prtdjf73fJJPz88HMNDW1Nrjo4EN4fd7d3+7bu36Zwg7OnlCETDyEPOYYYASeTDu3fzbn9etnmahUXVxnme0zg4A/QuvnU0Vkp5IkSGbX0ZxokyVW+X4+qEmHmWCddLtQYMnOTth9t5uGmrMcDx6fF4Pnor80iDhAy7tZalrOdWA72pXdbKifM4zQ7CiQm30j5/+vz8/MQCn//6G4sdbt5v23lbT+tyQYB1yS8vx/fvf9qlaXM+nr5ri5eXy7qdts2Lq/DucLPfzbefvz5qs4eHpzdv3t4cbqd5PB6fL5dT2dZ1XU/H9XzcOiVqW4/usJz16akSg3vc3c3bFoDbVrS1cZ4EybVtpps2h7DEnBMhBkS7nE6Aq6kyYt1amF4G28gBPMDnecxpGIfBA5jSzf4giaYpacwff/ro7nX7+lIWCJ4zt9pqWc8vzxBRi1qL58ezt4dyY6oowIz06dfP7jwO+0CYhlFYzBQDu9/8ctkeH589AJCWy2LqiXMemFQg4yDTTz993E07CDtdTtMw7tv4Hex8Oddm1nxZ1rIVANzWGh6thYUlNBkksXiGcRjmeXfY79e6bdu6beV8XrRarcacDocp8QgB21Yu50vrKuXo8wTJeajum9mybuHOjEm4iz0ZOKfMROfz5XQ6tVp384DI26Wd1w0JhoHnecKAm91+yFMY5Dzc/HT48O7D08Pjv/3bv43DNE27+zdvezDJwXa73TAMhBSdto8MBuiUKGcaFl/rVttWh5zneYdBOh9yyvNo9bIdn18up1Oo5ZSE8GY33x5uRMhN85hvdjcp0bIYXr9L8XI+nS/nzi9Zt+fj5bu5c5Kf//D+9u5+a+v3p+/n9VytbbZpVMNw3jBvmEtkSNSQ/Nq4NW3aEIOFU+YIZ8aUBLkXYfZjQcu9Z4FQ9bpZodoggqLnPE211VL6XsqVwWhO1OHp2N3NvelOxDmnHrgyt3CDcIBAjHC1Fs2sn28sOmQzCAE7Hdktwjsh80cp5W7X/ZAOrOtf0YJDzgjo5kMahBMRe3JCZJIf8arQ8AhTjYArYVLV0YGicwqva9oQiCFMEAgO2vSKKPToJ9rEgoim3pohIhFDQIRdW+YRiNEBiIBhph7ubmrmblGhOyQY+8BBzexHo5xFMK6FmkeYW22t7737dc8LoYvKkboC7rpOR9eDnLuDd76FRuiPz12tERE5JYQ+KbmqF5g7Y1ObItFVPWYWiAERgdeTu18B9z2RGtbruCDCPrl1v/I+oZ8DgSBARBTRW+sDM7gCTmQYB0LqH8SPvT5ioav/OtCC6Do1icAIguiNBpAMQqgaHmaugRwBblHbFhGSeBwT9iNpOBJ23YC7qVYMZu7gMibsJFYPuCqKGVk4MbNJuoJt+kwFKElKKXftGDPnYfQAUzM1JEdE764TQhExdzUNjJySsFw/LqRmFmoR0Uz7oT6QLQLDKEzdaivmXlszbRDeg3kR6IAEmPKAzB7R3KOX9Ezds9JlgYHYVEtrRbWaOWIwOUBzbW4APuBIiU1b9eZmOVMQOF3vu44ARbs+AbKgEIeaWm1aJI9de5VSes02QwBG/HA5qHT7B5G26zyZiNTNtamKuyNCShLu2npkMTrNt899mbhffrU27QNotYhAQmi9sYIR4Wr9f6k6UU9Bm6kioplHYETXwPftMiLCfqM1bWZO7ET+ih1C7PfT6xwTO+IXGUmYMlMiTIStw0GFc2+7QABRt6tTxGsTP6CvL3b6CwkJJ+aEiNtWABphynnIeYzXCgg7R5A7ozX6s9XCA6ybwcEioke10F2RkJGRGLmrPoKwv0haQ7xJADoJUMZr3wiYU4AG+HUrpyfHuxwOrklTZuwtLTcwMA9FcQQgdDUnFGZCEggCQEpsDhCeJDExRFgAEQkTS4IIs7puK6H0YHkfGPe0AhEDRH8QllqJ+ccz5xqOcPCIZv0+QUAoZk01ALa6eYRs2btWHLHzZ4MiFK4PWXcD3GplYbZgAg9AZmSOMLWAakhOCKVqrdYsPKBpuJuD9RtJN3VvQl5r62sjw0AAaJ3JydfLNYJMAcKXpQGEKoqwG56PGwtGUAS7NtVQN+IEweDsAa3GtuooId0b5kQs07BfFcA3jLScakCrrUGQOYZLTnNO87YWDEkycqYkiTlP424D1TBt0Bq4IoW4moa3pm7MNDIjgCMwUfLuxUGSlMhx3dZ12w4Hu90fhvMwDHm/3x0OB0lpXdeU8jTupmHGYGsWjmWt1my/2ydJAMDEGNhae3k+rrU6uWRUU9TNLXbjfuDBFZiYEt8d7ubdbpymNORtKy90Wi6ruROkLHngCYeU8yS8hYE55DTO0wipXeoLAvb5sDDkhEJEQOCwbhVMxwSE5BZlu/z6628I9OHD+2lOEYHEROKO58vqoAGQkpiqOTjFVrdAzpQcDBmGKeeitVpTBYCUeJTR/dot7UGVLrMJB1WD4J4EUVWGYEYEggSSwoO8eX9cBThxl+USRSDaleDtVy4aXomTVUUVrW/2OYY3N4igIAEKImcIIg9/ZZK5R7gFgSm1ZoxAECRAxDkRD6lcFkQQAtzW7Xw+B9jtmHMe5nm/llXVAejjz78TSX/6878/PpyXpfbkUcowztdDiUfs93tBY7tIzvM8jeN4fHr+9u3bv/3bv+6n+QMiBN7fHd5/eH//8DjP+17v6XE5L0tbNiLqoFtBYacgHfc5DWNTfz4f1X132N/c7wHj6eV7sXU376fhBsiAjBPMN+N1Q0GyDMxo5y9fHo+XM7ZpHoHIHLaqajAO+3EQOp6fnz5//fxH9ZZHRtK3b/djSs+P53W9SKLf//LL7eFNOOWUZUCZ3v37n/5yOZUhzXVbTqetrPjLz39/e7gVnrbNXl6W5Xz53c+f0t/RAAAgAElEQVS/3817Bz+fl+enl7Jdnp8eluViGvv9UDUenxdG2FbYCrDA+bJ8/fbrVqZpkpRh2+Tudr6/30+DfHi/O+zw25fL+WjWCjOUrb48H2/vIA3j7f6wnJ5brcfnighDhnkHHz+8efvuzTiMX78/gGMoQPA8HW5u5ze3d8t6Sfw8j7M7EUktenxeH78th8PkStsCT98fh3S+PzwCJObxsDt8+3R+fDqan969vb3d30DA8fn4+PB4Op7dbVnav//78vXrN/eoW317/24aZoogkpvdzdu7d0MerOnpdGqtAME87t/c6jCkUrf9ft+HD+7uzVKCUqCZWWyHYT+Mw8zjbp738/72cJe2BRy2pbw8ncJBKO0P+9ub29ubuzB4+P7wa/nVzNXU2grjSDSP4+hq7uuyVQLYTcM0Te5eSu1jjFbb+XgE0GGQeZ7HNF5wKZctFITz3e3tNExjTi/Px8+/fbm/u//Hf/zH3/3ul7dv35eqf/rTnx6ent+/vIxjnuZpmHIA5JyHcdjqJkn2+52F2aYPnx+ZGQ06FppRMiXQcHUE2E1zG8sTEgFU1aJ6e3t4//btzz//vN/tPGwch/1+dzq9PD09EdKH9x9++fg3y3Iq7aLqt/cHSaza1uXy4f7j//l//dPbtx+eT8//+r/o/O8LJBxv8vPyUFOkXW1wAr9orbudAEsYAYB5Va0/YIzu3rlQCGTutdbO6Nu2TV8j3Vors1BKa1vBI7MAkLu3VnsR8vpqBOCduN1VCAAQ5mFOxCl1jZmpNndFhCzpR2FpqleHG1hnUpqqJGGm1q6LHH5tEIE2hfjf513mDty37vOYOIU7Y0+HSQcntKat1m0rqiqS8dW3RcRmXmulRDJKD3R5R4pHF5ozdNSJKhGykFmPkWAWIWIF02YMmCgBgIU6WA894lVc3iOK2scmET2wqiIoQsyMel1161VQX1uMgHDvLXh103pNnQknQLbwqvpDFo8QzRQa9iZ3aeVqwGPGMAj9QUx5RYP2Sp6RWKQnIaVXaIBoah49VYehHQeo128Vs45S7GtIfa77KgS7Whb7P+52vlpbrXWapv4p11rpqqVAIpKUekShs1jpFQYKr7VfL8/9ekX8aESANpMEvSUa7uZVNRzJDVRrkjRPad4N67Iuy6k2n0cnCqRggZSJgEVEWBDIvKq16yvH1ZpGyEMePUy11a30SZd7t6THq1+ec87NrLTaKw+HqFXVLCCYuamWVsUlp5xSrqUgElJspfTfujXtinroWU1CANxqrao5cwCoubyG3CTnfiQnEWKhAAcKVACvaq6qTU0dUT1cayml1eaqIGJiJknMQtUcYpg0gWtotard2GXowNa0w2mbN/B+6QK5gNNWl7VcWqvI0LV7TSUg+kVbWzNz3GqttbU2j1NmIeLuW0TEnLO31txKKb38SykNQw7HUta+WNg34Ag5pQRITbWUWmpVM3ylB5m5qfU1OezPAoheDbq7abfbY62uGrWj6pmJhPlKM4IeH3gly16z2H0RnAgJCSlQrE/RQFgYkSPIDdx75hERmIADMMARma7w0h5crxFg6uZ6TbwOQ84j83V/MryfkLuEsE/VmJnNIAJ/bMa6m1p1a3DlzzgAIOXE0iOjHm6O1keogfjaRjEHdSRkdeKAQAIiQmIWAAp2ZnF3N4PXWSgAEGAAOqB7qHqtqmwhSuB41bY4MQgQs7gjAuU8thYeOOaMyG7uqowkyImladHWtmUVGVgSAGioX9+iELlOVN1dwzMIXVdku80JgCAQ1A3cmulW69JWdR3yWHUz8/PCzAm5r712KQdzSmiqVXt4fitb8iwCDZyZJOVxBK3u2qopohLR670LzGgaVSHCmBkCWqkYCRIDsHAm8Ept29pqfrMHRCEBbRpxtabV6qqtljaOA0SPTxfzBhRIANCHyQRAqlBrPZ2W49PZpwxTTiklGXfjvBtvosGWdRzb92+Px+PFzFMehmEexp3QSCBuZb8/HG5uU0qt1pzSfn/r5bIt5+PxmFiGnPMwXeppuay1lHGcPn7cvXtfSl0jlJjMGkCM4yDMYAGEpW3btuzm2cNTkvfv3719+5aYHx4emVKSsRY9v5xPT5fz07JtlUnu7+7dvJYKCKpWq25bMXdIYBZqGs3KprtxR0x1rQAwDsPb+/v9zWGad+M4vhxftDZBsutdQWMeZYppuuR0qapqRpTGcUeDXdp0aQl17WF4YkYUCGhVL6eKrvlGMAkzYaKXlyPiXz/+/OH9+3sWOF8ueZxuDvfLtqqDAxBxrY4Eu5spCmpTbUup4WF5lGEiC2vaBTBpHAdFc7NSCgKNeSSS2+Y5FQsfhzzmcRxGJidwAggF0PAcVcHB1bXbeq+OKCREVG2lltZauBND32XQqhpuyU3cGbA/ra59GgCBLHmcxxHGdqrrcV1e1t6p6XexuZetChADMri5A9Iw5nEeWVgIcJqGaRoA4POnTw+PD2/fvT3c3vz+9+9285xEhPLf/e0/hP8Z4RkRJBNxBLXLujy/vEz7cX/Yz/t9oo/Xb2rmt+/e7YZxHKZPn748Px2B5fvxdLqsb9+9ZRYr7fHlRY/LjLy/vXf3rS6ncmngjsXFH14e1GKrvpWaxmGEHSVJYxoiATmwT3vRUgwVExwvpy9fviyn5bAbh8wUej6+rKFtBC+ViOf9dHd3u9vf9v1/oiScEw8559u7GaiNGc+nU075Zvfh/s3tL7/7Jed5XVpO47qun759Ob4sQvlwuHv6dqllOx/9MT1Zo3m+G4eB346I8v3710+f/1prHYZ8f397f/+HT7/95evXL89Pj/M83Q279x/nnKmU7fnphQX2+/H928Ph5oYJtW2EjTm2RZMMu1kEo9woRW3FhywBVqoRhlUtdZnGGAOTRAQkBkEUlMzjbjr8/nf7tazPD6fvz9/zmCLeLZflslweH1/Cycy3y3Fb23re2gYLNrfwCu/v78Ph+emc0xyutb4gxH4aVG1blm9fvpl7EpnG6f72trRmboS+v9kzsZa2XNb1vGXKDLK9rN//+o2Ru4xoGDJSOCigGxgB9iNgSqmsG06QJK+LqmmgjSJEFAg3u93vfvrpb/72b5Zt/cuvvx6fj0PKSYZ5mkMxNLZ106LrsrTWICI81JxavVwu4F5rXdbVHYYh7ffz3d1dzvl8vqzr8tuvv03zlHP++acPTELEdasYkQWBccgsSARgaueqdWv6/XHZ/vtvf/1CSOfT+T/+4y8idL5cxnFARrV2Oh9fzi+hJkAShIqEzC6irMWw0TzuGAkCLsfFzcppe/zysJ93giyE1lpZN0LEAzx8/fb10ycP3+12h9vD48Ojmw5plEki/Pv3zzeHkdMH9Xa420umpvXz50K5FT8+L3HcTi7r+1/2H39583f/9DuFU8gFZGM2J1WsWzT0HDGYmakGWB6GrrlTbargHuOYTV2rRgRGh0tY78h2AXB4uDpAAMePDa6u2O4HOCKypkkk53zd+zIrtvUiwd07a89de1+qlx1EJK8d4itrBJAQXV1DA/tekrtDjxYKXwn72AdNLJxIwcchz/NOJAlLeFgzd+0Yd23Watu2rbVunb6KsV6DXOFuDMSAbdvM1N2Q+mIduDl6UECfTgqxpzD0TvJgEhKGBElSzqOZVt2amVwdjUHQbQrgql2219dXOjmj55j6CJevJJuotdbaOJD/E4MJr5SUPrtTs6ba+kCAuuWNrqPSplW1XqNxxH1AeoVaCEkeCBEJ1ZptSpWJSIRFkuTB3Zq1UqpHEPIw5P5er2WL1ylut4hh51gQIydCR0JkCcB+OGOmnIZhGmtrW916gI+YzczBwwGR+tL9jwVCVaVXH8VV3tC9F/1DfMXDEBIztOa4xRCQpb97ZKYWgABDxmlM05wDlNinKYlYyuBR17VCIJEQgSRMQkRsKqhDdAfd6/59a42TdCZMX4XnoB4EbKrjOAKihy3LZSvFrCEyYHj0vTNwQAQCbADoHr0/0OfKQFfkJWL0MNr/FjEGd0eklIaUpdvChyxqrbWGCGkQIimlebRAQiLvQy3f+k2irdWKvUFRm6sBAFT1aipqgGgBtRry0sxrretWa7WtaM6SRDBiGIacUt+F61Fnc21bXZdlq8Vdt3K9JkutSAiBzKKq5g5BZautFUIixpQoos9FKKcUhKDdTnmlvorIOGLPBHfPZ0qJmeGVlS+caORAFEm9s1BqRUFCZOacet7b2tVqEQjIJEiE2ACu63zuHtEAojehUiIkMXdJyHzV7rmHqyIwYo9wEl2BLAyBdVNrSChxjUgLghByAHo4ohF4x0C+jqm7otOJHBGFGBEiuiMXRTiCIqxpEwZkRgLz6zgPLQCCKAKae1Vr7q0v7FHPysYVHovAAfaqsoSq6mYd3C9pTpJEcp/c23Xto0AgIVgXiyEBU7hBXB8uCt6f+RYeBIgADqGvV6wHETCiICkABjEyJwboi4gQEUIEHq2Usl7UqmlL2HUVPU+LfQ/QPPSadBVERGJgCkI1La25ex+pOwJ2Q2GAgwMDMVEmMbHSLtt5tzuMaUAk7/7VCMl5FoYV1K21alvdS86ckEjVwmGY5s0bqJq5Xdk3iMgMyCyuDdzBEIEj0FW1AjlCUAiHoTUqCxiDFTQNM6+1uYdwmoGZBYC1wQYqTAGwLLXUlRjm3SQpOwI61c2OcFqW5XJZW9UNqrdLgHOAV/s+PjKxUMYQhjQNu3Hab1upxVW3z5+/j8OoZm/e3N3s90y4wAUgSimElDgJCSNDkDXXFsu5fvv+7e7u8O7d/U8/fbysp9o2IiB0FhxzXpfFmg6c58OUd8nZkAMpzJpaYyQkVouttGUptapbAFxXpW9u9stlWZel6hZH3XTr03FiHsYxZeaMxNKs6tnWc5mH/WF/IOLjy/H5+YWYPXxd19YRyoGllUyrtmhemre1VT+9DF+SjvX27egGRMQInXJ2tTVWXZfqqokAHFppQJTzOM8QoX/605+I4+awU/XT6dLUfv7dL6fz07IdHerbd6O711JqVVQb08CCgFHaWptFQEowTnm3n3gcVnORQAS11poFUJJkKbZWu3pGRIaEENZe+3oO3lRLbU0rYSICV10vS3+RWou7MWMEIUaYaWuYhBMhdt2xVg3HAAnsta1fe2eHcR85FhlAHT3MVFIOxHA0g0wpCSGbqm5Fiby04uGCEKWU4/FobsfzkVNS02Ec7jhN01xrVTUAYqJpyrvdNN9MSL7VS2CknKZpGoaBwMCmUoqWAhFvDrfdTvjt23dEytN0Ua3mKIgEKMADRUYCQIlozaEYbM012CjDum61mjmnMacxa9jj8xMvqF5v7w9AurVzLbZtttT6+PL89fGxLNuy5pyYIZiApmm+kVI2QBqnOQ1Ta/H162POU93UWriBEAkmD62lHp+33X642d+8efNunvdmuK0X9+WyLMfnNUwkTUJjkmkeAw8iknqubBhyAgLgZd3UjDmIfBj47nbv9p4lcsL7u8P+8Ha6eZtyXJan79+COXa76e72DWPSolZVJLe6Pj88IvYTJI+D0J5wx+M4mNVlcXdompjGzOhRMZQIhSEJRou6tAU2yYOWeP5++vr1mMa+9NJK3ZZlE8kEKRxDkUIyjxQ4DuP9fn+4OZTSwORmf1c2/bY8ChAkTMKt+bps3758vbu7JaYhDcRk3k2UlJNMkpbTJRqkaUAHbbWtTTh3gj1GBGht27gbgOKqRxNJLMYy3c77/c33b4/rcjFrOadO29jP836ex2EAgDEPQxru39/v5n2W/PhwrFtdL8vldDkdj63V8Og9dzMr26ZN3a1VjQBmyjnP865XGrWWZbkQ4/5mn3PuidBaNrM2DmnIw5RHdAizQBIZeDeUdfvrpy9/+csnYUki3x+fEGEtJeUU4doKJ/BQ6u09A9s0ENy40+0JYDfuwGNdyvllc7OzrY9fXu5v97eHm/08D5I8Z/AItaXUy+XMzH27pJQt57Tf78FhW9datnk3zPvUvIxzziMjT5jbME3DHhTPJst4G7c/3777eDPf4aXW6ovGGXADVmTXCArG8FZbay3QRSSn1N89d2+gScTtmrEBVwwMtw6u6IBIay3cEXvS0Hs/+RUBAiL9tARE0n1Twl35BWYOoLUWIYlXf05vr7t5LyYTX8XqdP0G7nt0bmqu4QpmAAEkQIAecQXlAQJhEObMwzjmPAJg52vWWt2jewLcITxqq62pu0dfqgEGRAoiBuYr9sdqa9q6a7VTjM00whmQmfsuGQo5ejigAyESMSUc8pCHsZbi1qyXeZ174h4d42nmYYDYlwevtugrRPaVdxDh7v2QSkhAhAC98gREgivdz9xUDdFItSn3ZB0SoEMv9tQVAQKDHKN7aiECPTB6WY4YpWhYgCkAUCNizqY9kldVw4HYUZHJA6BpA7ii5CHC3M0ChZBExOO6bCCA0PmZ/dfsEkDA7p5+xfK4QTgxm7bWqptFBPcRc0ejXrXsiJ3Ban7FhSAi9FkD1uraXAhyAmFCIq0afnXqMQGCa9NOVWWWJBTgqkqURKjvuDetCHS9HkQ6Z7qzH5oq9L6pm5ox9YU0MLeohYUhsKn1f2rhIpkcEYFZAB3cOlYIgNyiVS3U3AIoHEI4IWC4m3kAtKZXxDVCRBAxEQuzUh+RoVm05qoxgiHJVlozD4A8DD09q+oY4R61ulFEQkLqMxsiUu17W8BMDtQ0llI1zM3W4rW4qlXVJCR92kSvm6UIyBJuTVtpm149E7VXa1WVkBFZBPrWnHOYh6qXWkW4C37hCnolFhG44vVf6SZAhOOYVMnMiVh6QLq/GnSGDSFxN9GragCaKUJfU8zC3FrrLScAYE6d5QJBhJW4E3SvSvMIQAriEEJyJP5R7yGim/aJuHdtYWdpIkgEaGtuJkzUNVzICIzICBiAhNx5q47dEQII13TW63JsuKr3c2oEMYaDh4VVQoxg96i1moc7ujci7Ds6AUbkgBHo3a1ubgFIMkCg99gEckdn9StBUEQG4n7iw1dHJpiZa+txb4XIKSXu/xHBsX+N/ujuAQOLULC7Xf2fCOCAAdgD9f0LQEMEiQSBzLTvovbndWtFtUR4SsJExNI3s837FBF++B+6utAgeim4tqJqLawH1Enkh+Gzv6uUUEJa2HpZRzBgCAi1bronEe7XSyA1BXdLgw0j7sZ520prisQiOUtrYUzMxENi62FhYsUIUAzBEAoSRFBqGtrUEhMQx0gRoVgW73AfQDB3twa+TdOMwAjiGtrljQZaPdCHESQRBgegVm3tfD4vpTYiFk6JU0C0dbscl+/4sN/tCbAnNhHyPN1ow9YqgriBGTBJksySwhSJ3G1ZV0cwVXSIgKptKeu6bJfzej5dxnFwh2GYqhUHTYnTQCIohFtbw9zIamyrLlDDQYmj1VZqyciSsiEgshn0NbLogWBKkoQI1NtaFl/MyIdpct0wUR6mYeJhFiZpq9alIePN4eb+9n7IY2vny+WyrGseBnMX6azUqwJH3TTUwJo3K/7w+BSTBe8blvAQRsPoaQB3t+Zta30PgpGo81KTIJJ5PD4+3HzbqysxbKWVrZGgB7AIE4xj0taW5RwQREAEeUh17KeSCICUIWfJQ5bBtTGS9YRLU4vwCCDixImvxl4koo6R7gMP9aam7ooYIkSIrVZrtQNoCTElUU0AEWg/oiWIjOARnUvgTiBCSEQCGMDIxAiMnCkNIgO3paEDDthdo0Q8jtMwsVOr7WilIlrTFhECEJ8/f/qX//kvpRVOsj/c5CHNuxkQl2W5XC5/+ctf/vjHP67rOs3jz7/87t37NyzwcnpU19v7m7/927/Z2nY+vpzP9evXb8vlQgj20clIbuT4fATEW6K8m2qrz9+/z/O8n+a3dx/b89kvq7ZNYaNkh2m8tK1BAEcOydM0TvtxPjT15+PL//if/6PYursZ/vn2vzkMn77+Ci5lsePj9uXh8bhsg3D1cI0xybzf37zZ7X6av33+0lpLearVHx8evn15uL25TzK0ZttamOFIWNoLcplmmqZ3RAJAZWvn8/bbb5+Jc0R1HXbjlFPeLj6k/c8fb+fpVhUIU07T5VLWoub6hz98vDkcRPhPf/5ja5fj8eFwM+2m37057N68vT/cvRv37x2WxyfSeBDynIXFv3/58vK4rGf9+eeft0X/1799hoCb/fjTh1sEOOznu8P9kMdlOX+zOoyJ+Mbt9vn5cV1Pbts0Sr+6ylK/bQ8ej2kYSmuPL6eXBwVSrWvfJzIDiDJP+7vbt/sh26BbXgHwpw8//8Pf/5fT8bJcyoe3f/jw7qeX59P/6//6+dMX0zrmcR5lXbfj4wuY53EgISJAInVfLkvkdDNPWTAP4/s3b9vmVh0OeLi5t6bPT0+AUJpDhBBptHVZUhIMGIaBCH/66cN//a//9P/83//94fs3a8XBAUGy7MfRm3767a9N23pZduP8z//tn+/v32zL9q/2x69fvp3O529fvlyWxcO7ibofra33mD3cekrn2kHsHItxzAAwTeM4ZgDa1vX48nx8OaHjPM/v7t9gYFmKNh3G+c3b99M0ff/+8PRyWpets0DUvTZ9uXzvJ6GU6OPHu5xHqLVp8eZNq5qLmGdblm13M+0P+21ZddvOL0rQI34+0Dowj5Le3t3abl9Laa0B4u3hdtu25bycXk67/W5ICRyOpxOx7/bDOO4kU2nh0Fjo9s3N+19u05goyfPlaCPku+nth1vK/rL+VuNU/aR+oWiZccwM6H2QUEqrVZmJgIWSgwvl5q3bqN0gHLUaCjq5aeuN9mEaPaKWrS8AXMu86F/c8Z/Ig853A+iNT74u9YFZqDbEGHL+getAhL6ZRQAMyCLd6dexkB0fX2rVZmEQBuAgDFmImWtrr55ucfcASzl1Hl0v18J83TbTnsGoImkYhr5PZWYeniARdxgniBBzDg/tMxH3rgvU/+TOY694+3AuSwoKUw/1CGfhxHlMY5bBq2GPbV3/mLsikPfnvzsgGkSEE4H0OvP17NvPbQjIxND99UR9HgIETD0iS6qdi6+MUlWtWM5ZreWcu/RPvXloRIA3D+1Hwr4Vaa4JEjISMVkzMwjwcDMLrU2bRx9VEAKFw7qtfVfBIQgYQTr8sPcIIpiIU0rXaYyImbpDVyer6vl8dvdxHDuJ8XVXKtyUEFRrrQQOhJCzuF9nxe3VCtg7NQjUI3TQQ15EgA7QwsEVOvEGkaInfBE8vJUKr7FSgP7A6Z8e9oRda7ZsRXXVqsKSc5YsRERM3qK01lpTNxFGDHNFFKDIY661mXmpxcxLqcu2mQcSStYEKQ0p5wHNzENVIZCQ1XTbqlskFgIAwpxHiDDVnGErpZQqSUji1W3PgJ1hi2ZQSnFX1TifVR09Qi1KbWruQT/QsF024177+5TzQGRkLiIbNKvqANxrGAJV9etKJ6gDKER4uMPA6qrO4U7YQZMB2FGp10hR57IgXpHInQQXAAhMJESCJE211Ppq7Og4uvghVe8lyOtiZK8EkSgQuPMba60RgMQpZRK+AooAhROO3Nrm1qiHIJl7oLRPs3POQx46MbhWMTPvzY7eMYlwbz0ySdwfVP7aQnlNXVvXovTfhQnFDSC0//jCwpSYhJA6VIYQCAShz6B7BwuIOKUcAXx9GOp1ixEQkaFjfa99MnbniFiWcwAG0Fas61fUKzFwJoAc0JlV5qoeEUABFO5qyBSdvnvtkpHIkDELIqiqm0F/evZZFUREWGv73SzTiNDh1hHhDmph18iZcErJ1LV5aw0Aexjtyh6Nq8uz1gqAIoxAZh0lqu7moT2CDaEB/b4jeg28ck5XLoVq38kGgMQU4VurW61V26a12+iB6fqlYICIQAEEkllM/AIarmEQ0NT7npVDqKl5qEZTcIdlKeNYP+w/suTLZSmlCMtunBu3JLmHbFu7xkgrmgMwJILMJDKANitLPR/P42jTOE9pHyPX2pZjpYEx8TgNEbVsuiwnojwNU85jN1gQYpJBRWtbXcP7bgSCmZVSl6UE0OFmur+9u9ndpZQ+/frb8enl2/bQbnUaJwQZhpnIwoBQhkGmeXd3d7fb7QCABWutZV06+Ga5XIp2WGlY2LbWh28P1gGnQF2VsW7lsqzmNU+zDEIUtZWtLet2AcBi23k73d4cmm/E4KBb3ZBlmnYRRJGEcpMAagHxgzzsYA5a2oYaMuW7t3dwelFwznnaD4f7eT/dPH1/WXCdRnr3/t39zZv+85TSTqevu4iU883NfhhGBNkWhYYO7uggAORqfr5c4MFDCg4bDTWNTOgK4OBhcE06Y1/qk0EkiQgxk1TVUsunL5+Kbh9//hAA58vy61//Y94P8z5NY0ZCh2iq4zAlHEFhmodQToMgKVBIJuqhL4KeoG6tuYO519JUA5GmcRzHMXVdSRIE75d21aZaAoIYxjFzCAaUWjAiCU3jMM8jQHa3CLVwIhIW6T2+PtHuqRYC6KIeIkkiJu5+Xs5UUVsDAnOnQAAQFsmDjHm/vxl2rL6Vl2OtNUDNDQDEwVNKh9tbFrq9v5t3cxrSsq5/+ctf+p7Vtm0//fQRIG5vD3/4P34/77J5lYxFy+4wj/MIFc6n8/FUHh7Lutb9xFvxrdgitTZtrS2l5sNsidPA45zHKQtjgWKwSYIhEwmBIBbdPILTeCPM0zDsp/kQyIe392knp+UZWV+OT5f1ZVlWjLRe7Onbxal+/OX93/7h763atm7n02nd1vp02qSRDLthN4wDAWXZ3cz3Q94t5/Wvv326nCuSQ+g085s373/5/du37w7zzZxYatVta+64290g+bpC2YorHvbz3e3shqawrud1eWnVWPI07968vT3cToDt4fnrZXlCBMDZA82Lxfr03M7LQvm0bA/H05fn06fDzTDZsC3r8bSez7oe40+XL0NKH9//Q2sX0/Xx2ymnnEe05sf1XLZCMGbZEYIOxRQAACAASURBVE1F0ZoR4Lzb7+ZxyCIsu90egpatORBC2U9xHouGEzAGAIL0xFBwGM7TftgPcIspD7c3t1O+2f/0Jgzrpt+/P/76H59//Y+/IlDijEFa1NUIcdu2qo0T5yEFhmodpmmapmlMWQjDtJUxT8NuGvN8d7jX2gaRp5en2oIQWy2U6O7+diulPtdhGD58+Cki/vznP3///v18OnLY/Zv7Dx8//PzLz9NuPl5Ov/31t+eX41oqswySD/N+zvPvf9lu5ptlWRPL4+NjqUVVm9aqmpKYx9YMAXJO0zQlRmaptS7L5Xi8vLyU/T7nnG8Ph2maHx8eHx8eb25u5mHajXur9XJazqezEAHxMB9eTpeHx4eX86XvsyGiUKcaomqNiAg/ny/73TQNkzUtpbnZ7e1BOKkqVIgaodFbkIMAIww5TcM0ZQm175+/v72///D+3fv373tbqNb6L//yL5+/PV5W3e/57nD388+/Q8Kql2V7KuUSKPMuyzAG2VrOt/tDmpCyi7UxaXCs/g3VQFrVE4+xn3caxaKtxUWYAFGbNgcHFkAPra1TwoUFPKyahxMwUzAyAZkjRCD3PJFDuCCSIGI/xNgrOzv6MlLHoQeiqqlalz+pam9Aqzam3vkGZsqSEme/tvmpJ6mCwsMxMByIKHGKDATU2MxcmJIwErZirq5o4A285xzIPEot2nqpA53CZ9pbdf8/Qnr/QF93DjtWBMLcVcGdARHFXLuwmJgQmZDimoNioc7KvOYQKcggWmlgYFVBnQFeM6dwbUj08u819UXQ5aXcf/HWtGvxrmtvIiLSl2Za6w1D7RlB7CPUfvxk7N477mI8MELuEgqAuG7r4bUPTT2O2Ay5DhgiHAgsQtSl0tbLYPfw6GKGUG2qfVsvETP3pBD0RG70KXpntPTTa+9rImJKY9nW0+VkZsxMxOu6qUY4iKCgMwQTmbaGAIF9LKP9U8QeX0X6/6h6kybLjiTNTiezO7zJp4jAkMixi81mNYX8/9vekGySQunedLMyE5kJIICI8OkNd7BBVbmw56hirIBFCFzg795navp95wC5OiEFCQ0/Y2bu6OBgEJgFNIB7BnMAdi9XbGguWtbK7BLYHMydEKwaQNHSQEG6roWQAQMgrrksOXVd12kngXPOtUWcs3MlomuSlIhCiGSWSl7ntYEWq+r1sGGEFRGxcC2lLCmtObUx3gxcq1VTURMDi4HN1VoEseS6rglyDiGEGEUYpW1miDkGUVXrQugimM4OntbKIl03DEwh9tfGPxgTARkhEQKioBMhtE0hsdJ1YiIijFHMzdxUARFCACJgAuJ2dscW6DM301837VcWbttKI6OEGIkb9MEdiKOwxNAhkjCrVhGmqwxToRF2rKrpdYmtVms1tRYHvS7/gAj5+rDi20aQrhiexkNiRvdaXdvlSLsgQGzKkxBE2hwYYwTwUpK6N5TllUKiam0KZ7JrH7jdyl/z0m7qakQeRDiISIRAAMQcQuhExK2t7d6sj4jkDuZE18W8th8V24UFEEHV0qBG6i0YREh0rfO0pZf6mmdTMAfVGqKEwO41BAZszDY1q+6KAoTcXquqXmt1Q/A2lzYsaZHGfailPdcNOhUYuY+mpZaGGE8pVwR0uMZPrwMpoAgTujqouwI5CVy9HqbVq6t5dSB1LLVWw3aKazdyCg6MhCw9U4FaCag5DbEFIYgoAnBjDef0a39Q2xIWEUUIwL35TCsja7XatB2enDSVhCRVHdBLzfMym4E7MAmL1JxLKbVWZuq6YGa12OWS25Vf3w/LsiJhC/wzkYgEiYGtZLXqglXNEenu7m477kvSx8+PL+fl8Yt1YdmOdrMnpjiEDh2hFfQRh74XUre11rp4Skti5hBEJDTfY622rquDEXM3dBAJgEuxouaOMXbjOKKjiIzj+HB3vxk34Pj6ctZiNSuGoOoINPTDw8PDfn8oJZ9Or6fT+XI+jmMfApeSS6kp5WVZtpt9H8Lt4WZZFhw3v//t77757qubuz2yAemSz6EXAy0lr+sEDHEM4DAvlzVN83o2KoCKzDkvVTXHxvns+kjEMm63gYKrWbZS07Rc5uVStbCM46anLij6nNdUcio0p6VUnea5FA0Ql2UNOLW+T9/1u+1OXXNeibC1qbW2NE/OumStSUELBOBm7GSqoYMuxuLFzUDBABmdCex6rWGhl77rEBCQJUYJ8npcpvmzWt10d5vN7pfPH9eSjhPGSLt9GPvw/v07MtEV17NWLSz8/t1DF5a0ZmRVLdN0gVKTzi4VRBG7EEJOVbUSQQihj50w5pxEXBhYpJbcAlAsTL0AsxdGQwIU5AbHNhMiv37zgl9h2ohaNde8eknmMjIHMgRza1V7dMq5zNNMBTA7kHddYAgxRuk6iVFidMdSNNdUclatZiyBiUkcfLPdPDw8DGN//+5d7MKa18enp9P5lHMmohi63W4nIvv9dhzHWteU1wYVcPfT+TQv08vL8fV1mueiFXATx3E3jDskAuRS1rQsEVW2Q9h0yG5Q1U09OWYkCoFCL9xLXbIXNySWPsZN3+/GzYElFlMMNq0bx5zKPM3nZVm3482w6V3Fvdv2t7/57W+Z4vl4/uEfP8zLz8sy61m7rnMgSLULXYzDZugIJM11nVNaa9fz0I8P99sPHw7v391ud13oxNzXVEs2BDFDwRB4NxezgiVgDFFVz8fT8eV4uUxrSuNm42ASSa0ULefL62U6CtP5wmtizXm6nBERcKo45/K65Kc1n/u+BjG+tjYEnC7HYn3Yv78ZuhF9dU+H3Y6A1zmdz1NJFRE1kJGnJS3TiqhhO0SJYz+Mw9h3QymaEoz9KNKlXDsRyyXNwAFC5BACOjJKSbWEyh6ZAqikpT4/vg79xhUvl/njD788fnk2hYeHuxBjSmWaplIKE6mqmpZKSMDhekdrplo9RtHiyzzJyNJvxqEncDdFBDftohwOD+NuUNBpuczLknNuX9KXy+Xx8XlZVwQITGPfH/b728PhPF+OLy9PX748vxxz1b4fP/70kxUNoSfE29ub+7v7nFIQuVwuajWXdUlLFzsFWqtpqdvNeH93l5bFtB6Px3Wdl2WutSJ2MYShH8ZhyNvtzc3NYXeIHK3Yy+NTKdlMDTzncp7m4/H4ejwuOTcBHTFvtuOmH0KQaTrntJpVaaB9Ryvu1QloP+6CxHVOFkCAtaiQDF1Xx0wIm3E87PZdCGVN02XqY3d7c/u7737b972bnc/njz/+RPBi1QhQSGKI4ziqxy5pKbkfw/YwAtucpzlPFADEiieUFEKFUKdycs8AprRIEOnFlRvaFCmAg5fKRH0MwxCFg6nmlDkIC4M3ybMLBYnCjEJkVAGQmdoSIYiAOwmzyBVU1dJ1eGUV4LXfwtYsw6rgDg4hiDU+uRte2YwhhhhDf0Xttdtxg8BQagUDV2stmiAhsFRtCEVvS64QrGnBGyqzxf2u2PfaQCn065AXQmjLw/a5bVujVntrM2E7MqIaqKI70fU6GszBKjigOaK7QzsrEJCDk6MaODioFy1eXbmqGjoE5re4VHO4XeOIhNTKgoTgTWvedvRXuKLBFZvWXv3tMHTdDRg4or/pMK4jHwsJIgAytzBha8A5EZg5ouMbyFBQrFFoaiFyB2kmdwR2uCYwW2/J1R2uBuaqFpCQWgtHWhDx2rhrSS//1eOnVb0d6tw8l7osKyBgUXdKubg5EXoFcw+IsR3Gijfc4luVyFt1k5DAQauytFZM2z+95c7MCFGQAnhVR2ZCRqvEzCDFiqpWVARxbJtVbFE6V6wKWH1NGoRDEAeomkpNjRKhLte5F6wqqNYrerFBRyxUrbnklFKt2lAkLVmEhMSMQLXUFghtoEgkEpHmiapFCZCRaqng1wwkITFxrrWdgd1BWGLXEwGEa9CuQfI3m6HFkZlCHPrYdUhcSs05u1dmAqcYIxOKNGcGCoOINC5tC0YSY8d8FZdVpetyG5lQmPquv6J0ENxavNQRnRlDlOvH0b21d2LsGpNTa8sjC7YhB9G0iiAzIqDaNWvXHk6iYHZlurabDLPSdQ1ecl1EvJlEiFkAuUmq3gq3beojljb2eOsGt3EP/41aof39duuCCGbu0DTojuhvUWpXBXFr11CMDIDV/G1o7JhjWyqH0IXQIXCtLTzoRNBICS0+ztQUl6rqREbtRp4BsckkrV2LaeuiYqMJiLmigVq7FrNqblYlNAaVO6h5Q/CpWXV0JmZCd1U1raZgJasbhTC0YKeqYq3omnOCt94vMfBb5hnMiYjQ/tXG2W4s3kZYA69qaqVUNbVG7nQAdVc1qEWdmAOAVNVcXdSBRE0rNDMFIBFKS0U4MwKhgUGjXrZVcPuMMVtLvCNVVXWr5sQshKoNWguAqG5Za6nFsLppMiBScJTADlZqMfW2Aa5a3dpFGPdDH6Ka2uWSci6vx+N2s8MGJrVsqq5qgMAWOJA37boyMHq16oFiHwashTyQS+SBwDXjfMkxBOYgyJWygTL7dtwPPdcKNdd1zuuaxmFk5lqNOfR9b1razU6IICyh6xBIq2HKpupmjBRj3G/3gSRIAEetplXBCYFyVnAkZjc39Vo1pXy5XE7H07JMsZOuD+LcVEklJY2lH+LN4bAZNyHE+/v77W7Eptp2Q8Kq1bWUmpa8IBp3HCWUmlNabanIGqKMY0xrba+xWomxwCb0YYN4faIdDMmrlaLF0YDAwatViSGSpZIcrNS6zGtOSkYcxN1TyrXUVqcPIdRUqrZLNWehEBnUSNDRDM2vYGwwx/Z/QBhEoOTqrdzx1pNrV6DXb6S3sElVU9VlWX214QXjQ5tK6DKtPlk3AEno4vZws7NM2bSwWzHm8PBwP/Trsqwpr23SaZdFVsuaLPZdCCFGy7m1QNXd3RpSToiYKGhR5uv3pjO7kVUgwk5iEGaiK2G87cPNvMVw32IG7q7m1SAgMTMy/JrEadi6UnN0EWEJYm6o/OsxzB1SylBr1qWqElHXRXRovBa6vbn7+uuvx81wc3eHBK+n1/rp0+VyWdf15uY2hivILqX8+Pj4+cvHnJd+7Pptt5bl8fnTy+vL8XW6PGe3OvRxuzn85tvfvb+7zdOlprwuq4GbGyBI4JxXq8lEFAqRARmJxA67bUwoNVkxIiaJ0o/9uN2IdLmW9+GD01030N//8een5ySVvvn26/u7bzre//UvP68XC3334d03u/10PJ6fnp7rOi8pLym3pM/t4X63EY5drXVdc87VzLbj/g+/+8M3v7nd7gNw0mpIKjForWbALJfzRTgMfQ++1FJOx6WPNl2mjz9+nKaptTsMfF7nj59+nJaVGLe7HsAJYV6OwqS15HXdjCNQXlWHQUUwAiBWYh/6zrJQFa4MJbnC5VS++nDz4f3u4WF7d3vz5dOX//v/+n9ens8llS50UAWwzqmcT5cQ8LAfrVojBWmx+bLOl/X+/kPU+vTyisAlwXwuwwb2e+43PbNo9XVOaX4EZzBhfOtqUJgvy9Pjcy3WdcO33377xz/+SSQ8Pz//8umTmqayEkJ1rbnWyF0/bneb4+l0XCftYOw2GfT8+goGgqHj7unTl2ma1zXlnO7ub/7dv//T7//0hy9PX/6P//y/0ZuT+uXlmYib82MY+p586Lua8y8ff/6Xv/7Ly+lY3dK6Lms+vpz+0/E/3d7c3t08vH/3/quvvr65v//w4QMixCgSOJc0TZeu76UfUPrz+XzY7b79+utfPv7088ePnz790h6groOuCzFGIiqlDMPwT//0T189fJjO89+//7u7C9N2HIgYAE+X6dOXx2VZGlGqi7Hv+68+vH+4u91uhi+ffzm+Pi/LtNts3HSeLnkt4LDdDPvtvotDjrWPY9K15rLbbqNERkaH7Tje3d7sNht0KGuKEm72N7vtfrPZuBk4juN27GJeVnCfp+Xpy9O6WTeHcHt7sz9sxm3PHb+cnsq5CCSOXC2fl1eXjFJACmEpthTNHMDB5lWRRR3UADGCq2keh7Db7Xa7vTtcLpecyybEGCMillK0qqPFKNSMAtBY7mimRNTFoKokLCG0GFWTtgkLETUOChMFEf83OSsiHsJgro0JBuBthmww5SDBzIoVBSNiQdQrHtOuMSWAcRwBoJQyz3OD+41jHyQE5mVZStVWcWujGyFfL5SZARCB+75vJP4QQptLVbVdNus8W8Mot/MmUEs+EGGMMTDlDLms3oqACIwUWH4N0eFbwjOnnC0LCbNQII4xhEDN1AfgCM1m4W3Fotrwk9xyTS0YR/Crwr7Z/AgNULXpGwwA9Bo/bY0gM9XaXHBXxxczMwG0AG1tXvhArXdh/4b7orVeVc5EyMwtaUnE/TA0sMG6rrlWU2eW2Meu66HNIaEnoqqllFxrbY2JKxgM2skbCTyVvKypVBuGbln0fE7M0PfUD1xrtQzlzSto5q7X0/YVeo5Eb10+VUVC4WCuV4IraBvRRYSQCVDIAkXhkLAShSCdKWbLagqGQE3mJgiMCCCMFM0pF2v/phUaslQb7b2h6wmIseHOwNtVBIPbvMC6pHmemwaaSJAJ3ZGw6/su9AiUcqrVwFrIlNpoBO5WNKW1OUtqrXTVrGDf9yJyni5RQozRAcZh3OxuSkmVWRgBLK1rrboZN1JLLkUkjuNmGMeqDrDWqu3RE8Z+GAMjE9aciIgCsUg0B0cgbPcxEgPXCglqVWaKUUSYiYPI2A8NjUqArWZ5ZYcD9kPXBttaFZFYpOs6AHIHNyylrZMNCUUCSlNnu2puH1RE+XXAqLVqNRFBQIMmdmu8Tf7/MVhbCpAF8NfPwzVEEKKEIGDQovsi0syTJV0vE9tBqjE81SznolodTARJqK2L34ST7R0FMUrgjpAzVULpQtf3AyKbAgTsYh9CZwYtJHz9BBIxsxV1ACJps4xWM7Lr24SvGNArdrZe/wBQCJFavxEcwEWwVgBwIur6MAydKqrVqjmXhOBMwNJeGN5+4+2ZrrWaociATMzs2i4qTHMJXQhMzfpFCIHBCYwgSmiEKtN6zZgziBBdD6JaalHVXMAcY2RhAiAFzaWhQrHrmBmqeykFi8IbaKohU81bVNOIsBv6olTVqqtd7+bAEYj5GrtAQqKU15QTEEkIgYWUAdsaORRTKNffkTnUCuDty6hrErm3P55zDiHE/o0x1RL0juuSPn3+lG91t931w7hc8jovpRRmQSPonJGAUNstgIGZzdNKfilrdYXtuNlvD66elnQ+XRZPQmHshzXPKrnvh4f790O/Tak+Xl5Ox0spNYZoatM0bbfjZuxi4HmZVK9xiS52BKzq5pDWvExz3uSbw82HDx9en14+/fyp6R/dIcSIKK/HS+g6kXC5zB9/+lniY0rLNJ1TWhp4eRgG4c26LOS+LovWamo3h912s+u6HhB+/vTx+fVL1nXYxTjgkgsFMy+5rIjQ991mvwH0eaKSC6AjQdfFnNdaVHNaZmUsUTbssa7186dPaU5j18cuSGASJECzOs3TlJdxv4sxqqsEAYDLPJNJL7Efx9j1rvB6PD19eVKtt/e3196p1aIlQhe7IIh50dBFiYtEYAKzamox9sMYQp8B1pI9V2vpGAAvGToBYXD3nDKYiwQJXa31y5dHc+fAa1qPpxNCGIbh9VRLzf0Idj1nXNPgXdelYiJ8e7jZjLosaZov3AHGakyalqS55BJ7CBI2G1nXvK5puszC3PXizQsaBcFco2ZbqRgCgDUclXAYxzEKN2rLMpeUyhsxG0yt/XMQqa5Ua8MWCWKMoZRq1VJJlJGNRGQM48B9JJnqnOdaa8EqwATgSVfFrDAje993+/1eS2UiQetFw/R0+v6//7ftYXDW03K+f/fwH/+XP+72h9fT5Xi6nM9nVPRk9TlPlyMR3sphflyYOMYwP2q6AMMmxt1+t3139+7u7rv9zeFCL6Ny5QGWk/SMhLqWXJau592459vBMs5lyVJmL3g5F6vGiuIsRpGBOoPoaMJ8+TJdpou7Pz0Xt/277Te/e//PX3/1bScDruPjp2NePHoXDaTuqB56o0MM8zzN0+UyT37Cslvrbtd3IeC628HjEzwdp3/521+3d/8jD5v5OD09tcM9jsMGndY1laLd0MHdDRBm99fjaVnKNC2X8yLSOcec11GQVLWsdbEQkYbq4Gu2JfnN7fZw8+6r724QaVnW9HJ6ep605kCDnWRGR3utK2gCTTa/qinoxBv56mbTy93h84/pHz+cf/mYhDchavXijIDZ4DxsaoxBot3c725ub4Zh/OEfP72cTqX663Rc1/zyclzmCiabrhu72EtEj6YqQuNtV2tda57rvNkcrPrptJ4e1zRlK/nu5rbvxPHy+PjXoR/7GL/76m4T5EeFZckpF1QNpRtxc9PdnNfTtOTCcEKrxfNa0dIQs27V0UvN03z+9ptvH97fi8jL08vr06sVLLOX1ZjhtF7GcbPf3dxvHwQtp6MgR5RNN/7puz8uaU0lnacp5Vyqns/nMl9+mabj8+cff/x+HDbWulsCRA7eLkC9J9ptu5Etp+Xvf/5vx9MprcswDOu62BtlZJrOP338gQn7vt9tNi/Pdnw5Pj/9RIS3d5uhG2KMBGzqN3K/LEvVOvR9VV3WJR1/OepFl62XpRcMYzd04s4M43KZrSqhEep+328+jOuazsvxdX0mzEzw8DDuN/u0ri/Pv/Ty1dgP3bbb7/Z394fNto+9TMtyzOeXdEzRNt8c+vcHHcMjzB+PR5gWfl0e3u3efTjcDge/LT5Ons7pRrOvJ3hyrsiG7HHDbFwWTNUNsEfybF3oDodDKbX19YcYhchKIaIovNuM49ATs2kzuTTouLhZyaUpqAgIHQJxpOCogIyVezdkFJGGNUBCbHtg1UAowkixuRzQocnlFBla78ucPQbqYoha1UwRPQApmppFMG17jbk6ODWdNAK4R7wqyGqtjowSmAVRCLl9xVZFVUNCCdJQlsDexUiI7nCd91RLKQ0i2kvIOdda3LSW5CW7e4yRqFOthDiMfdRg12wkUGtZIbmZoaGwuWfL1KE7GBiyedBKJbtJYInxdLowS993wFxqMTMmcjB3E3JVK1kbRNRVW6rMkKpXIHc2R6QYIlHOucAVN+ps1AExGNXiJsxOZqC5AgDUqmsu7iqMpVStVrNbLde1p7F6O/oHADSFVqxjwVpQXUsp5nyNH4SuDUi1VkJoh6dSs5kykTtW9bQuKa9VcwyBhREwpVRrJWYkZrGuB0To+tj3Q63VOUMtudbq1JLMmnM2bXUaRFI0RGRiMkRCRwX3JukGtUAtYUCBkRkICDkYCvdb4oAcNCPFGLidFQqAChqTu2upWnxFEPNczKCaghujYZcBtDpaqzogoIhwWpd1zTGGECAIZvWcMWuoRuBIzp0MLe6bc6iZzHBN4BaI+r7rEAkRvLqbWilpttV1wRKCttIHQPN0uDu5ohUAgLQkoDOim2qu5XQ5ay0sTIziqAoEHpACUlmXOq26ZkSIvUSKxjEIMVPFodTFNBFzJEIRNUu5VmuZaSCXTgDQ0ZEdBZFc03IMhIFZGFia1F0NQ/VAb9hJM7NaXBWHAbFNw0CgamXJmZmRULWKgASWQFVrqmsyQjBE1wpa1RSc7a1zhs2XNo49Apt5CNI099ccyZvFAREJvCSritRTaOz1jmutJVVEMveqtWg1VQAXEcBGgWrePGqfJyaUjoG4mjkkJmxp0rYCZoG+kz4yYFI1rY6IpeRaGYDcnAmYnImEANEM1+qLuZkrkA6b0HCjgBgkikgpxd0AvYtIWAOXNvALsQg7OKAiuUhlVBGJrOStOM3IQy+bXxdx6AjEXRfa3GjmoYuAGLtITEzELEW1miOJIqire0VzMIesWou6siMzAkB1dERs8lUEdzBFIglMBKrtNQxkwMTcsXQdIlKIIaeSy6xqTIyA85xjiCJRJKg1tD4x9UwEHhCuK+Ni2bwwU63VS24CVW6RyAiB2d2R1F1BKyIzSCcUpO8CJUvOZmDxzctOoEGCOU55ZgmCTAioqm5trd7S7rtxxxBOp8v5ddIE/TCgeReYkNZFT2u2mkV6V5xmrZmZOmZm5Jrr6/P5ck5uvNvvu66r2wwxlprMa8YliIyhE+mhsIIHirvtEBhLcaaQE7h1K5FGAydAc8xIiJi1rJfjmtaKhQLGgEwGXswLlGSn49S+I0IUkeQOXVdub3d3t+8Oh/tabE1lWeYyDrksqc73N/3Q67Iex37f8zummGsJXZC9lFBkpMPdzYCCpZy+fCkoMaNbGcYQOu4YitWsdqmivblQWpS0R+pnR9nwOKjVS9WKlgmH7XaXOCx5nZY1m23SvPtwH++3T8+Pxeqa19P5kqH0gxDDsmYoYKXebu533V3E7ba/J4pIN798Wb88fz7Nr/d3N8L9fHr6+fLTZts/vL8jjnHEu/sbSl1f0/lx8WKoKBT2+0PY68Ve8lRW0I0IKhL72EPHIGR1rRWNWMH1spqabg6hlEJkiGudnwL1N2PUm16tP9xso5Cd9YdPT40LGKXbHYZAneGS85Sn2edFIDJCtlJKTaAeXfIUSq4VOnZjnOY8hcmx60cpWpfsjI5EQLSkQsqEIcSubZNTNlN3rdU0z5bOKS/ZAECwElVCYYoxRLMNVPRkuRK6oCE4CFEXuGfPXjEXT+iqSoXAIiCBc8k1pyXFPvRD2I8bh64L0uO2YCYQQQ/knC7rT//4YXfbDfsYxnj/sPv2t1/fPrz7+fMjfWYjY2HTsq5o2Lc+z+UyeYUhjsuleKHtdtd13eGwO+xuYxiII8d+3B2M0MWLrmld1suSyzxu424bN9veR5zmnGq2WrzU66ESnIFVl3khdYihMA7TeXp9Oae1zHPuYgzbbUfbSKNAYKP1snz++UUXWmc7PU9pslIxX2w913WqaSm+XOpSLOX9YWSBD+9vONSkNdf1eH5VSJfL5fPnp/PpXLLduANkLwAAIABJREFUHg597OAtazL1IZU6zel0ntV4rTYVk6uklAAFUU2dESLLEEKpNanltcYw3L/76je/+33K9fX1KZd8Pl6Wi1aX7IhVLScyD4x94DF4BtU0vzwF9JAuMs/r88tLWgE6ctRSSz9kFiOyfuCuC/3YxSFyEEN3RgoSBC/zdLmsy5pKMeG43e92uxHZ07oY5KGXuOliR4IsaH3fp6napNTRrtsfxnG/3dS8vj49Pj9fxn487G83w81ht5n2N2gXr6trtuxlLmu/5qXmxUAAvbi6XTcGZU1L7OMwDtN8QfLWI/ry6fPj89O6rFocDBCRScQlQCClYexudvFwc9hsN10/ROlSSUta9tvDmtM8z17rWTXlvCy6puWIL7HvQwhEjIjrmpd5BYcoPATCWtN0eX5+SaUgy2az+TWBU4vOy1JqCcxuNTLWdZmnmcmjhP1+93D3sN/tsPp6me52/bws67oS0bKuJ6gG1cqimcYu9oFzZiLKOWsthNf+fK2Z0DabLgRUnKfiKa37ze7rDx8e7t59/vTp9enLPJ3Qatd1fX8/jl2IrFCfT0/f//D94+m1sh1ud7QV78gIara5Xtbp8ySvabj4bR53wULSsM6Siy2lmwwLIBBhiAMpUWXNlZ2YgrlHkjF2U2mS2BBDYCQ3A8QuSBek6zp3T5bdqmkBB0ZQa2sgFSYWFKJAEig4NDEzsjEzRYosLXxn0oVaaykpCIlwWxy9BRoZHQnI0Q0MAAJ3zIGIijUWsyMCuqEZN4ijWa0VEDgEBgdHBuhC8OaJqtoCqERMiEIhSjQ0dqxY3wo84G7g3lpJAMBMCA2r5yGELgSr9ZqLshYHKYhIZMRuZiwSYmxgwFJK2ziYAxIBAzpfCQ9X+CQCAgpgRGdUUyRihFxrvOqvXE1NlZqaGVwY23+X35JXbUS93lcjOCIwMosIFS1mBt6kc8jX1Zo5GBA6wrWdBGDmV3E2NDapu0E1JUTidiPuiB5CJLwScxzADLWZGXNlFkSWwBIiEqt5qSpkolZKLaWaqwsDAhqsKa1p1bZOBCCiJqBrbYQQGCBcA7TM5EBoyFaqXsdcQDXV6hzC9fZAqVEhgK/Vpeb+uMqwiZhIhIkdqE3g7EAUI2EAEsdMzCKEqGQO7ggNkaPu1asaiFoFI1A0QyCR0LUUQFUtxRoGlIiqQi5tD4I1sKjW6kVRjQCQnCK0LQ2m1Bg/uK6GQDEEHraM1N6KZtUUXENbdJRSzckB21eemxM2OgGYWbVpKUmEARpVeCHy9pQRIRMSNjVBqSlZqWTOLAISKLizXJkvZJpNgRyAkBCLakk1F9N6RaeqAjMwODE0RW/NKwoxMBASMhGaakUogOrXdlqtRYu6m5sCXKXn7g6upSRVQsJaiyo6CIVoYOqG7kLIiOZm6rU6ol7ps0Tta8Ld+SrN5FZuJAT3Zpi7Pn0EDR9DNRu4tuR4TrkJVNSuOdG2O1JzbE1IEiC+AjnB0IGAHflawqNm2AM1gzZWoRODe7G3MKqZu6FIaLo8gNLwQuRslh3aF5sTgwQpBVUVsRVTQy1XVFeQIOzCJefV3Vq92a/7PSYgV2seclNwA0RhEpGgqrVl3pEIhTkCVIAK4CE6EoUgjZEbotRsWtzQzaqbEV1lH1raJKiMcFVVI6G0qmFstNiqKtLcqdj+IiIDMhK3qLaIxBjNrNSCaMIEgDVlY3RDN4LrO4qFAxFdvR5ACM1AY+6uVt21xX0RwdUJMTC+9asBEM2MwMSRkZEDBTCqTh7JVa98K2FSA3QncAK77ucU3Z0ZWsI2hmAdLJxq0cUToQSCIIJACXIpME+l73tC0UqEHQdjRC21JtdqCEwcmCNL4CA3AS7Ty5KrgUXpOukII4EIx5vD7Th0y7Kcz0tawVViHFWLp8qBui4EVCZ1q3ldcyq1GAFvt7vtuBOQ6TSva82rmlLOFUGb7ZSZuhD22+397d3D/YfTaUGdnHHbbRXyZXkZukHIrFaO3HUj3shpPlewVRNR1lIwQfbFRUNPyKZVa14Cd0yRIypCtXqezy6kaBqBSufQJbVNz5E4ryqSyXgYqIuU5jpNc6kmXUhahn7skWMalnXWYtVqqS4qfQy5VC3Oxpt+e7O5wxKjjBx6p353eDgvWUvt+30faZ0u0/zsnve3PWFVR0RjJHEWDWaVDFyb2kWQgjFpuYovJdBmE7BWeCuRO5ABmSZAGDYxFnQrSOq6knM3bMtGSwXBrq66XNaXx+lw8P2OeCN9x8xYSyp5yuulLEsfxkZ3ZkQkcnHzthXHwOJdVCPm9tBaKhmQY2B0qmqlqrgTMksHbF69lApGBIYI5EhGaIQttorUiOMsoQcIAn2EKa21KFVHQmSSIARsYBaRDBgwSKiphaIBmma4zDEOgeNu3LgrC7GHqgqOAsQApAYp5S10Dw8P//y//k/jfttvNkR0d3PbdcP93X3f98xkXp+fPh9fX+fL5fjyOl2myS+51L7f3D3sh6HfbIZ+kDWdearmpR8EuVePn788P71+eb08G+R92owbOdx82w9bx/L6suSShbH1hcGB3ErKOWfhFMPchd0yzymlaZ5zKuA2TZenp0c3d4W//e1v/+9///7P//1vXdyDhbza5bzmsjy9TDlXRO8CzHPNRVVXR71/d/u7P/zhuz/UtSzTfHl9ffryVNRMawWgUurxeMpdNw5DFzp0vJwv58t0WdaU7dvvfl+LL8sPp9MMbtsh9l0n6F4SB9tu+v3+MM9zKXMXy/3dzXff/uZPf/zTZVnGYdTV5qPm6Wk+JzYlRageCMauf7i/e3iAeZ6fn16fHp//9v2XZf6vu/14OGx3u+1lOqZ0UU/COm76GEeque/H7famVjifF+ay399utnc56ZfHl8tlAWAAil1/f/dwc3eYltPT86N5dov9EHe7zc3NLh4265Rf9ZL6+pv39998+M1333z3/Pj49+//8vnnj2me58uSs+otC/W39/tW106W5zwvT5fny+OymgMEgNgRumux2LN5PZ2Pv//t77eb0bx+fvy85vW34be/fPrl6fnpcjkjWYwiEh5u70RiqeX19Xm/+/o//Id/P46jA6w5XS4Xra4K+92NLMt0noP0uy3viFikrS9yzvNlnue1QahL1ZTyuizHl2ckakdSBOpi3w/jsqy5fQLW3NgkFIIbznOCaoHl669+s8zLbnv45uvffP3hq5LS46dfiGie59fjcVkWFhGJ5kbMXdfd3t6q6uvr67Isl8vl+fkZARAg5zzP8zTP42ZTck5rykuep/mrhw//8Z//54e7h792449///F0Op1ej+M4vnv3DhAcbJ6nv/39L//5//zfT3PZHDax51rX0PPh5tD1d6fVfnn9PM3z60lupyGOG0NV13legGsIklUBrQHZ0Bv9HESo72KD+eecEEGCCII0MDA2E1RoRuBSSkqpteLbcbGRJtaUhZAGCNwxUbMf2NVYpe5GTCQR38h7RIjoDa15DW7pVeRFhESiVVs5rgVr9a2218B2DanapO1mXquyMP2rJY/GsXPAUrUpcq+Z0ivWkFpLHsxbtNFctV5v+htnotZ8RcUxEkEj8tdarqbvIEwBESUKCzFQCFFC8CsX0q+eLjNkQ4JGWzRXA2sYyaZ358ggmHNx86K1NQzb6w2hgfL/Na7GRMKA0nJQ7WRO2KqS7EYtXPpWSUIkhPC29WiBUkZqMS81q7VAa5XBr3OjXW3KV+0fuBlA00ODNLaDXUcvc9NatVQCCCE2fIg5/NpyrFR/Zd6UYu5GhLWd9x1yzs0OxMKgVxKDiDQ/G0AzPVokkBiAsFHsfv1J1UxN2+Rh6r/mga+fRVWz6mAI+Gvkz8AQrEntscnXf52WAQiQRQhQNdUrXhKv83A1AAO0WqHr+6HfsmApJaW18ZkAPPs15ppSVrXmVWvCklpbr7WtY91MUyqEAsDtGWQg1woiANa2x24mgZHEzFVrzsldhaAtqdrtFQCUUtc114uGhs1QrTnHLvyroV4EgUpOOeVSFBFiDMJBiJu648051/TcVyG9mqdSlrWui5Ms5qAGqjAOyBuCKAhICABoZtWcjNFQs6clVVSl8oYzsVKyqxOhagWHWrTWNhFd/yBiiywSY6gKDbwUWJipORXcagV3FUERbtd2Zrauaxchxk5EEKlZ1FW1JTOvMAPVEIUFS8lpXlRLiy4jAja4CaKI/Nsfhghj7EVYhJA857WUsqbqpAbeYr+GoM3IVk2LBg7Cgbmd8bDlJ/Gq9CZwKKWo1vaeQbI3mcqvRKgrg4qugsSK2Pal3F5TiJ5zUlXTTIQo2HWdC2ktpZZa2+uNmA3h+hY1MyAmJmZq02MTDtH1AgDae+wt7K0pJdWKYDFGFiJEhWbiNLzWsYGEsQktg9gV/1nNnNmuSBWA9jPD28u2fQxijM0hISxwrVy23+x1fm5ECgDMORtga2DWcnWOmSszNEmAu5vrtfbNDI5MJH1clrVF63/VpTBHYMRIpVhVa4O/uwtL+9wCGEskhJSqGSi2dFwXo+z2m2UpblZKCR0yRSMMgqatH4ttiAVrXKF6mSZXGsd9F8mMAHRNc4hyd3fI5bxkaw8dEyOQhLDb77fbrWp+fX3N5SfVSqG7OdwdT4+51CC83+wk9KWmnKzkjMQAJjF8+Pqr/XDnhb98firFStZxvNF6LnnNK3igLsa+3/TxLvA+LbTOsM6wznRzs++ip2xgwUoFHcsKFGG/uclFX+fT4+enftOTwI8//VBrIoKvvvpaS8rLNNdSq2GuHQUiASvn46kCoHC37SIFcbaSeeyiUIUVrAjFm/09GE6n6fR62m53Y98z0rouBkoIIhyj9AOLIAvFKNlyNWUIfddvN6NnJgKHSgy/+8N3t/eHl6fn9+/uIwPYgi+5+rquK3hdLvryOp2e83Jy8NA0Pnldz0frhGADDYOkqowSYxCJ8/GipTADyRsJlpCYJLAH1oqlruREIkFiDFpqPh3Pl+N5uaSywNBrHXRds0h2QahQq9Zac84lR+klxDCGztFzNK6tIE+AMsSw2UVirJbXPAEiU+wi55zfvkeuttLWw69ggUPDEow9e5bqljwrGnhTChOjhBhIeoCtHz/PZUEDJ3yTtEIjFfeh23Wbw2b3VM+XuvyKv26st8Ys9JYtuT7XJlr0Ms0A+Lvf/37YS98Pl8vlHx9/TLWyxDmVak7E+/1+f9ge9ttx6BkPMdDp+LouS1pSCJFYj5dPBluJu2rwevLTBdM6V825rGmdjufXJZ2RLAg72MvL8+Gw7YeHb7/5duy74/HlcjoCsKmVZFaUWYT6dc6rn7vOhbkL8aKXzTjc3d59/fVXZvbx48eX59e//vnvj4+vw9CZ6vmyfv5lMlVVLVZNvetA9rDdDbEj4tqi4jHG7f4O2ed1+scPf8+l9P0wDoMrzNPqWq2qGby8nA0UOsilVnNEIYAYZL/bBolCtN8MnXDNCYGEWCigSwzDZiQnyal8/vSZJEjsBMO3X/3xZvzq0/3nf/z1Hy9fXrSUKAI1p6Tn03q42Q+9DIN9eXyZZ80J/JRK1WWdYqSuixJC1wWmgBhijO70/HQutQzD5t37999995vNdl+r93/7EeGXdVXApAql2LKkZU6llPuH2/fv7969vzVXFGKjm82+w6GDQStcTsefFM7Hk1Z99+7Dl8+fpss6f349T3UYNl23MVIXq5gwuANk869/c08Cy3TJqZDjsO1jlFLz5XIhgKEf+r47neB0Pv79h79dLpecc2hcOAMS2t/s9/ubhs29u78lisQRiSIQS16X119++Rz707Iuj09PpZaHd+/+6X/4p/3h0Ewhf/7zn//2/Q9fPk0x4nY33t3fr+s6ndbHNXU9ibQeL9Xqac0pFUTebcf9fi+BAazvx/v7u/cPDx3Lfre/Odysc8prymv52/c/LNNlmY4SQghht9t98803m82mHzdD33MIRNQqN1X1r3/5y3/9L/9lmqYuxiAhvM1Oy7KM4xBzB0qMoaz154+fnj49T+fz+4d3P/zwj5QzMf7l+395fP4ybsfT5fTL0yfgutljGLT49P9R9WZNdhzXluae3D0izskRAAGClHSrJFX1vd1t/VD//x90PbVZW99BJYqkSBBDDmeIwX0P/eAnoSoYngADMjNOhMce1vrWmCaN08Pz+QZv84Tvdq+fj4dhh5QijwkYFPOyLmYNMaIPOSGsaVe3MkFOPAzDZV5qQYldPVw9jAAR0cPMgQJb861utS6trWYKwOYVMbIgj3koeTdN/BIsU1J2xuqddB+qKIkCEAJI++FilwMOL6Tv1hSjd2XMF0OTXGLx4pLidyGSdHAAMXh0RBhzSpKFk3l0sLmFN3VJuXd4ARB2sTd3TxRQOFhcmhAHhBcnTy9Do4MJ3I0QW6vdZ5KSdFc2InRMMxMFhaNBX0uGvZzcUXUzs27GMDN1JaIIN9XYTAApRa3NtAMAAS9+O8fo6tcAZBYeypBYexK6ubtHTqXnB3Z3GCa5RPn0fR0CAFzsiQE93C7AI6wDD03twga8gGnIzIghISNeyPjm1hkkZUilFGEuJa1r3Wq9NE59jdYT4rSZh5sxYri12tFzzAQWhhDuFq7C3U6DRHiRejqZq7ZGF26NazNVdI/g6B71pqEGTM5CDICqQJQQLLxZ09bgHynrff3mFEDEQNhp4GFK7ICB6ADsAOFooeYRhsHg5hAaZkh93s+t+Va1Ns+EAikJ5TzkPCBCq24KbpdlhrvlNOQ0nOe51jrPa87GxIhUSu7hS9xRmuDmVU0JumdKkiR3q5uq9tbO+0aNMJDw4nsNV7UI58vuxAGwVjXXwAjEXgwzExMhQKube5gaADoYALk6XlI60FyjKjGbN3dTVZIgSedlXbfWbW9EgAy1QgSwwH5H0yilcL95gFFEqBOFDJorQKhGyMWmGx7WOwXsT1V1j9o0HPugpDdI3YZKRIgS3pkdSShhTwTpgSsMLEjMiBSIbqGmPZodiKDDZMz5a1RCt8EiMTPnDIEAhniBx6YgZBzG0heG3JdO6tvamSWURCQJM3gYBLs3VbOAvpPV6kSWExMyMhGQmZ3P80veRXfVIjNHpIj+KF34McRo5mbav/RL/gS+zL86wjTM+q4Rv2JF/QU9RISCjBxEggJqHi+HIdGLtRf6xtLCwsM74xQRX+LwoHNrLp0hXAZe/R91rhURgifAcKa+RO037iX/M3o8DjpcThXpUV6AXSjxNRLzpa9zugQlBDNO0xA9YxTI7YIczDmIGC9nn5srYKQkRKLWCTQde4OSUv+BMS6JhUgYiGZWuzYnAhHdIhxyFiSncCKpTVUVCXt0ILOYq3u4WykppRwOIqmHJbqft61F6LoaA7CUnEcEWBbt88eUUpht63bajkkKCrfWWnXmdHtztWyL+VYrSaJxLIFGhISEKK3q8Xg2jXHK07R7/fr1qaxaMWUap4FqQ14tvG3tfD4vM2gjoWFZ2uC4tYZ7zjKO0y4rxEQ317ibDsfDaT7P21LR+fXt/e3Vt9Pw6nSsH/5+fno8JiljyTsu+0znwzOg39z8oS3b8fH0tx9+eTw+LbrKkNJuTQNxQqQO3qVtafNxmWfdTUkErYFTeCAoEwE4tdkLd/4NowlikA5W66L6+OnY1tPj55Mg92HUtp2fT2uzbvlDBB+yAGlYM4V+5DJ00hdhcG0rcb5//SoNCKRbPeeBKZyEhmmwAGRc5vV4XA+H+XjytqBoiBMBJmI3r2t1rNYUAZg5sbCja8uZKKeUUBIhYYRpMzQMkCSUc2aG+qz1fFw2c2DmdLXL7JRw3njrhzYzMyfmFO6Sck7Fk3b+LkQHcnUJN/X0y9N5UZtTTmUsKXMpwzByLoxItdbaKjNSIAUghmrVqmBQGEUyUaaphOqmNVrUTqh1gOZRDZGZiBO/unk16jq3ZW7btlVHZSQBkeA+2yKicZq0wul0sjDAyENOJZOQhZk1s6ar1rqpqQDAw+PT4XTa31zlCQPx+fn546ePp3lGlsfDHIFXV/ttW1QX8CqMZg3CWFASacP9fspFHKvF+by0gHlrUxIy09a2ra7bNh9Pp2YbFxiHoZQc4c+HpzLINJZx3Glty2nW1urm69mZGhEQ4zq3gNoqJBkgPAlf7XZXV/tpnM7n85fPjx8+/HY8HiXx9Td387mFr/UOVVtrVpuZeRKT5MNYUoKmZh616bpuu6t9TmUiFMkibSjjOE6djadbrV5rq/O8NmusF3QdMR4PB+GcEyceS8pX0xhmS2uuYBHbpqfj0qf2Yxnd43g4mv88jNOQrwrdTOXqereNeXqKZ9cAAbPYVj3EnNMYAK0FoeTsCM6C4batbRqurvbTbleGIQFRtYAINV23rbamxmVcao1rKnnKSMkcPNAMOsRJn9p5Pi5zK2V6/frN99+/P8/H83yeTysWmnKZ3u4OT6e66vHwXNcVAYdx5JQDazXfnp/TvI1jJSEeaQdj1a3W5g77u/H+7lrw3cePX9bTghElZ2/eWjuent3t+vqGBbfajsfD+TxbBAt5hHp40/Oy5FKmYTT158OBEfZX+/3V1W433d6+Wpb266+fvnx6PM/neV2ImTENeSKQ8KDg3bh/ff8N+mC+3t5evX379qeffjodzsu8qmFOnFKWzF3DGQ7CaRjGlDIiNHVtbgoIjCgRZAZMyb3O8zqflrrOrppyub6+efv27avXr66urodxHIYBEJuqu5dSUkqm+vz09Pz8PA7jfrfb73b8QmhIiWvdioyFCxh++vVTTmkah++/+24+n5Z1mXZDGfJmy/HL82k5NdjuvtlzZioiQ7q7v9Kww3w8LV+mAa/ux0ibJNTYHJQ5UqZlc1O9bJyolxneVxCMIIzMGB7dWefm4WDqbhqEwGTaIIwoDEC1hisxCCATRChEMIFkLiV1KnzT5mZZEl0Sqy4RvV9TepEvlY2acgfJYf8TBQsiZn45pTob5mUA7+6m1msIvqwWe8gySkopZZYUagBoL2jzVEpKqZv+NapWRYyvo2g3D3P8Cg4NCHOAqK3TVpEIHRkRIhypi748IIAhAA3crQWlnm9MSOqtmQK+VDxuTVWbElFvhwguGXqu7sQJyDU63KCk3IE9fRmH3OeVzgwlZWeKCxzfA2AoJQJ6NUpILOxm6tb1q+ERCOCBFNRRnhDhYNoH09bVs327i9Axi+jdpXOpNb2v/7peiwg7BOLlo3TC6Oor7HeSQ9djpSThGGEiAiDOHS/hvSaWJGVIvei0zluLCPfmTtYXPl83ToARwYGA6lH7DiwCwZs1aGDh2lRNTdsF7hPwFTbDSADuSAaubqYmlw2gIQiAuqN6A4zO90P3cGUMQSIWdzR37Sm2wESJKQkXRHEz1VAN6r4wwdZadyRGgJlrW1UVE+YkKeVeKF8y5BEQoVuHhl1OkojYtalpa621GmER7t6Igi9huz3ExC5DBuQePO0dXsIoxACODijBRGFet63zJACAODFhXK4JEkJfITOjmbZWa60yCCKtta1bVTNhIUKRbqqFlHAceByTMNe6ukUQdx8XRq/OARFJkl9iGHromnUsBzFE9KST6M0DAqaUegfMJJ1NhygIhhAQ4qHqTS0CgQTlRZAP0VEeoESsikitWWstPJIIizC/dH0YTIgUEMDSE/oEEQOcCHORftv2aQoStKaXFAdJPcZd1Vvr9sNQj0BIks0tAnIqPTgU0Nxd2+YehNhNqMxIhB4O1vpWn4kR/SUSQi9ezUu4O/TMhogLhiEizHpg3eXYjEvqCfSwCm3KF74UBVj/Fy/xhejhEe4OgIbe8w8JCaNTeF+YvV1S0aNChRkhusgzIjoUVEQi6NKVR8cUabgh9pfH/4rKwa/IwN5s42WyYH12gMxk5uhWSu4xYRFYq5q6ajVPzMJMpv18UyIQSSLctKkphFt/DbOom5uZ6deDyt09oGm7UIABHTwQmPHC8QUyC7MARAsLg55779aRo44UPWiRkQDysqzbttW2sYEQI5FwDoGIS3APM/cwEULOuRBK3bTVxUORnDnCrbYl0JFCrZEUZoHoZYZrCpEyjlNTjzi2zafdSMnS5hoO5KqoDh7oQc3C3NVsa9taVydoVolS4pSkbFubpQJUCEfIEHlb47HNv/z9y99++LCt9v7999siiVMe7lcEpDaN9wbn+Wn75aePm1bn4OYFICAXlIBQMF3rfJrn07bMLhRJAjGAwQNsg2AMB1CPgigURm12YIiWvEqd/bM9WaX5VIWYMSLUFJb5uLZNRFJJRJES+cXEEwgsLIJJW1uWWTwtW0s4iNwGNYPVYXNoAK5eU5HMQyp8Pq21Vn+hwXWAcBGZSkFWN6/bZuZ96MZAUX2rdRAqiUU6DLuPL7oexwlZWAi9+rZtdW0ueSxDGoaRgRLJwqeSs3ASKSKJmU0BewInXh5JJiagcNwWNwtxAmSz2qoHBDGy5CFlEUYE1T71jlwSKbHji/LiAol2V7dQFW3WqqpaUJ8nEQWhIRqSkQhL3hGLum9VvdlmjRGDg4la6ArbGWcASVmIKSKQOCUexiGXDASuXrWu26paPVwo5Q+fP/384dffDd9A4ai6PJ3NTISDcD6tqjGWvC7nJ9R1PqREAN7q1toqQrvd+PrN3f6qBK+Pj0+H06dPn5fX9/d3dzdX+ysWcoDzsq61qumQYZrG6+s9Jz4cDst8ns+nt2/eCGWhvNRtPtX1GIhmum3bE3FKebCG7jOz7HfTfrcT4vPp9Pj4/PDw8PT0tN9fXe9vr6/vH78c334TpUyPj8/n07yu61bXum2tbiTiodpsq+14nunj5xa2u9pJYpY8TlByNvVt3U6n2ZtqU62q6gFwyeWK0Fb//tPPKZebm+uhjGPJOQkQbUhatbkt8/r8dBKRcTdOVzsh0apfPn9Wd4FpklfCPJ/O27Jaa9rq1lq4K6A2gyBzP5zO0zQMg6worvvFAAAgAElEQVTr2odqZrqbxrvru1ev7q72u8300/NhXRY1U8Ukkzt9/PiA+LfDYb29ffXTT79++PB5mWurBoHLsixP59N5nmd1h91u9/79+8Ph8e8///2Xj78yH9+8+eZ3378fOR+eT+fzKtMwz3E6nQGoDEOZ+OHh+Px09IfTm29vb+72r769+fDxgx0VDILi2+/f/V//8i//+v/9248//Pjp4+dpGBhkv9sdDycLU6tSBAUBoD37um3IEAGqoLXN57/sduPN1XWtTYj343R7e/tP/+k//cu//PPvf/f73e7mcFw+/T//z+m4Ss5DHtrmP/zlp8fnhx4T8vbt2//jn//5/u7u559/Sjm9fv36+PT89PhlGMA8Oid3lzqmC7p0kFmWZe0pYVpVq83HGTzQAQJySkMZxjJe72/GIYeNr1+//sMf/vCnP/1p2k1qdjqdquq6rqfT6XQ69agcU33//v0wDMMwvH716tt3b4dhWNf14cuXDx8+LOf5Znc9DkOr9eHjw7t3b+9u77/55k1n9V3fXt2/vns6Pv7w0w87GICDEkphSICJvnn7Zm3r33+Lv/34c0u4e3s7XWcPnetxXnNBAlBAV7NaPWcgAgIQAjUIBRFACLPmakkk51K3etF5mQc7hGurEUTUScbGgtOU+4v0so0CZyB3rXVb17XWGub9f+vawIALYRF6U1ejh8maa0rCXOCyffKuMYvoFHBTjWVZezAeM/deBcCZOUTwRb2Zc4/UykiMFIBk3tw8IKiP+kW8NXdXre7UN4ed5KmqDBdtQ0CYmam21hCAiTsluQPTCTACalsdFMi+QjIzBcMl4rxqq1ova69LBeSA4WBqrmoULzRkD3YCR0ZB8kCYhimn3LMfEEH4Ir6KsCQSgeFeWyVEIh6HrObmVmsjhwTslxeEvrgRw9iAAXqE3SXH3SIunEki6Ml9fXBP3VATjkjd+fTyE7hqY6b+XiTGlGXbKkB0tQyAu/1PMdalmKJqJOnYd0TwCHAiEco5DcOgqutqZhpBfRCg2nW//9P3JhdFZoev9Hdz/91UzR1bXdfevQN8zSwEIARm6F2zhbl5U1d1YABw64Fhju5h7pdUCgBXDbOxCDIDsaqpuTswJaJEJCIFQUxh29q2NrMoZcg5ESHEKiIpc4S31kxbL0Ek8TAMvcyPsF7o5yxeW7gJkTBGeNMe295fJ63rg3KikoWli5YvSSQAgBhBgUAQPfCahjIAuJma99WxqV7CDCFARIYybLBFACEIYb+UwmgW2uq2Lg0ShXxNn+x64pwxpSACZsqZkzAz1XrZQotIXPIagYklCTOvqpspuKl2yCWQAAsCxgVrmQY3cI1hGJJkIn5ZJyIQarNwNwVHMAc1B4BeyzBzTwvpgSzuYOYRdVm21lpElFIKAnHuG12AAES1qmoBRoK9PuvKPiJ0A3evaoX6GouIuKdHWtO61W1bWqvW8V0eyLKbrlUbgF/tb2qt67oCYdPat/ddljmOA78gKJtuL5OL4u7utZNTLlHkLzh4IiY0cugIqy4xU1XV+r8ESCCqNdW2bVsHfr5sCKO9ME8hd6mXm3+NKu27Qwpw676mvha7yLwdAEWIOfX5S22GCAwA2FWmfMl68VC1fo8yp971vez3L68L1XjBLFN34Ko2uuxZ87KsTdsII/M/bJDutbYta07SlQAOYNDphUlyzkAIiu5uL/kJ4K7qXRCOnbCPiEjdAe59WESBDK15a+YBkvurAAAvCgdUQEQHd/Cqa2CPvCFm7vZXd53npeBIuYQLkCBEBKzr6o5JErNAYB6mkkriNI3QIwTm+SBZsuCmS9O16ros8y7vRZI2JJKchmHa769vU+K11vO8Isf9m9t54fMCtbk6UHUzKzm1SvNZJQEJrW17fP6MRofDaRyupuEaCZd1nuezmpZhyHmYz9vf/vbL+dj+8h8/P3w5XV/d/6d/+pe6wRlsGK7vbwdOkYXGm6vtsJ2ft+lqJ0M61uMIOdEADvM8r+vJ2hJWtepyhiwmgoAkRSKiLmY9AyoJZSIgUzg9rwxQRKClOrdPj09JpnBkIggPb9jrkGjep4jY5zd9hKGATCSZ8/lw8tkzZY0YYjrNw8Pzly9PX55PT9MggjgvpzzKME1llOfHEyIMg9AVWjCsqQx5Nw5X0wRDXUVnVYhg4XEabPVN23nehuud5HRZ9CJISi+BTE4XvXN/ZmypzYJZBmZJU8qcBYkQ+ofIlADIXc1Dzc26GZVKKdwWXePhsA4AU867qYxDFnHoc7qXyXWrGq4RICIyUFQmBQYoRdjDqwH4ui3buran5fxsT89Pis4lDWkUypkHwUyBaAANCDmFJJBMuaFXr5czRmDd1npeT0/H6/GeIOUsAcSMpeT9fipjlsRNwdy2urprhEsgDNM47EYgyKVMO6EUqUjVZh5v3igE3t7d7HZjoM/zcdt6XCiUkgm51javswz+5tVud1W03rXa9rspCZtZbbW2easLorIAAZ3PM4vc3d+NZdda/fWXz3WxLKlu/vDlPB8qteF0mltrRDBMeyGABG2tDRsibevSWq1VH748PT8dTqfzmrSupgqE6f713dt3387n+XxcDsdltxvd9PD8/MMPf3l8+mweiIzI5vDbh0/0+XMqycORwnR1921dz6cZPBhJOO33aGGYLQDUbNs0HHJKr+5udrsrRtatnZfFPe7u7k/Hk7YGjuHsjhB8d3N/c3+bh/x8On78+8Nf/v3/hQhX1dqY627HhQUCtVqtrYfOjuNYygiAechJUkS0WqdxYpLlXNdzO7f18Xy0C9yCiKm1WNdlmX88HubffW93d3eq8fPPf+9Jr+725s3r999JgL19exsRv/324bfffv3xrz//8O9/z5kOn5+Wp/N+f11yQhg/f344Ho7ruk67a4vz54cHRy87JqbdTSk7QfE37+6pyIcPDw+Hh+P5WYT/+Z//y6u7ux/+8sOYJ692PJyF+fnx+PNPv1DCYSjDMJqjOZSMpRSz2JY6jsPtzd3d3auHz1+Oh/PheW6q4263v7r+/OXh0+cv//qv//r580NE5DIcD6fHhycLJPLbm+tvv3373bfv3717d3N99d237x6fHn768Sfd1iy030+q5gGEuJvGAJyXc6sbsTDTuq61anhcXe1c7fnxUTe/hLcAvnn9+o//9HsRmc/Pv/z81x9//PHf/v3f/u///t+lJ++mNO12SFhrPZ1O67q01hjx5ubm/v5+ns8///zThw+/DMMAEdu6fv78+fnhyTalgV7dvx6GwoKq7fHxCyWSlFq0T48fn44Px+2ZUgC6q0/jMAxl2AvmbRjhfblNk6qsNHhBrrXVtpyWg6EQm1nrSW4lc0qIFEyE7sDGCNbq+XiCCBhKThKhAEGIHYNCCKYNgUOYGJOQsPQy3VS1NQAnhJ7KUOsG4cw9LgEvWBFCRuzJXQHgDv28JwJyYGZE6NHVADGOg3ACQG1a6waArVV1cCfsKTlmhNFdTEyExEKckrAIEmuzCBBJQCy96wGotUI/DtrmXi9NCnYERAB6AAI6EgNAqPcpDgIEGWIKcDDobIJO8uyo+G5cuSjv+1LpJXjB46uoqQe6Ivb/HSMlQcTu1GPmsUwdlW7mOQ+JBS+Wye76u8hcVZUImBkVe+b0ZdVpFqbaHFcPD1MND6Reg0FHQfSMWjSrZl2bAA7MQBeVVi+dnfqcnnpiRV+6UJdwtVbNTJiZO9+EZtVwY4TUiQ1ARJxzKrkQczBD7sdOs7ZFWC8Oe1SgadvWtdXNVFtg7zK+Xj9muCSSEbKAJCqlkChSQwJhYiEOgq5TvbjvLpcdXmpgpE44CTW1Hv936RVDu/3Ie+AhIFIgOXjnZ+SSCcks3COlUnJhLoiFOItkoYRABFRSyZJ3+1GEIjwJu6k1w4Ahly544g7PwWjWWq3hllJiZslCIzoBYbi1iBDGLCXGUrd13eZ160UApoQ9hRExcmLhJJJZMgJ2c6CDkcCQB3et7h5gaj3wMKUQCTeI5F9jsoGAOBFIX8KEm2pT1TqbbwToCEgpXW5YxJ7PTYxEFGYd5MNE/RJZa6qNmDCJpCIiilsLM4tLIDf3TFcJ9B4dnhJXt4DobmBC6Zpuok59McJeDgKiemhfgdXWJICIkQQZAEzNvTZ6kYNGuGpD7GEJ5RKf4KZdGqUNCcQ5pdSJL7r1qbmrunkkKe7BTExCSNVbbbrWauaIIJxK4pTzMIza+JJ6YhHeN3KXbVj3kozj2Oc1tTbVqmZIFIjqqqoIDI6dpRSXBqRrYi+utlprzkkSu3t3wl58mIRECBat6bpupZScUgRCUHf8qlkzVdeOZuq1dABFaPThjV2+Wg/f+xpkAojdRI0XPaWBm4X3Xbn716EPXBT15gGKRA6BERqO2gAZmTtcqnfagWDh6kYARNGvlrov29onqqUMJMhOaqCuVSsABFhgIKOFW93mdVFTRCylILGbzefFzLqHvDtOuzaYCLpJuytVc8kiYg5NvbXmyxKAxMQs7O7htWounBILEEKYVQBb3DeqAOyuREiEQoVpcuMu0B+GwQGq1m3bIAgvQWUGjgg4TWMuUusKGMTIgLGZu7GwAwRiHsrN7f1+d8fC21ZP8/bw+OVwPKRcxikhD0Grz6QbIskwXSMMWom4buvGgpKkxTlcUbS62byel7LUGbBKilw4vP364adWKcvVf/mvfz48LTnv37x58+c///H6ev/0/OX5+Hmpx2WprerxcdEV9t/c3ry+2bfzYst83CjD6TSvdWX0LLLblesrEbZwPTwtt/fXKZVEZV2bug+jnuxUqVnbhGjIZZJ9IV5jPp5mnrDrdtzUHYhktytlEO+jIvTaLCCQAjruGDCVvC6rhu6GiQuvVf/643OLMNgMVid1IA1lx2aNWgBiGXK+Tc1RCf3MLep6Pj89RqbQYa1eET2nJCJOFRnGXZEiSGhmW60Gkdxf5hfeWmhYq5s1QqJSBDkBwLZtYx5KHuSaIUwSlTJs22bN0bG3rxHgAUQ05GHisdjag0n7NjrnXAbhlKtWIDezdVvCqzC6BSGnkpHEN4napZUa7ggpSaKR2pOradeJuLptDQ0Spl2eiAJcfW1tUyUrPMi+FK14Oq7b1nU0YeYW5tZSHbJM+8FMAYIYJXMeci6JE6bCZcrn+UTM4hCv3rx+8+6bPHgqKZfEOQKVGqr5/e01i9xc34xjWbblcHhQrYieRIZhEknEtK61KpXxbhxHIXJVQtzW9eHh4Xg6HQ7n+dyAelUpddPTcSFKSQRcrMbz4yJcIaAu0VaEDQ6Pzd2urwdv0VZlqKYaAAucMYCItq2dTmdTm8adtl7WxP5mf3W9Z8GUORXJrdzd3zPTOI1fHj7Oy0mZAHBdazOrugKYZJl2Iyd2t27kbU0ZSbhjuEi9KYIIszgAliHf3999883r25s7Jt7m7TCM27y5OsTnw9NhWzdojhzTDksedtNOijwfD8tyfHr8DSGS8DSUIYsQZxJwWpZqB+XMzImTAKCw7K+nYRgIyZrupx0ELvN2Ps2nbT770keDpRRV72+g4/EcAVf767ffvh/K6Ganq13VihSvX91PuxLQJMH5fPzw6/rw8Pn4/LydZp7yejx9xl/XqxNJUYPzaa51C0BiQRL1UA9KNO7l9tV+GItafff63e3r+5SL2qKtruuSUxKmJAzRKWLG1PNUIYnklErJt7c3alMZSERUdRvqfrffTdeXh9Ztns/PB/ztt996tf349PTrr7/WWkWSqdVtA6Rpmt68vvv23Tfffff+/fv3d3e30zRmYWur1XXIfHt9tee+2zE3v9qP61YPh82sIUGEtFZrbeEAMUF4q7VV16qtNgSayrAuy+HwdDoeDofj4Xhyj5yTCOech2G8ur4uQ0GkbVufng5PT08317s//vE/v337dlnm56endV2GYcw5MdG6LmFOgehQcr65ufnt468PT58lYRrTsMuYZGmncztVXwRRCpWRMTdjb1BX15zTeE3f5N0SuNESl0RTV1/VkxC6OQbkBCWLCCIEeCARJXQ3a7bqKkJmpNoCghGRuYNR4BKT7aatS4MIHQkNwML7XFn6GBkJAhAoSRJJOWdEAvCcxZ165puHI/WCHgEJ7BL83VkLCJBSSpIi0MzCvA+k+7LCw8AuNmQiYU4pSUe3sVBvL1XtkgV+wblErdUjPGKrNbwiKAR7qEPXfhmABVJQIF1MbmoaYXGpJrCj8L2b6RCRu/MPO9Y7IpCJmIgYAYiYmEwtAugCOIle03eUYS4FANTMWgVEYUFkCIIw6iJOxEvfEuDRvYVRaxPpye4XXEFr2loz1b5jrVsjwvBAgG6h7FRSu0QMfy3awL2XZAAYHt53r+aRCToX9WJip56H3tesptrcNKVEl5AJo5fHtpshmSSLZOHo/BPqoEJ1ay/KmejJAS28bltTdY/aAhFYQAQBuoK3r9zQPVhQEqe+lYbwHnDPF6EvANDW3LsCDYAujR8jdJFwl8Z1gApSX42FR6iFey9+gbu5Pbxb9onJtZvlMOcylCuRQRuaU6cIggMjo2QiHFIBinCjXNbNdavh3rtiwiAiQAB302ZaGQETMzIxQQJzZIQAR4ROMhTmOnBeIKXYNshZSun5jQYAIrnkIeciMriDaY/OqoAuJBZB/xB+mns4uSO6hamaWu/3emj5BWfi5mHdTqPu1Y0Zk4i8eJr7DloYmUmY3NRMsU8gzNpF3OYZOQLdQa3nY7+Aerr1jokY1RSBGS9pCh5BTEgUgQHUJyI9oE4YkVDD3SmgP9RYVc1BBHLfv0W0ZqDWn8XeLHpYb/C6grHf1QEeYE1rgKtxgItwBGzb1ns2VQCkvuztjtS+YTYP75NSppSLCCeRPh1AoHXdemC499hwFiJmlo6MuoSz937NDSFCKyLWWhkzgbjZy3wCLrnl/xOzSq3bYS/azgtMxgzikslXq7Ikka5sQEZMkPqbrGnrj0ZK8rJjrIE9Nad3dBwYfV3ct/qdZ0t9ywjijqZhl2PL0bAfFsIclxR7cEDsJjoIjGhmIhfsSs8b7AGVnav0ErLXqTKopqHAbCwCL/4mffm2LSDQgcK1zxJbF0+KSDiYeVML74ZrDAekEOb+JRDQ3GprfUjZ8Tvm0cyXuZJQLokSsJADe22IwImIKF5kJU2rewMQjy47LxkmocEjzAIAJElPPjOHvobHaLgjLoLgKQkLelTAHnvf3DUgJCUACAhOKeUSAM/Ph3huW1uOp8fT+ZRbeT49sABJONimtTUVGSLEEYHFqQJGUHCyNMK0L9vi2zrXtnKi3VUCp7FMWv350ZZlll15//7tblpMqWl9/fr+zZvXp/PT6Xx8fP4sAoOTVpjy9dV0++ruzZtCv3z++3F5zpkXnhG2CCfiUsp+N7q3bZ23ddUWQ+IhjfMCtW6bOy5zpooR4zBwGka+4d1VLKejfdANJMWQi+NqVrVhypxS1ghJycOaLX0sZH7hrGJwuAKGCJJE8+3x/JzHERmkQBpQgCUnB6+tRRgSjdNIUtbVWw1XbutS53Y+GuxTiDY1LH2AiAGBjOM4SBagAMAewuMXgH63Sf8j87eMg+QRKTGXJGUaxkQp1LRtgMEk57rUtXIwqHUUNNMFitxZAmNhMmTkCIdekeCL5aCXJbZFYjcQxCERgYSzaRCTCCPyNO3GMggzzqvVk0XMdVO3ura2tmieMBO6qddNFRUylFxoTGK1qpmFqnbFeH/XexigpyzQAjFySWXIKUtgEGMechqEMkoScYjv//C7//zwx8PxAyd3cIIIcIAQpqv9NAzT7e1dzkLHQIC6reaaswzjVHJG4nWt5o5M+/1+GgZ3X+dlPs9Pj8+fPz8dDltrsNtDSkyU3f34vHz59PzmzZvbm5v7m1fn82meNzcXnDLpadblBGUot9evz8tpPi1aWx5KAJyeDlatDKNwypKn2/39/ZvHh2fmdH9///btt27+008/nk6nZekAJJym0SFubu88fJ5Pp9Pz4fG0NR0mkYRQVyCUxmaGCBBBLOky1GM3cwDzyCKZKaV0/+r+zZs3b9++/eb1N9O0x+DluB0eD58/ftEN5lP9fDqqgzpd3YQpzPO6Ps8//vDD508fRbwUvNrl25vrF5IFhRIdYavbsMtJiqodj0dJ+OrN7e3t7TQMjOwaj18OTw+Hz58ezvXsQ3QKIvO4LEtXiAF4a3VezrfXV9O7d9dXu2U5Px6eHh4f7u6uWeA8b6fT6XhqfRI6DfLmbrq9vZUkTdtf//Lvx9Oihm/efpvHfeZ8PC5qPu33v308UsBNkfvXd8OYTqfnP/35n8ow/vGP3//Hf/wPYfn86ePT49PDp4eHT1/apt4CncBxyOn29+/7TB6Z/vznexEBxNP5tK6bqe13165xOp7cnRlFYFnmjx8/zMvZAbatLvM6jiMRr+sKEL/7/v1/+2//7X/7r39+8/p1KXmrKyEk4cfHL9t6nob05tXt1c0YSVpr67ouyzpMU4QCKJEzhwgIgxIAwZBlHAaYJnSYT/Pz01NJWSieHh8+ffyNCYdh/PDb4+k0E8E05V5lMvM0Tfv9HhG/PBx//e3Ld+/1u3WN8Pk0Pz4+ns+ncRx3u91+P+12UwaZ9exurdVa13/79399ePqUp/T+d++++8P7m6urOs+4Amb3BNPd9Obd3dPh83l7fnpeb+lqoiFjTiMjMwDP5w3EiwhnIA4i9AAiGAdMQkyMEeqNkXLidVubukeIkLvXuqaUUDgczUxIskivG5tWD2BCJmBmt6ZaW9WIIMEkklLGQHcQTjmXnFLPLx6Gwdw6T+rFaXI5+Ij+IXt8YVNcfokIMCAQMwMlpKLatDVTRcSS8zSWMuSungLw1lqttRfuGKS9NICoeqk/1RTDmS6jand1ADV1N+beCgVemHnWRV8slLL4P7CZcUHDUYB7yrk3mdyJfsQAQAFkPaguIqD1tqbTGwmZOJUcEV4jaqdSABOEQzioOiHQJQndVLXp5t4ivG4WISnxi0wLO9fLzJA5IFRV5PK3TALQOQed0HCBbvWX68U4BPB1OekA/oJhuNAqXwCPF+NdbKYWX+PbwTsXdBwGkUyAEHHpVLvJjC6czHC9NJfhbg06IwF6FHW4gzZgBhHoMF5mYRb36KUtMfYztqcCqCqER6fmiyBi7hg/BWa4zBEQhElYuvq3m/8u5NKvmwqH6DaJvhJEgHBAAgIPbaqtqsiQkozjwDyuoV5dhDuWj3uyB4J3tyQ4C+E/YnADCXLKRODhtVY3DTciYMKLiw+CEDvytFfnw5BzTh4yjrKuaV3PkjglAYj+2aU0fO33VL1VFYGm5F6/0theBH5E5N2e0j/61lr/3KLvypIggmpzcEqUUbam9ZKF1mWN0j/KTnwR4amU1uq6uZtqNUXoG+Y+1a7NzCsAkCBQF0cBIjAhEjpAbQphjOYBbgjAAegObq7qfVgCwERZMouILrVqH5cLANStkTY3EE79A2uqYd4nQalDgeLrimzrJsGuwWbAAGvNWjMiAEh4YS9FeOf+K2EDuFBDe8tHJDkVJBC5sKzCbZ2XvjZclnkoRVjsghC+YGAdoD+SqlpN+6MWL51brY0CCPwlVJ26BBrxH4ceM9uLOe3rH5pprdFNxfpyml2QmCLMnCDVum3b2lqL6IzTy5ParLEJsyAws+DlAMZw6CmnPVEeGAmRU4pgJVxXd2/921APQBwGRhLJXap6IfcCYACaQyJKKXXpcq21i+T/wU6KS745czK9XI0u9ey2gdpqFzvEZTIVHmqu/o9LV7v6+nJrkeTSQ6txGIaeuEhEXw+6eV2paSml08HmFUjcUVMRYsosSMbSt8FdJw8ApFprreEqMqScU87cJtQBwtQ2j34cEXFCSPN5PR+W58dDSeNuTOGtjzKn/Vh1Xes6L3P3aqaU+vwViWqtx+P6t7/9aL4hWRpwWeaYn7f/mN+9e1MGWetymk+t6jTystq2gSmc55nYdtfp1evh1e1U0vTp4+Hxy3k5+X7aF5nAcCzXWiEchZ9KHnZTXufteZ5//PEvD4//ddrlx6fP/+Ovf/n85bf7V9ffTK+KTO+++f5qd3tzdf/+D+8p8+fnj7ubkZLQI67LoV/nMkzuzdTdj7VaLjANu1rNWptPbrApt5IzD3lM+/1wl8apwOnLh3ldZzd/9c31aatNl3neJp44FwJKOQXw1qRpswBvAEBA5BpF8n4cbm+vaqzWKolRciLewTDti0DaX+/P86HWqooskqdEUhrPDYz6O95r2xxcAFAbSAFA6HNrJOoCGqLgRJylD58u72dmySKUcibnnHh/dXvPUpgyQdrlkQHbWucztlbD3M21aVPF6uiecs4pM5GqOrow3lxnVAZDt6jbarH0cieXRJQQCQDdoVZzxDG7EFIWdiBjSJhA7q/vr69u9rvdBMcxPY/PT5+fHp6Pp2XZ5tOyG8a4BSCIBm1ukEJEChWWDMzjUNfaIoCAmBktHPXlndD5tLy72o37CTHOy8ldiamM+aZcl1LEQPe3++9+//5buKn1WNuptrN57ToRc6vbenh+EuF1m4VoHIYII6FS8jAMZaBxnIYppTSYwfm8LfN8Pp6enw6tOgQkQWEahnJ9dX13d397d6dmv/32sTWd50gU88nmc9Va99MuyzAWe/OqSCamXNJgfsEPSkq7u7syTLv99dXVzfTled2aG+73tzmVkiezWLftPM9/+/Gn02kt5WoYhlqrq65bbWqtNSJOkpp2yC+4x+m8IoKqEcGQ0243hflW2+pbl1elkq+ud9M05pKHYfCw//GX//iPf/s3MwijzMPVdHN38/r73//T1dX969dfno9HFri62m9Nt4fH4/lpXddSZPpm77aVAYcJ0X1d6+Gw5DRITq++uUmSAYgsrtOu1vq3v/91bfev7+9vrm5++e3XT789HZ7OeWAaxhW3m5vradxxex4AACAASURBVNrllOu27G6uvnv/3fF4Wpb1eHj67cMvd3f3wjiNZV7E2vbbh7/XthyPz5JwnNJ+P+330/3N7RVMr9+8Goas3t6+e/3py8Ovv315ejpsn48WeDqaA+aJr64yikXY+fS82736/vtvP3/6SCQ5D2/uX9fz8uNffzif5tPxdH4+L3N9dfv6T3/60zKv2gwRb25uU84eYe7ExCKv7NXz0+Hz5y8YmFO6vy/DMA6l7PYjIuZcpnFC4tZ0XdZpt4OAdVtNlRmfHx8eHx+YMAkdDk+1buD9TbTu9wXpfqnb6mrupyO0toVVRBsKMzmSh1dtFhekQRuG629evRny+Pz49Kvw1dXV9bS/2u+vrq/305SSfPfd7yJit9/tp91W65eHL09PT+6ec26tEsvd3c133739w+9/f3d7s/s///dt++OyzIfD0zwvZnp1vc83Ge5taxtQqK/f/f7t/n7YbGlQT/V4T7f/9F9+/z2+/fL0za9ffqHkWOz+3fWk/z9X79ElSZKl2T0mosSIk/CIpFUFdNf0NHYYLAD8/20fYBZzMOie6szKqkoSzIkxJSKPYCHmUX3gu8yIE+Fhbqqm8t733SuX9Qygq59NmQKL6uTL6bICWJfDwqtZOJo7IwoxemA4IcrrTiqxUHZE7JK0fFTOWUCCvNQ1Jen7PoWs67SuJZA8ws09ONxaBk8rLDWyVAAUklotHLDF6bCZuAUM3Nv0uppWIo9gotcx8yvnrdUw2tEipZw4NUUbUccyAERckW6KiE19IcyAoFrco9bauOERUWtdy6pu1Jhf7dH6GnSCLwT/eE36ubuaose61mWxnEiYc845d27e5O/tYaKt+DhJexh1t1rMDVig9cMQKVpMMdzUIwIJqfHoSkUnZibkoRsZU1HvcmLOANepPxK3ib9ZNAlV0wmAamCYGxgGYZsxqTkjqbl5a9M1QZm32b07NJRCKfqlGvcanqTXJk8DsEfb96k7AwReI3l0fdGo6dDcvYZSgDB1KWdJEdDocwEYFuoVAdQi0BDbzDMR07ouWp0JANEjusxqphoi0A5Cwtx3OeUOAEupZtEacblLX56J3b0U01JEMCVpQT5CQAYWFL4aLPgKeG2LNiJANwNsioVGoAEkZEE3B/RmFlSzmKM2hI8Duoep1hWC44p9sDDXqinltilc5iWiFa4EI9qhw1RdPQsFUkPKMlJOqc+dsCCgq4UZIefU5AqECIQRXokiC1IvhPkK9AcgCDWg9juqmq1a3SyIEgI1yCyS5G6QLFm1KcuImAjVjVmQObEErK1/BQREVLUCQMqZiDKJWlw9I4TWlsIITcOICKWuECFEGlFKmEPulK6hWSrqUSwigiAw1uIQQAwWgRwOruaIHABWKmESppYMdINGBwlku7KCiCUDSduisBAhAaB5oHtVBwQHROLwMHePoNcfNCIGQjWtFgCQUgL0aq+XEERVBcRWRG5X8TUBiEwkbcLSgo05iwgGXPfJtaxlXSE85yzCwtetcDvqEaHIVRRRQlWrqrVqYxsQNF+nqmMYAlID9yE24SMyiSR3I2FCUK0tht0UKq3cGFerTTBT17WEpxBhSiklAXQibGOsxtRtklUAdG2BzPDGKblO2bhFCNzcwyKczK4v4HUPfLW6ALW/HNpl3g7R7k2n6EgIiBFQa22fBW0IYm0V3I46ABHRIuWtFgUVI6JqRWi22zZ9M2ZGFqDr94AIXZ9VVc1LrRCIhCnlK2Kj3cIYc85tEkTX+h0jYy1ezVkspSRJJF/tKmo1ERNT16cIr1brXFsyE1FU7ZUfS20619HIeRNgl9nnZZmXRXLquqHr8na7YchlMUTKuX/37tvT+fl4ejqfToBWra6lnKe1qqdUZd85+Dxf1gVKiWrKjJwY2R3qtEyH89mh3t5tDBQZpUt5GC/Lcj5fzudZde0Gntb5dKkQl1B6/Hw+v1SrdME10ziksc+7cdy8faD5XC/n9d///U9lBYg0jjcvL0/MMU3neT4vy6XWXNaCFSPi/W8fPr08/vmXnyoUo7roEhHb7bYfqJa5mr4cj10nkmR/sweAaVpYBJH6nMPK2HeZxbXViZmpE+qFlLAr69HcCbc5CzhbVAvHsDaEZUnb/e1aaFmneVUKwhAEvru9u91tcsf1MgHqdttVtEAYd/2w7dgl93leRU2RmSFRsJvXWte1kEpKMm53d293t+82ZZiPTy+YEAmXxmnwWKwySUM7df1GJAGQqre2S2JIBITONgqNqRvMKZyFEhGFuda1rOs0X5ayAJGHn85nuxSuMXDajBkRtdTF5tnmaqWTvhu6JHkpdV3rWqu5uiNA5CxKGdzaYG1ZFhQZpBu3m34/JujImZwicFmqRyBh+0xvn1/tc9mrAoTW6kXdwsCNgKN6R13udvt9V0qogYdXdTNzLWUpisw4dNvb23035GWZT+dj1QIYeWmcwiIBFmi5l+3+/nS0y1QAFzWJsFqu2SdCnOdpmi+N/UCcWJhZ3KHWStwKNlGKg8c818tlKYuJDDmrO5m5O9UCWkGk7/tc7/BwOJa1HF6mw8tlvsymytD13HWSoadA12JZOuIM1G4iICzDMA79KJy3mz1zLcVRKAKPx8vxdL5M0+Pj47wsgJByWpZFtZZ1naZzEyhdo2SNsOxgHhctHuDu202339/8/ne/Ox4OL8/PL0/PQ9cPXR53w83t7e3tfrvdns+np8fPH95/WJayLqoltsP+3dvvxuFWUnd796brN7fT2aJygmme1zrN62W73fT3+57wfDm4VSSLMPV1LTMSdkm6Ycy5jyBV2+fN+XJ6//65hhh2lHpKJQ+xh/5md1vMPh8fxyEnAbdSy7oZx9vbfd93p+P55eXl6fHzMk8piQjPl/NyOT0/LfMyretltx+EN953GCDE0uX9drO/2Uii8zJvdkPq8vsP589P5+Pz+Xh0TikP493tJg+cewo3LSvF+Pz8oupdHq36fJ4uj89mXlfFwCH1t7ubd2/ezcP88nz4/PjIIF3fS5Jhu9lsNsM4AsLYbyHofDy7Rc4tMJJSZnMHCqDoh06SmKu5NmaXmh4Oh59++sld37y5G/puns6lLuC+2459n4Y+m5ZqBc1udruxzznLuq5Vl5xIKwjTdjOM/Q5RstD93d3XX3317TffZUqH55fb3XYzjl3KOaW7u7v9bj8Mw3fffScim80mAg4vh75vy8YZAcy0y+lml3/3u++++eab25ubcTOWsjw9PZmXUhY1Y8G72/3duJvXeV6nuVxk++3tvDtNh9N6Ui4XPSlvKUPeS1fEqXo2ycAKgqFmhtZgYxWsgFavhG1pE2ruAQhXVnt7ykCAnDoEjPDEqUvIwgAeGAiQhBPlxs98HV+LEjdAyxXk4i0hFiIYDl6veDeRFEEEFO7rWpvgtm19Wj1PraopGSBiAAG0PEXEK2Xr6kEFSCm3ewrDF+SKtKRiu2DN3dRb8EyrtXSuELYHF2IGgKqaEMHN4+/z8vYIcjXptTZSs9KpuVlzebWQWFvQmXptFjB3rTUiJAlRF4buXtVqVWZOyVoKEoEAiK+9WYeGjw8Kc9NQNAJOKXFmCGqgLBIitVqrBTBAAHqgR1OJX20V6ubVVZUjUju5EmqAqZuF+/XAGY0c2PAG10cjqmpfgHpESIzM0ux0xEzaMnrRPMRXYkcYRHArSV7hpWFmAR5wLXFBhFZtLplrD9CciNv8PyUkYUIhJrdaK4hIq9m0QC+htQMYy6ugOSVzb++ylLokwsTQgIHc6C9RVnMDiBAhiGAmSijScsEY7vjq+GiP45jACb11pICYQNhZSBKva0EERAcE8KtIgxBIODG1zSiCEQVzIBiCM0XfUZNJuK1AKEKtxwhJCGPREq0yEe7u2PaBSImFABtsRIiypD6nlBNdl9rRmP9EIUI5pO0kG9iTvD0GxxeIUQQKE0ryQCQkac5rr1qqFtVyFZY0uAqi5KzuRbWakmEgFK1tQHBdmyCpQYQbA4VnZnq1t3n7oXuEN68amEGtwQwsBNiOXtpOOBZRShABI6KDepuvEyEFkpoLgxBdf8aBgQTEwGzueh1TEItISnVuRUtowxm/QmcbCjRpixS+KjXhtf8JCO0UYe6BVyf6FSVs1qKJDcmAgNoYvl5zxlfhSxABMUWgWtPGVNXVdHV3QpAkLaVr4MJkZmYtIhsR4Rhq3iCibQcWAYCECMTYms7U6s2E180CIgujI4UzIjFetfTRhBTXpmqDTyJiSs3O1wx70sR97c8hphbQJYammgAMIm7GYHdr+KqUiAkahrTdt9st0cyaEyICmBOzoPBr8LP95YjYSsXg4RBNvRNVPaDVtsmu57cmhU5m7m5XzC9TQJBdAaTN8wnXTIC7G0FQoyqFeYSQEDMFmDkhIQnT1fXXAqj0OtqhCCKSJA6du2moOgAhCSWgcZPcnRgAw9wCnQXNo1ZTbahnRvBS3JQ4t4xF6vsxaU/eAZlGrsbzqqqOBAA4dDebzVj2hsTu0febquUynZZ1DVADa3/+umpVG7oivLSmshtLTiKBrOZroFqUy1KPZ5bOci8WZo6BaBFrrS/HS8qRANe6nCc0jVA6ni7zxTA6dKqEztjnC4xyhcOVeZou4Wno+7vb/Txf3r+fP33+MC8Xs3VZp5fl2Wc4nc4lis9xKse8SZB8OU39KJwQg1AIIoIw5SScgWKaplKqeBBT3/fMvBl6QZrOCwCGYwQfj9Pnx8PhMM1zyRDLulKPSQRCSRAIWqG2E+mGEahqVFRFY+E89ts39w83u2FZzwAeYCRAGJRoM2xyl2wFj1B3cxAgMy+r1YvN87wslVZmwS532912t9uuHXYXjkxAWEppF6O7BSZgcnBklpSJhNjc2qpPzaHlcNx9XuZltXDqZHDpONC0umuty/H4LLkzi1JXq4VriHvVvlbxatWKWY1wTJESjWNPQkDgYKANBtusjGhaXd3VSykJqpNxwpxSguwrzvNi1RnldJpPl9P5ci5lRYBh6MdhzCmHea1lXZeylOBwB7eVVHjbpU3XdR0xaakY4CKIyM4A4eEYCBjIoK5rXZaymNXA0FAPL6oC4Ifj0+H0tN3fqa8WhRhylnAzNSYZhvH29u6XX3+ZLtM8TeNmSF3OfQcB5/P09HRgSbubDcstQk7MCAlARIb9bguREM6Xy+V8XE6H5fByPl3WN/cP+/2tGz+X548fPh0Px7oWQaKYfEhb3ptOpS5lgYd399vdwILPh+da63SZ9/s3pvHx/efNdj/0WwCd5+V4PD49vzw/P83zFBHfffft/Zu343hzeDm8vLycTgetFSCYeFrKui4BkaM9CMZlCXNICbbv9v/wD3/8P/+P//2nH//8b//6rx9/+5g4IdG43d7e3z883O/3+8f//vj09HQ8HhvATUsx82maPz8+EaY+D+Nmf/twr1YOp+dff3uclmPu+Q9/+P27h3tx+PT5/ePjx8PLo2mtqiTX6jVl2t5umWQt5fZuN83Z+Xizk3Efeet/+Md33/8OrfLd/v7lcP5//6TLuk7neV31eDgLp+l8yrm/3e+y8PPz4cP7X0tZt9utaj0eXl5e5qqaEtCOBIgCdVHTNaZV9Tbl3c3dns6Y+nT/8PDt95cffvj1v/23HxArAAjx/d39w9ub3U1/PD5Op1OZJ3A4n+fnp78gMDqg+tAPQxoGHu72d/c3D+AwduPH+dO//T//Vqrmvnvz8OZ//d/+yzdffXN/fw9Im+GmS+O//fd/PZ5PZanrup6n8+Hysq6rSNrt9u+ymPnpfHx5OZiasNRaTR0DfvjxT2/ubx7evBn6JEwi1Pffb6VLIo/LfHx5uZTlm6++2t18XbV+/PTRvD49ftYCfd99+82777793W67z5K/+uqbhzdvb/a38+kyXS7/9Md/dDMtRWtJKY3juN/f3t7eppTM7LffflPVRnBvQax1WVQrod/u9w8P97v9br/fPT19Ph5fXl6ez5cTgK9lGjdf/eM//W6py2WeTvNpXqfLej7Ou4/PH2adny6fz39+NizFZ+6g65OJXZbTsp6rzn2fAV2tLKU4BSRMuVVDmhTbzUEYklz1ShiNzNK7+bquSXLX5a5L03IxUwJkpEbEAAetVooyv1p3idpnudnVgD2OKUloUUncd/1m3JmFq2vVaVosDBmYyUxLKQHWHmUA5FUOTq9K7oLYHl8aJfK6T6MrfsBUNaWUcm4qvGXRdV1drQES53kqtTThRAAQ0TiOgFHdWsrLr+qG//DYQtSygoQIAa1tU2pjXbQoI65LmaelVjWzrstftkyqDqAQ1LbG81yYqesSc+q6jkUQJKfc973Wl1ln1xaBJAIhEKIk0qWUGvUh5Y6JlXStVc1b/tAcAoBefdCAZO5Fa6lVjKMVJo19rbUhqQNYIhgioFRHBGZocVhiAXWPoBaabl8i7UmOSADNHIoqSashcFxVft7qgl/EZq6GSPB37XUp68rjVoaEiPU6ayBGAHBhur7AwlVFKvd95+6lFPUG8eOUXsl5+MVZ6G7q7iLERGEteIZXDbyDVcAAJwdCApTMOSfh9hTuWmp8YTg29AyzAzmwhhEAEIpAyiKJS6nXZBwBITCAECSiBgcnRALPGZmokhNYFuSctttehN1NyIlJhMxUFSpDKeGVQq9K+FYPYbg+JreqCgaMXb8ZtiklFiJCZnY3s1pVPawZOK7oi2se0NmvxNG2n4GgnDMSAgYSSGZJjAhrmeb5Ms9hqg6A7YKNIGYgdgA1Y2dxLLUiBiIsy7qiLMHn80oYfUf7sZdB+pzWuQ1VQhhLqbXUlFikbWCgGd96JBZsT0jq4BZEKzHQlXYnAQSMxImQ1UrbPTU0ZAAAEwkDkZkXtYgQN8lphHGel1JqBFR1Zmyc8r/rtgFANSfpcmZmraXNDloI2UyXZbEAYEpJhMHNtdY2xSDinDIil2KlqHth+XJHulY93cPVal1LDXAD8Kai4dqIMeHMm82m1rKuq2p9XSmn1+BA++dheze1Xp8pgLfbDrUOzxfs6uuPFlLKCaLWqhpNFUNEHn9HesKXV4EIANS9lGVdl7awJSZi5FeXNEtmEjNYlrVWDQfmnOT1VhbX8951Obk2RA2mnHLKkoSE2zlwXVcPU3NAUvMrkPCajnZEAIuilYOvhNzXiLGaqioz+9/5umHupRRqjRjh0Gv5UhAE27/X1PwqNANoLyy9HvYA0K9EdCiqAUDCQJi6TIlVFbP49QTIiLin0VxbSr+qFrMUpBqlRCnQdYDi4boUdyVhZ8Yk3c3+Ts+drUgiQ987DFUvRXVZL+fz9Pa+2w53Dw8Px8PlPM3n80wkXTeaR9HiYAjXwJ4Xv0wTBCbGJJ1Izn0PWEo9T9MFyHJH2cCgrDoLjMu6rKunPHuEA01L3I2SeipWLpOFcpdGd3RAhsSUAXhZ6sf3n0552m5uxn4c3u7cWSuO4/6bb9+61/cfH//y84/zcgb0aTkdn8/LoZyn0/7NfjNux21XYJ3my+Px0+3Drhv4Mp+6nsZNv99vd+OI4A5+mab2o2ywJQDoM7vq5ewAEQBq/tNff/7zn/72818/jCPvkrwcDzdZ8iYxaj9kRz4v1dcVWLrNwNGJZS4zBnd5vL9/ePf2677D6f2hvbOWMnebYdyO++2ekKaynqdpWVY3Syktl3k+LstTmc+lLgETdX1yz03MYMIiEkIKUEohEEICBMoZmdblDIhVnUTCwlqIvywE3icGnbTAWvQyFQjeDvvbzX7bDZmo9UGm+ezzpalGJDOhq+qyzrxEzhLoBE2TEwCRM1tQdvZIpNg+y3JOEEkLW7Wi5Rq8x7LEHCtBmZeTHp8vVqJL/enp/Px0eHp6doSUu/1+f3t7uxkG8FjmZZouyzJjRldfpuorZhv3+Q4TEzOK5zZq7DsuDuoW7u5V6+l8DPB5nd1VsiChuS1lUa0SoMfzy6+//XyZPzEVYmW2JJS243azc4Na/fHx8Xg4Xs7nyzS1+arkbpqnp6fLr7++3N1tU861wMvLOcy1FApAFLcgkr4fk3SIx/NlfnlZLvP7Tx+Pt7c7AFzm+XQ6u3tO3dD1WvVYjgXquk4GKonmeWbBrhczdw/i1kQhRP748dkUmDNL7rvtzR6TdNN0uUyX3I0ReDwefvjhb+fTqe/h9uam7ztEGMZhWabj6bisWqtWg3kFFuh7AIRlrc/Ph/PlUmtFxKp6upzqJ0XGtS6fPn98PrwEwGazEcnC+f6mPx+XZS1PTy+IEvESAW8e7pDicHpGovs3b+7u9+Nms672/DKL7DajHQ8XM19XvEywYEkr9BXv798N4xDkj8/v1ef7h01OAGlRPAJiHsftZvfu4e6r+rC7vf31l9+enp+ny7IZtkj08cNHANJq67pO00KEm3EYur4wdbm7v5NS1lqX7bh9++ard+/e1rqu07nU9enlU4np5bytWne3d7//w+/ffhW3d1/d3X/9b//jb4+PB3P9/OEjQhmHrw9Pz4+fT5cLPNwlEUB9Bf4BevG5zMu0kIktcfh8Wub108fPZdZFPcKXy/r86XnsRq0+jJuu677/9js0+POPP/3w458Ph8NlmRYtKblqXZbj8bC6x7KUUjQJdZlrrQHgAcfTavqyzDMEJOFxI+fz8d3bh4c399O0RAAjvzw/Xy4XdVvWBSKEqe9gu0n77bbvunmef3389eX5+CP/WIsdnl+my6W2eV01N+87fvfu3R9+/z9///33wziUUv7lX/7lp5/+9vR0vMyLtcdBit1u03W79x9+OZ6eAbwfu5QoAvoheXTLunCC1S+fjr8CAXdyu9vgRXPs79P+zXrzfH5+PH2+LKfFJoMV3euKM0DVKVBJYLG5ycwCHQUpUU9hFi0rlQS7LBjXUpNIYiRwdLPwEOZxs8k5EeO8Tu3yef0CajcsDw1HwL4fmbFBt1tuEABEEhEl8XBs1LKU+qbDBUBmlkyI0MgQr0a7q2PA7HrYc/eUksirZevKjUN3r7W6uwjkrmvdGIBYrl9zmJXCiNC8wA0xp6qNL1drDffrnDI8wiXx0PcpibuXUms1Ik5dhwEA1WyNiJRyt8nX5g00U5mIpK7LraMV0fi9UlcFgMSdJ4wIV0jMGETB22Gfc2YmoZzZHSMMc8qpzyKMRBhg9YoHlKV0ORNxSn1rpqlqABqgmfsVgI9XoTIzMptHXddl1aqABImJSViovROQqSXxACKQzEMdwsEJ0MLDm3vz2gLC8GbFDmiLmAjEAERiYVObLksSDA9ETJIwILxR9Dh3eehHITbznDNTGJhWAwYScrdaXRVIEQFyzsuyvK4iotHSiaKBLpjZrF4utRRVtVeUBUYAeDTioxCPQ05M2LBegmZ+lXkFNFqrg6oZAnQpt5guM0tKhFRKDYxAKLUERHgkIWHoErubICUmQWASRtbiCIZR1/kMIAjULH0EjLGGkZtiFMaUCAmiDUowqAqFYZekHdUQUCTl3HVdV2oppTBx3/ddzs1AzcwNr1hrOV9OapUI+z47WK11nucIIJTwFdGYc9e1qYcgoEdohNUiIdklwAJCct4lmZd5nmdvbNLQ5+OxlNpwJh6w1hqAazE1BYjVdLFrEkBrNBkggpspX+V4gQjEbV6AAEHCHkDMwzjWWtdSiQUBCWk7bpECwhENwtWDOZlhsbospesYU0BgKXVdqnskySllbD9wprUsnLzVCFsoQKTVw7qUMwYgYt/3bdXZ9PMQgRim2tZhje9RalV3iGBBAvDAUq8Tn2GgNtBg5q5rF0CYqypGhIgQo1l1L+4aYGiGEV3mL01jDbfSDoHm3pRxOSKmaQIAJum6HpHahrHxiom4MXbayRAJU07X7iJGVDdTRHa1hqA004gmVLQABwTJqSlkqGF5TNWwKfKuq7IrsRJU9QuEkzKLcNd1AGjq3MgyIu5OjOZa1pIkIRMzR1xtmpRZOLVURErcdX3V2o6Ur3OijoWuGT++bgjXdW0vSM6pyY1eLXloZgC1Td9au48ImRvlJdoNBIgcIv6Dsb0Vq3LKHmhmda0tRGpXsa2omWoFiEji7h6ORFmwIVBbdXOeF4tAipwZr/d6NwO7Lp/BHLwGI5NIu88hSa22LkuZIqimDkSo68UXs+oRMC1TkvFm9wDB61o/ffzssU7zqdXhOXE/jkEd0vxyOCEzMp7Ox+0mISUtClSLLss6BZmDEQMSePiyzuZqEdN8OZ7KNC9I0Q/duMlETQFf6tJqz/0m74a0p+jWqaBdQ6jSJwRx5+en86dPvxyOj/ubvXq5TE/DhnY3b+7vbz788HLC5c1Xd/s3u2E/cE+Yfa6X/EjFpmWZ4iqmvWbdCAMYpZNGUh3TJud0uVzarNHRhm2/vdnkPknilNO4G/b7fnebhq1zcsk8jCn1vTqkWdVhLbqsdZ7ntdaUU9/tb3d3d7f3reJoZijEwGiQc2bmtayr+uVcTK/OREBC4pQ62fW8rNNalrmoWxPbzPNSYDWzsMb4wmUuYNinXGsBRzVfz2fzkzuklDFA64puwhjBqO7OwERC4eihAYroKXE4CgOAIZGI9GlgxWSYHLNw16XNdtRis66mJkbXO3Rd13VZSzF3BlZtTC+ICETKueukiwJtRnhZLtOhPL0/LWcF405GLcXcU5eBUHKWzLnLw9APkrQs84yqSoQGXkJByZe5fLZIyFm6rhu7frvZbIZx+Xwsl7maEaEILctMgiy0v91LFg+f5vmmT33fC4Aty+Xx6ePxZPf3427XpUTmTsgpdeEAqOta+77fbnYBINLGuykn7Dsb+nHoxySdGTw+Ps2X2avud2NOCdwRaBw2IqLeRkdlXUvVqrYmSVp1XRdCEmEkLKV6LQrVTYEDmS0MEVPK283WPIiFUCg45x7OqmoQrqqBmPPw7t3XiDhNF2Q6nU4f3v/69PQE4A9v7jebzTgOSTjnNM+TJPnlt8/T5EUhllGEwwAAIABJREFUECQBEyzL+vxy+O39h8s0uwcSqZrOtlAhpst0SsLLspg7M0dAknyzu0tSSglw9IjzZXp5eVnKLJlKnfc3/f5mf3d3t8zLp5fL4/vzm/ubdS0vL0WrrkuoMooEJAQpRQOm03Q6nT9L9oeHHbMFlbkc1smHtPZjqnEm3m432+1mq+p9HqduXpZ1XUoEmnqtVpba9bnvR0RufKqchDAATDgjSBjVEuta5zLNL+fZzoaVmUffIrqaSuKHh7tltc04HI4n1ZI5CVJHqedsBL3k7dilXW+Gpqal1FKXZTkfJonjzHNdY57WdVkZOCwoqJNOiz4/vpzP0/7m9u7+br+/yalDpOl8mc4XQx/HkaiWUudlXeYViYiEmFNOXT+YO6K5R9Mlr6WsS0GI84Uvp8nU+35A5C4PwDJflraDAgBCHPpeTXMirfr4+fPlsjw/vbw8Ha365TyVpUQ4AVxO53VZtGpOeLlcmPgynZKkZVn+/U//4/PjsyrMa0EMzjKOQz9k9fq3n/9irrWWbki3t/v7+zuA0FiD1KA8nz+vv7xIkmEzDNvh5fxCmbab3c3tFrY60fGo1aCCQJArWlWrtjBDYmrEEYe4OscI5LWx8cWdhYCJJLN0qSMksKi1ugciJZGUEiAwCVG9Co0xAIiZWxzJveGspZ3EIhq8sWkVrsGvhiVRc+Zo8JPGcWy9o4jmc8Pm/2jCgza7bYiLJph6bZfhFS/hV1hFgBBfH4DCTWtd12VZljBr5Z2+7xqy3Jq3OLwhTMwUqFkTzKNtxSSlXGuNKA3+5tasgG5m0MhsXV9LNYNXWFeLGnaI6OZXBiSK24LY0DXUDHRJemERYklJmN2DSRJ3wAEAQqlLXZv0X8XKasVcSisMt8EIAVDrr4OTXWknZG6ASJwkX7OdVa1aABNiCItIhobDdJDEIsJCV2BEK0g2vXrj0jiEfjnbo3lgewZFiP8Qa0QCt9CqjNIMDSIJHBwMAog4pfzKZUVCJgoiNtcWyyulNhijSCP7xbqWCG+eCb8iH9rEP6JFaa+708Y9vjoaLK6wESJMzNxdvbaE0DRKVhUUGoonzDGAmZOkRqFu/ymUggEIAqMBR92sVXyZCdxfexH0qt1wCAuvdTUkQRIAaRTXsvor+dOEAwHCK0GQIEF2U0YY+v6qZwQQSV3u+mGotZa1NGkeoNe1mCMR1bI2HuG8TKbaCqce1iAcRCxMEK3TZeFBjMwMgY7uEWvV6la1mKsISuKcOzbFUsAs2upmWdroBJnCG+SWHMI8iDEQCKPvBTwYr8L0uHoRAAkIKSUhBmFWcjJnYbUrqTECIoCQSBJRHsfBvNayaDUzB4yeu8BWJw52V3c0a86DWqtwye2NRNSmPNmByJgpghs8UYQba9qaK+NKTqIm2IQIcio1TM3CCfEqhEAKYHfwCDNXgy9II/do16wItRXv1Wbi3nD81UrVYmEIgehEKMwefg0MozuEtmd/gC8Rd1VlTiKpfdCYR1UjJBYRSYqlYm3JRiYClHbR1VrUtWqNsPYKqGrTKV2BSdAGHAkRm/LbvUQ4CSXgnOQ1s3AF8Vm1L5RiQhYhEXZPTMF8ZVy1QDuSVK/hQYTMqc3fWhgCgNoSj5lSyogNqdqulIYlwyagb7cGYm4Dw7Zb44bqfS32tYQrAl5JL+13tFIfM5mLJOBroFxA2njlCmfKYhpmqq6tu6Sm4sLB0e5Y7kBX93xLbBCGR3iYudZ2pwQEIOSmYwcklFc1ESB5gEgizEQ5SYck81LXxevqjsUBUUwSZ2d1Xays67zmxcMCoqzl8PyylrnU2UODEJnDrwdV5BkAzXSttbPKVmutgUu1i1oFcMCQ1KhCJYAbHHWep3kuVSsL9H3ebAZiKZda1opRa0UKRORx2HSyLamUuRIQM97sN+O4E+q6/Pjhw+ePn369LE+BNs1Pm5u73U2+uR9OH2c0efvV2zQIiM86p8yU+zu/eTwsy1SD3APVtdRlLSRCyJiHbG7LPMO1m2xrXcI8pRTkGlWjjtvh29998/Duq7v77bDBGoe5fnaaSTAQPRwIzcKrTtMyr0VNJSElQaJS68vhEDpfLhdFRaSrD1Ptcj6C5jL5FWzbyg4AktJws5FlgWmqR3e3dVlPpzOdwmI1dW8TDORaLRQE+XKZmYDQPFzNS9GcjRCtVgJPjAjB14Y7caIwDDD36lGBmBN2g2x3w6qVCHIvOaRzSY7onpKM47jQKvOsczCa1lp11bqalfB6TdgQtXpIKcXM21s6GsmJcdV6vkyPTy91CoJu7CQLdkNHSSwMEM1Ntbp7u4BauSAMjKF1/6tquRQe0iADCTmGgQNh33cSWGoBhAgrZU2Ycp/63EkWjwCmrstd1wmAm5XpclzXwzB8vdslkbSui1uJIKHc55zv+7vb+3mZnw/PpSzEtBk293fjw5t4+/aSpEOG8PrzXz98/viEAF9/dbvfDoRwe3vbeIbzOgP4zQ0cz5dSK1wrIQrgrXMY4UupoMDsgE1yjDnncbu5u79DxAb+atGGzbhlGpelLkv99Pmpmm13u3/+5//l+++/9/Affvjh//6v/9dPP/3ILO/evf3jH/9hXdck6e7mZrfbLevCIp8+nUtZ5gW2N9B1gAjH4/H9bzx0Xd/nBivUYlYckn38/Ol0yttxYKKwqEtxA8Fe7vK3375z58t5qTXmtR6Ox6VM/ZDGsbt/2Pb9ICJ/+cuPf/vp/adfpzf3tx71+flRGLokOXXjuNtutuO4eTmcL/P5dHniVHc3uVg3JHKw4/ny6eM5YV7W6fn4QrYrx2Fdi5D0+00pThR914kIIruF6QcW7rphWZbLeZkuS8qCCMJdLfH0eDweJncv5bAsH4nhge/u397nIavrX3/+609/eX8+m/Dm4f7h7ub2eDgRY06UM+evv//+nYoQgYz9dr+5PZ+n4+l0PB5enl4uPi2THu3oGpdTqQpD1+02Y9Hz2PcPbx6GfrycL5//8pfbu/s3Dw/39/efPz89PX6u60IA97f7d797ezgcDoeD+aUZ0odhdPcseegHRKy1QgQRdjkPfT4fD9M0vxzLutb9zQIg42YMiGmd53mqVgMMEYRkv79pHzafP3/+9OmxFEvSJ7q4hVW7v7u7u7ndbIYP7389PD9NlxMEuOtlOv3y698ul8uyLET08Pb2/s3909NTRGw2mzdv7qf58tv7Xw7H56qFhDebfq3npZ49jIX6oZsKnz5/vPz8KEly30mfL8u53/bvvnv3/f/0O8jOPUAyEshjDkALsDAIcArHCIT2UfYK8ff2sC4MIihCJCTIneQh91kyBFhRVW0FGlWT5CycUwfhFtpOOUxEzB5+VXUBmLUqi8UVZ0Wvzw0BgCySOGfpvqzsiBjQzEyttNvTl6HvPHutpVZ7jYlCI7C1Okpri2jVv5+LTNcyt/9ptTYlTimrm+aUuj6bGwEG+BdGYUudql5XOq+/5P+/r1IqxNJUgm3heI0Nepi2VgkwX7OHRBQcAIAgiAnxGok0u+6R+n5MIgQIAFpcVQleLa3Ncazu8PfptTtUs2oqZgBUVNHQUxvVs0hW0/bBZhosnPucEi/ruszVHIiZM6kqkBAl1WoODoAkknJbY0a4mSFqQyZ86S6aea1XVwERiqS+701rWZf2e1p40q+pLSRomwgiISDWoq9dSMq5S5K1KlFIE0OHqumyrMu6VNOua6iG5kS+/pHMnHtppa9SyvVvaYpolpzTlSmB1BzSAA2b0jKArVQIRLQWK2txLRBABEk4SepyLyTh0UA75opE4a85Z3U3i/CW33PzWswgQsCZg51JWhHS2yLUFZHcWEgCaFlObUGRc58Sqsa6LMwsKW/GgYkWSa3fgoiNuMNMfdcNXW+DuftS5mWdLtOljTOuqujwtm0LjFJbUaS+vp3htTqFqkqoiCKcmAlNzaHoGouq1Zyl7ztkDkASQWY0U8RQVTdV9aV1oRkIRNrYBjIDA/V9b6qulducKEkQuKm7pZSlzwD5VQSijaSuqufzmUhauC5Jlrztu+4yn5dFL5cpwlKWbhiJiYCIayM6RlV1c/Cixdwi3LyhKQ0A+ko5YzvmRVCEtpJe13VNdH4+n1sqOcAbn9MBitZlWRqwh6l9PwmuIBY3NQhgopSEiP1VmEBEr8ISN/daK9Tmq6segYgiLERt/ADW5hRt2gUibGZawx1Kqe2b7Pt+HLf9sImAWs28IBIiM4tq8fDmM4frfj3aiUW1lLJWxK7rqFWAHRwCX/vM8JrFzjmWtRSdmTFzDmCHQCKWVs4xVS/lGh9v7PecsSHoMBFzbmqHZVlSag6h/vXqE2ZsiWt3UI1qiojhwOwAICTNw27G7tbOlkQgIrnvcs4kTMK1ViDU5pO4phP+zgRuSXoAaFL2FiQgASAWYRYGgFpV1cMB3K8YKm5r0isbl5plhq5KwS/ArSsdC7w5tAOu7nXy10la0HWilhgRazXCFMFunqhLPDD1OQ8IPE1LWd3NiXyaV2TLg+Q+q9mLnpiWZZleDs/TqRwPl5eXw+l08tD7+03qkzudz0sAhsPQ9266LApAHl6tLGWueraYgBzamElItZprj71aqHopc1UHCBHIvYybsR/h07SUsiYGVYtaUhS6kf1uBxs8v5zqWpjh3bu77779fre9fXp6+eGHn46Xz08vv8zrGcgduoDNUo+YfHc3fveHr6fl/HR4/PDpl2HXd5vUdSLCSBDggOxh8zIBet9lFsp99rBiq3pFDWSwFQAgj+k8H7UiQnf7cPOHP/zDV2+/fXh7G7j+/P5P//rDf/38/LelGKhWg2rmgeF6vkzmzaOpeSjny/lvP/+1I6SoRc88OA2Y+z4cpmX5/PmUcUOemRORuFetqmaJ8n675yn5CZeuLvM0Tcvj41PsKoGbuZZwR6CW74l1LdPZCGLoYNiMOSczcG8jUXAPcGcETgkJPZwEgRDM1UpVVkVm3O76b9K7958+lVWRI7PkSFzB1oKIOeceh1QnLUBhRcq6zG4VwZMQEqeuG4e+mi9LOZ+nJhLyahQi0kkWZPeAtVgpkAloyNtdnzOr+bTM8zxP08RIhNjnBNSauqCuCNyP/cpWQYv5PnfjZtOP47KW+enpeDh+t32z2Yy8wLKWqlq1pk6IKOec+4yEqZNhHBufszDjZtzc7DMAzPPUdbTdbGq1l+fjMpWu27x7981+tyfmd+VdrQUJc9dLymvR7cv5dDydzqfT/JwSvnmzTZK6jqsWrYUY1cplOh0OT2tZU0qILukK47ZEGK6qrt4eHN1hsiCCnoUE+7HLfTaPWisipdQjQVE7XZ6Jc4NMD8PQI2622xYS67ruu+++77r0+++/XpYlp3yzu/nxxx+Ph8OHZYmI7W73xz/+p/3N3d9++e3PP/0FSDlB7lgYc87n87nLd33X73a78/Hk4YDQdXmz3dzsdkzs1RdaDi+nl6dDXeL2Ztrv3+z3t8w5dx1ytJJG1zMRTtMloiLiZrOZdolTh0Zd3s6XGYw3w+brr37/9Vdf7ff7v/3yFyIaxxy07m+7b76+l4TrMpXyCHBZ1vr4fFZL9bx++rl2udvtbu7udt989X0pejnP87xM0zLNM1E2td9++1hLWctSiqacu67PKWutvOm+/ea7aZpOF3d8GjfD3Zv7m/tbQCpmy+WwrEuppopEh5v9m3/+z/9JhEzLMk/57cPQd0Pf/fzXX606BfaSF2IIf3hz/+1X3+b/0g95LHN5+nw4vFwgouu7yzRLkt1+v9/vNtvtP/3nf1pLvczT+w/vSynMuNtvA5wIImK/3795eDOMGwCo1ZZl+fTp0zqv5dSqFAYQu81WcmbJnDOuFdGQkwOep/U8/X9MvUmTJUl2XnknVTN7o48xZGZloTAQIuxesLlo/v8Fe9HCBikNEiSGKgBVkTF6+PAmM1O9Qy/UPNGblBSJkMyI52b6VPV+3zlzrWWcR+KGnHAHBYp+taLEAEQkSMkds3SrfjtP8/Fwev/+hz//s9/99ucf/+ff/fc//us/P37/enNzI8JFz6nD635DtAPAlHPKeHO33223d/d3pUzxVDb74fp+0w+5H7q5jlVLiYuDD6lLqwGz90Ma7vdIBBgaZjody8UfSn+Tnezp9O1weTSyyIODmpfW1kOEbAhtjyrYiPPhjohCgIxdltRuO9tXLYaHNULKq8SMAEFVzdWsIoKwtAvmZoJuME6ithm1Ums08ZwwMSOSmUEYAHUpS0rEXKtqVdMQFge0xdugWrWhHtupA14rWxFgCrOrCaQcjbPfLkQBEAiZhDmJcK0K4O6WUuq6TAhNzDAMQ0qsqmWu7taQDhZWtTbh+yLHI0BsyQdaOjOAbl58bqInRMwiEVCLam1W7mUE5tbMfgGNEweOYULLZxWy8AD73CGAmZW5RU9BWEgWrIBHmLVjEvJSRrLXDT0uP6EAU39l5aE2viqBtkbLXNzFA4nz8h8gREqMgiRgzQkYRAKBZqFq7agkKcuS11rOey0E5Q612CIWi4Lg4OhubQIUrrBwPoMZ2sAKEVkYHNxjmmeqaqoiZZ7mFnaNiGpltjLNtRQ1D0J3rwBQijfNNBNA9sbNhzYzoaXJBkDCQkRmhsAN4eNtZu8OzW3crjExEBEMrIIpRAATZMHGwBzPY1XVqsxcbfJ6MQgiRMFqNVpAsYU0YfGQuYOFhyqD0YLeQSRu2EN3JQFieRVYhHspBd2rqiImBIlwxECCNkwjolptnmd3N4sud+3vVbUWLWpatZrbYvtovEdcvr+hYUYowkHDQJgp3HzSSaszV6YUmY0hMLiFhBUBvWiJaRkQUcv5IuTIzTUNEDknTgxlQgYJBoSopoFZKEiMIqKZNZURIkJNiaipPJIkRJKcG+oHq7p7ytx1nYcHCrPk3KvqlCbmZA4BqGqhptqasFDq2a0NdH2eLSVDDKKsWsrrEbdJ8Bpyse+7NgdTbYRRpSVliqfTmV5H042dS6+oSvPIQsjSEoYRwQxtiGhmtVSrhoDuhuiI1K5KXnUs3t6OiAAwYuBAYsfFEB2CiMg5JTdRtqru3ibeXd/37VbLHRDbuaQtHOSIDcAUBN4uVJbTfDRqPDiYGxK3sSr6skoitnC8SBIgtIhAaCloACildRcREBkCgCO8AZtaMzmiCCfm1BQgbQ14va3DlHJbDyXlJNkhAC5MgtBEo6HhMFVsyelQdW3DTEQ3N2ptvSXkSdKKwa8MZESUlIRfk6uAXcdt4SVaao1tFTOLlIlZ2q09oJku629znKAQCZmbqZkZG5NTe0sQQs2qVncHEGQHCCIiJBaUzO3ZWLQuFuaQE7T2bFsqa6nBAmCELiJE6XKZPVS1uhcgpRQglkT6Pu/2G6uoOpc6NdPVdrs1s6qFeQBAVVdTTgmQEUhNiQJwoa0OQ4dlKkYOOM1mBiwhDKlr5TirbKU6C3cdRGiZx5cXOF/8+DLXC/JKmNkqHp7Pv+jn0+PU576Ms84FwvabTWZ5fPh+Pk+1jj/++HZ71Z8vh/N06jpRmw+Hsr26X/F1sfHzt18+fP7w7elrHlK/zmmQ4+Wl2JR7ZqEAOF8uc5m6Pm9WK6aFRzZOl8IsIihgZpcy2oyeuNhlv7vZXA/rfT/Vy2V8OY1nC3eIeZ6AyUOQkIBVY5onSUiczeMyjdP5q47T9WZ9tV3t9wP1EeIlai3hjsOwXskVVH65HMIBgXJK82VSq2bVzOZSD8exzspd5FK73K32HQF+PR4up1JMhaBPabtan17O81gOEwBYNwATt/uXQGzJAQhAQST06pwSBUGNAK06XUbtOyHGYZD7Nze1GkEWSziDTmWcLo6dWfS532232/EUPiGAqxNSzqlVMwhpUYAEiqS2KHr4kCRl7ro8sgKEB6gBOVhgBNaqh+PxeBrHea7VCXnoumma1KwtBRbmHoTRyjRMlLKQiENcxst4Hq162tv9dt/1HSG619N5Io7USd/3uc9V6zzPC4cWIVZdf7Xbd13M9VimMl1G2YqbT9P09HzsO726uhVJ6816FSt3BUSRxJJq9cR9nevT0+Pz81Pfy/VuvdlsCEK1lHkiolrnab40SzugBRqCE3PfC1Ee+nw5nS+XaaoeCCSYhdbr1WY9rNZ9t+pU9eHx0S26btjvV4Awz+P370+5W7Xp/H6/6YbVerMx05eX567rh2F4/+7dftu/vLy4ek7522Z9eHl5fn5er1b7/f7N/Zu7+7v3P7x9++76+9P30+VUtRAFhD+/vPR9hmiwY0iZh33X991mtVqv1kJSp6oX8xrTOM2jTRebRgeU+/u3929uOcPh8GJackYAnafR6rTbbHvZdlJOx8NYqnBOHEM37Ld317v7/fZ2vRrWw7bM81Rd3cAFIodhuBEOm/WNd5BTzzycSnn8/rzfXyepRxkReJrL6XAu1WqptXrfravOp/OhAeMRqVbrO1yt1+M09cN6f3XDkp3OSqvtbrvZ74fNVs3rZZprJaaciZCII2fabHoIv9R5uox5s+6k2wxbBp5LKVQYmRBqmYdN//79m9/99i92631UOLycP/zrhy9fvj69HG5vb6RLAZi7NAzd7mp/Op+rzeMY19e7q/327u7mw4cP5/lctVxfX795++bN23fTND0/v3z79m04dx5q1TLKwP0wDKthlUQwwHGzZM0QL3P9+vBYtdZaVMt6u05ZEAM5Uk59nwccatVxnIHAzKdSiadqqmFznS/z+TydW1r9Tm5vb2+0lsPh6e39Td8PAPD8/FJKUZ+GVb+9Gta77vDpwWC+ut0O625YdcOQnfbthm+cLoiBnVPvaUN5m81cTVFr5DqVaT6Pu8Mm2A+Xp1kvwTGV1iirajoXb1w/ZmBG4WVnHG6IQUzClCW1i/dYnNk10MKXUCIxMbOHl2IeWmtBisTJ3QAQrGnV4tdvytdgJ0oSYgJANTe18CDiJNByhnMpZa5hHjkHuHpVs6pWa2NrQbPyIgATRkBj4boHoou3dlxjCQQSiSQRIRImNA0AR4okJNLMC5BT6nJGCrdGHWh2bbCwxoVrBaR2tm/2mWUr3RJxHs2X1XbnEODmxRbP1VI9aaICNQBblFkB4ND33bLHImoECF6MUt5MgIiUc2Lidspt40JcxlgUi+wL3cLMCaMJA36F7bXJw2JXCIol69hAEuEWRMzQfhs3TjOxtLAYAL2iIIKJWs2SFiQgNtV3CGAsP+MANzUhYKJwb7DC9qclBHBvOPZ2KsZWzzOfayEkUyOaS6kQ0c5Q1a20gamHG7gHLIcaaJwPYCCNii7SHOkoLMTUCA3tXqDW2nKzCx3QW7HHAdHU4/VvvFxl/CpxDHT1UuvkpRWBINA16lS1SdUzA2Eb6rSbhfYt3D55d1B18OiyNJtf4oYobNQUBmCkIMYIAIzGYXP3CP7VJEaE3kytTddRaymFkK1XSSncS51LLRZmzSkAUE3dXISJqalLXp8Btlc6/qsN3DXUHSsYgHhCCyMEggDCQHBwtWqLUb5hLTjnFNFQIi6JkclccUF8Q3LAAIJARiFpeEgzZRFEaJQXcwWPCEg5syyb8ggotTJjSqwK9mp0bGewru/MGTHco7ajmjkhkIMtzcKWsfs1Hx4IjogLLdYDIYQppxQQpjrPc601IlLXMbFWvYwFIhpgvaE4ifnX17wV2v5NsbUIS1qFzEwtCTcjC1FYI1W+IowJW7IurLWBMQgZmHgJxC4spAWCCeqORNKEDYubMej1MBfmrk014woEYY6O7taCnRHWFGEBYa5obcACxEiIjTDVYMLtkCapKZKJCD18nmd6hdIytUNXu9kBjPbMhGFL1HtbxACi67J7G7OlNufP0uXcBaJpO6YCO7bonFk0p6aaqlWPJuMJDyekdof+Wrh9zaBGvGJlmvoPERGAcs7Myc0BKAJMjSmcoKqaBXnw8nK2aL4BgFoFxADHFsbWau5VKzIRc4C3Z77NyVk43ACcgYEREJc7z3aGhoCWmDVvUfkGiG4fkZlXUHcLoHme5nn2qoDG1MxDlRABKed8qTrNF4xUFYl5t95BwGWakKQVA8yABAOiVCU04UBMU5k8gBkcNMAhQjVqBTbgQYSycGKuLRcgRJCQq07TDM9K7POoULHOiC4YEg51hhEVai1T1bmE65dPXy/HSynadQM0nylL7nrpJWUxDy262wkTfH389C9//PDh88epHjf7PmgI7mqdzdUdEBJEzKVOxYtWIuxyCgwknOcCoKsVkAAwBToQGpZZz4YluBqUl+enh+9fvjz8SV27vi/TBQCIEUnAUE3nUkg6YYYgdQObSh0DV6nLq/Vascw+VTMNsyCC1OWBWOZeL5dRNVrJAgHNdSrTNI9Vq3l7SqHr+u1mw4yPl6mWMo6xGoATZc6rTlFhmkuYgzGTtO9KiIBoOSZQcwRV99T1vXTSY4eUWnQQrUlKhlVOGnVu0E9X1bkWZCxTpTVlyauhNwVEB2tMXgxCs4UFFR6E3PerGSYDw4jcpa7LkpgIgIJehb6ArOZe5vP5chmnUjQA26alZdlySpvd5lIuBdXdQICFu5yQqKrq6HMpUyl1qqWfcRub9drDHOzp5bGUYqZdl3POano6nc6XcRwnyZCvNle317fE9fllqno5nS61WtuBllJNLy/Ph912n3JCfg37IDARZ6EdPz58d9PD89OPP7x//+7tm7t7EYLwUsrj48Pz89PxdOlXmQjcbZxVTdE8d6vNesOcvn+Lqno+FSDoe7q97n/zm5+u9jfMabxMT9+fP3780nXD7e2b/f7WI6Zpenh4kJSHYb3d7n76zc939282m+3T88vnz58i4P37910n0zxN48UtiHCzWa+G/vOnT9M0udnQ9dvr/W9/97v/8B//j7/9H3/7+3/+/afPv5QyjeN0Oh2YgwlPl1NRW2/7H364B4csXZd7ATHwMlWd3YoH2cPp8fn58vRy2Gy392+XL0vTAAAgAElEQVTvV5vuD384n0+XJtjxqvNc/+J3v12trr6/KX/zX/7maZogYL/b3V7f/vDuxyGv66jP00EoM8nh+TSV0zQmAuLEzISweff2XZcHoYxI5fwA8CipL+ofPnz8/Pnby8uxzHp1dbPb7Var1Xa7a6s2oKvO43Q5n88sfJ/vutX19mrPOXWrYYUbS7v1dttvNpJ7NJfqRGmz2caamXKWVRJ4eX64nC9Pj0/fvz7sNtu727v7u7vT4TSNsxff7XYRPl4uQsxMP/34w7s373frK4b03/7rf/vP//n/+h//8+/+z//0n65vr8/TeL6cn1++ny4HIJBEP/z45v27H/f7PTP/zd/8zf/6/d9//P5ptX3/5t3dTz+9+/z58/Pz92k+90PK3a59zVxf3/z4w4+11sv5fDwch02/3qxOp/75+fn5eLiMk6oChgg6Re+dJFz1fb/qhvUgQk/PL89fH5+eXl5eptPRU4Ikkjg9PT/8yx9/P/Q5Cd5c796+uyUECx+2+d/9+7/cbrfH4/Hxv347XB5FJA83xS4Pz+UPf/zHrs8//9nP6sVwnlx/+s2P+6stJfz0+ePD47fT6YhDTyuIrGWaFNXYoTPzWrw+nr4BxaUcQRzCpqkAgjeQiAIwuEPb8ueUiUhrrdWaRZqJsgghuKmbaniBNrQB9xDmLB0S1lprLbUWM02JG/FPMARyE+CaGxAgEEXbcVDOCSBU6zzNDeHNHMKlkePGcSpzCXd1RYomYjaPqlCrl1JyLkmQl3FT+L8FloAWBzYuajiilHJ6lQdDGEKI0HJLLQQAwkzUuijYddm9tqhe2zC1KhRLQwW2XdoCcEdEQ1U1bfuS11CXqsayO6Qk6Ve3cTsBLsfR1gdyIVqae0QtPRWvQVGLcF6Aigs0dInuvIL1arMoBLSFe0kvLgDGBTWec2/u1YzotZVpMJfaLvkk5b7vc+YlIIYokqhVkgACWtEImChJCgh3C12KPSySiD01jcmSZSV6lb2jv7LigYl+hSm6ey3FmbuuC4OqKsytQ/86kAIiRmQKkQQeCuitvWPe8lRtZAiq4OFEhEAi1OXcAPENmL5ETqmFk8kB/20QGqCqFL/OwUCEgBo1HsKhmGo1VWDCnGXZ+SPF65PW54yMgeFLyjeIpZVC3LUU0AqEQWREIWn5qbQ/EzTuPC3kwAhoZ+CGMSxFRUSEyzLIBXp1rM9l9DCpgoizTkWLgy/Cdwc1n6ZZZJHJqXtKQkjISBAIlCQDSDguQ2NiVTNXM1SrYNaudUWaNQ1fH2do5+cmiGveggZcMaHZwRrRhJAAQwunJCLB2AaPgIlFAMHMmqUqIEhYcLk+gFY4XXLSpl4h5lLErBDBejW0hGEThZdSGkhflmAxREQnlpKkRuxusE5mBI1QaNQ1AhFqZ+ZlQ8+8GvqqVkadpohwEc/ZXvWaizCyLSYe3tq8uFCmFsysaYOn+qLCWK6BWlSYiNuRqZjpa+Z8Mci16bH92lRbovRIvAA6X9cKR5LmBFEPM/XwUqZqhWN5YFTrq2YGLKyBmdSbaaL1bYmYMJY7ol91MiQkLMv7qPUyTYTAr2wVSUIkrwJFNFtcJO5Wa9grMGbo+1pctcUBHIBEOpEMiH0Xy2fS2pHo1erSFnAwdQ9jRsCACCZS08m01aHbBLtxmBdvBDJAk2QEIudMSXIjCbtHOIlgBJpBVbcoOec20m8LY0SQUMvXOWiABbi7Va1AICHLq6dFfXFLmIO5J4RAavn8dqNAJIAEaA2PY+oiiZABYakStFRwmcLnw+GlngsFrtZ93ycUmOv4KjL1UqZ59Do50TB0u6urqyz94Xg6nU/aWo8ogGRWz+OYKHIiJp2mQ8AhZSRRIgX4lXEKhEmkJ8qEBYK0uGRoV7rjVOYCSNA5cdDlbBzQUbfb7Pfr6yENUV0DECKn7tOHr/94+v3xcPrzv/qrq5vbw+n0/ekRGN7/9DbYAJwoBcDh8vxPf/iHv/+nL9+fjtsd3Nx1u92mW2W16TJVrRrmbWbeZvIiY0QIEzNVBVMTKdJTzkKI0SEFjeV4np4P5xUhffz46U9/+uc/fvinv/jrH/dX1+XxgkLIHCHTbPPsWqplZhYAkkS573bb4d2bd3dXV0NHz6fHcZpHL7N6BAkBDJC7/vpa5nk6n83dV6sejdz8Mp7Hcsk9GkXKlCR3uRv6gRNkEXDQAi4Q6l5st1ptunQ4PokgARGIuruGa+NEg6pfphmZAGjNtNqs9sO6R8JqdToTh7nWOjmyOcylQkEo0WjMqna5TMJiFIly7qjVzxvrgEQqWAuvhwOT9OtVkmy1QvhmWPVdbosWMvSDRAWONjArtUylFAAXARFKaUFkZ+Z+s9nsVs/j82E6nmwEYMkpb3p1n07ndmkrItRj3/eb9frm5iYwAuPLty+q1dVyzillP5+enp6en0/jOAkAPT29fPrlE2A9Xb4T69XVugXTCblZsMx9KjNfTs1aAwgppfV62+WVsCSh9ap/++b+7u52t9ulJMKECEmY6W69Hs6X7fPL8zRPSLTbb5m5G7ruVVPb9V3fdyylViCR3c363U/393dvhbvjy0VSNxZnFOZ0ukzH43Ecp/31/vb29ub6Zn91FYhPz19//4d/uIxz1w1v37wNUDMv0/j165fL+dJ3w6pfvbm7s1ol5U+fPv3pw4fq1g391c3+y7evX759/frtq5oxw2roh9WKEeZpJKScqJZ5u952qUOAMpfxPE+XWkZ3pWE13N7vu2GQLn36+OHbw+cAf3l51DqnRD/9+H69unarp5fj4flymTBl3O83jKKTu4EWg0AtNo6nh6evTy/fToeDQdU6z1NZb9b7/f76+ma3uVsNG0b++Onzy/O5qs3zbBbT1ChPfHt/1YL7FgYUu93m5s0WKC7nw8P3b6lnRHg5P759/+Nq12OKcplqVJIURFO1p5eze4yX6TJW4dT3w3q1Gfp14kRAprNZfW5qi+eXl8NBS9VSj8eXh8evFjasOkD/+u3Tf/l//u8/+/nPV/16Os9///f/+Pj0/d37+/3V5uc/++n+3VvAeH55/vjplw8fP47TybyM8zFNSESb3fDnf/Hz29/erNfrfkVB8+2bTbf66e7ddp7n0/l8PB6Zpe966Sz1Eihjict5Guv5Mp/GMpfiGK0nBjlDulBeXe1urlebIdBezt+JcbaSVjRYntTGMl/fbPf73XpYl3kyrQiaOkkryCvcbIYy0/Goh8vjpRzO5/NkJ2CljpSmUwkoAaKT18/ff+GEBupYq1x25203pOPlMPqx8GUGCUe0y3k+q2kQKM2YTQImPXv4XCdf8N5BiELwOtyALMAEmblLHRGSexSAAA5gRG6YjGZbWTKDALT8e+N0qBUPRQYh5sSEaFoDAghIcqB7aFgTQLW0Q6jaPM+l1FIcMYjAQy/TxLVEwDxXqx4eurhEXaSFTqE1rFo7DjHasYQIRYIIc5aU0qtuDh2AX9lublrK1LCKRGReG82PWSK8lEm1tt0WEQkGADJAwzmkNo0kjAgCYOAkHI1D126HAQhSREC8XkEzEWGS1BgtDX4Dyw4VmkdByZHBwywahT7UMVQjAtBzJ1qru5pj1aY20LY/a6aHgChlROSh71tqVqMQMQB6M5UDEGLOHRFVnacyAYYIswgAVQ3C6PvVarVWM3D10LbpFGYR5gYBdY8w8EZtcQio5ghByzgAEALDG24lEQsTcyAIvFI4EBEJtVZsHvgAiPDX1CIzSuIIQGtqPjDwZU+fcwBSy0GGM2IS7rq+6bYQoZba5CXxakRs+7ZaKwYCCQGGe636ehh3EWmHLvVKSEgEEcSUMbuGmZraNGs4NEZLTiklacO5ZVC7zEkYCQwafbDF9tAdTAOcqnqtUCo0DyKxMbMDGqB6zEXdDBAJqeu6aJHgUs1AUjBLVYXXSTggWhgScmIPH6dLO1cEeXAQETJCoINX9VKhqhOHMCZzBOq6nJi4az/SVIqW2SCwCb7NzLyqNryGtecWCRHDvMYSxHXhBmMMN1ULSYLASG067WV2c+skEUupRZglJaauanW3vuvMWmEWItwwzL2qEhdAKnOppTKLu9bSmDthapeopU6l1pxFEgtxAJsJhAundqvQ59w+foxoUF53lZxp6FJOppNbYRamNoqNUmoppeu6VtszM9Oqqm1iHAGtjcmMJIEI4QuhjRaxSHOHRgONMjM14IqGLP62aNa8NiAibL4Qyv7qFwgkJCFhYgVDbAc+bFMLAa7mapVMmj0FgFgSswCFm7YEQfVioYH/9qgLc3ZJiR28rcwLd3S5lJLXETRYeFVtlCAD9eWk2oQKABAWYNbAVMAstFCLhZnak9CmWLVWelWn5ywtZEENe0bi3izz4gvBiBdrBnLDDwlREJv7okVvSWtyJ2j1OSR0czNroAxoCK3FxoCInjsTMTcw95aT9zZusKilAIU7tCu8Vm1VdyzYJplqxkxECdCXsaK6mpl6qQ4QzIvgsG1KTd3cG1OaOURoWQCEzIuae1EEC+dYLuPaBaR6YKCRYMd5t9vOZRyPl2JFpB1oQ4Q90TRNgsiYj8ejKUSgabuDF0drqWRAsAAP6vOgUymlzMW7IbrOWXA1JE14Oc+1xDwai7d0TkqaOoGg8VJUQwGIgJ0E+77b+MxeczWi1ZBpU0HRigDtN5uEJ53x4LOrWGWt/Pw0nafLZXJOKB2v1gPaIQvf3u9/PJ1yP6nWLlOf83a9gdAkNNsMCuYulKC9nmqmLsR9vxrHaqrTpATYsWxXq4YmBlWHqerpPMp+vyb+beri/s2OpD4dclC7+GsTZm8cbnBnRIuiEUn6avPh+Pz8OB+n42SzJ6zmLSaoxYFg1fd3N7dDJ5f5XOdZtdqs7Q4OEXKSoc+b1brPfScZk/XCmSEhoIEVLzj1m1UvXd7fISMgOeBlKgEmSVbDNicCUMyMiQCoT4OISM6CyIxC/Xbbo8B5Gr8+Pc3jqGauGBVCHZAQ2QxQAbu0WV+ZjqbF3ZryjhpDur3qYW2r03U9JDEtgVF0Do3zdJrrFOjIjEFAwCycV77GUqu5IcHV1fX7N29+evc+MUbUaTrnMcs52elRO4wsKHI+ny7TXGvsd+vNerfq+vv9zXq1qvOsYbVUITZTROpzt95uLGy33Y/jTAiCwNN5PjyfkOo0j8NKhm61Wm+IeJrqalVaDHueJ8Bo+S9iBIjxcq6lIso8j0Sw3++73IXHOI59l1PidvGWU4rVeryc1RQIh9XQ933X99M8a6lmhYj7odtsqxbY7YfdzWa9H4ZtL9iJ9EjZnI+HyzzWr9++X84nRNxsNlfXu7v76+1u+/nLl89ffvnXf/kjUrq/f/vjj29TIgSfp/F8PBxejmO+9G/zerV69/bty+H47eHhw8ePp8vIKV3dXqnX83h+fj6Zw2aTrq+2wzAIoWrRWqQDxDbSUCbpc+89nPN0gBEiehnub++vbq7y0H1/ejgdnovOHgpgqsoEq6EXWo3nyzRejpdSyqhW3YMxZ+mHvBKUZppEDwHsc0JObQqtBaaLnaVQnOsah36YJ61qATFOF/fpcpkB4er66ocffnh+OWotasVRu1W+vdut1v35cuA+hkOa59GjSucgZayHSzlUL5w7kk4NDseLapS5zLOuVl3zMJcyVhgh0EMbXHC6zLU+TVNpnmZCR8DVZnh7d993XeI8zZev3z6Fw8vT8dvDd5L46Tfv3//49jc///Djb36ade4eZKynp9Pj8fz07fOXsZzX65WImLrk2G+6AK12vEzQdd3uKq13N6XMDw8x1aeIOtus5xMxT6XMdqxRFSbD2cmCgwjXXfMAyrDi3c1w/WYrieYyXmxWN8iwv1sNuyxDxnTY7rrNNq+GhOdSJjMrLqrIk6WrIaPgZY7vz1/aFTiwcg8gNvuoZQ6IkGrgp/KSgEEcyS92xKITyrmeC4ye9GLHeXaE8VwmdyNBQ6fkiKA+6fL1A4jACCILo8gTELW4SmSRPmUkQNW2sZXlJhMIFqALETQIRQSEAxEAL7tcQBchBBBhEaqq5hoeKGhm1QpYu4sPa7UQjXFsZClIAq0DWa2qweLe9SWZxAtkHXmJMyAhvqa2FmhH6180bKaIqMciiFmUZBUAw6vp7K5NkK5WCbHtaRoTT7USGYBEeAtwOpCFt3AdtezRMo1odcZGIHQEECakRgdFt5Z9Z0RKknLKr7hQeO16BjNXtaB2YA4HC/SGOmynyIhACqBo571mK4SFEO6AiYICXK1wGvqhr1XdWodNYEEutJIlInGXKaXlnMPEXe6JhTgDQO6Grhsul0st5ubMLEwpSYuvtn2Rm7mpuYFhAGILrixTH2gEOzQnRFlsGCH0691A+/GBmxEhM7YnBhHU1D0aSZSRkEBdwx2AMAxZGJMnSBGAiOhIKEn6oWfGdqs9EY6jtTBpBKha+x+1uQmEQ0St6hWYqfXpm8cuwtWcARCdl3EpOjk4RXitEQFC2OeUuy5xKqWaF2vZVFrE8eFh7vg6ZNDiYQ4OTByAgO4g0TCIORIBIgeGB5mFWiAEMfbEEODhpZpapIC+5+aqJ6TAsLBSq4Mzt96RllrNFAWlb+UhauoSTiLaooVNuocA1ExXOSfmBEBVPULxdRgdYe4W5MyNJocpN/Cbq5XWe3LVpoLH19cXgRGCESUnBCNwc0rSDvvQUtaShBnNTGRRETfMBoKbhbphbW1MNbOcM0S09q+7qVUErbWoqnAGTojECMKEKaWU3QEBc8rg0Ug2TAjQ5ByUE6ckSskdcs6Ng1nN2qLAhMKMhK0SiQg5kzZqbwA4IC0tPnev6oDK7Mu4DH8lhvhS3QQAB2Sg1uyCNqRdSMJugQDLZ+stsxUgi/yOGVoM7Nd+Gaiah2oBJGjXVZaYJRCrWlV1dwNzDIymmKzVFMKRoinrgaI9nBDx6q97fSRa88wVWi+OLMhhSUWESAttLq1FNMfGKWmnURYEbMKeiMb29HZmZkrMVIq2qlsrnrUIQwRCICJHWDhg87HGYnyIdm3jrdjskQCXB9/BGiGpUZobxjZUvS1IiFCrMlXVeA18R8QSsFR1IBcxAG4DzmgWWVOPBjBcir7k2JLabcBebTllI8Ky5hMDoKnWulxYEIGZMjMgqYMaqDZJLSxBdFJclnUFpDywByUUETmddRzn6jUlEZGmtidx84Iotc6n8ynxgIu8diF5mVdzZQkrUBUBueXVVS35knFICSFwntotmIks46AuU98lDJm7Ok7Vq5uCI4GkzKuL1uk4H4vlWMOGKUgLuMV4Kqtht/phu9vdpm44H8vT09lVkmwIV7jkV3sk7oZ0291UnfsBTqfz9X57vd/f3d+uV/3jc354fgj3CBRKBBRgrqHVsqTcd12Xa62qjgpYsZitehYgD6t2OV2eTofLbnvd9enm9ma7Xamfmbi6qqkHujuBd5kIA8KZQKFquAFdplMZz5fjqXoNBh6yeiC6I8xjQT0LshCtVytgO5TJXTlws13jlPzyggWy5KEb+tz3qecMfUodY6IQAHIgA3HqOUs3OCz1gDK7Nkg4py5JOIUQCCOyx0IIrxHhimA5S+rFyetXPY8jGGK0RCg0jHOtVscwA+MgECFCAY3qrRtvYR4Oyx2EkUsiJDSIqrNHNdRSR7Wi5hYAYeqVJDHnLoVpBAIh7ja7N2/e/va3v3Wrl8tBv89D9GtYX6BMpJXBA0y9zDpNse5dNrJZ7zbrTU6pzJO6uVlOqWhpqwwRtX5wzpmYRCCDEShiJqG8Xq3fvHl/c3cLiI+PT6pQqqWUpmlS077Pw6rrukRE4zhOz8/zrI/fH+cy991Qiz7Pz2F2db0fhh4jjqdDKTNiEMnQr1B4f3W1Wq9SSl+/fp2m8zTOItL1/d2dEOBm31/dbYH8Mp0wytX2zbth1w+7f/hfv394+Pj1y0MSWq9Wq1VPBIBWyvnL1w9//NMfPnz85Wp/c39/3Q9ptc51LvM0ulZwdaVaS5fz9fX16XSexun5+XmcXX18eDxs9jkQVBc7b06p67qhSyI4jiOKrno8nw4zzjfb/ObdG98i1XR+Gueofeqv9lc///Sbt+/f/uFff//xyy+PLw99v46wMk1lnuo8r7e7brczf/n08P35+fH54agz/Obd7642V29v34eb2bweVl335mrfny5rEkJGQDyN8zjOf3r6qPrH9Xr95s2bnHPfd5L4fDmdz/PpUm5vb3/6+ce//Mu/+vDxl4eHb6fT0aKQ+LDtfvPzu6J77OrjI59Ox3megefT9BgjXMYLCay7PvcbcDidp3k2q44QAGhmp/Px8fvDPE2IfHt1nzu5vrk+5el8OH/++s3D1uvh7vZqu1m9fXf/888/vHv7PlE6H8eHr49Pj4/Pjy9dnze317e3d3/57/7sh5/e5p4/f3h4OT1Jz3dvrz5//fB3//C3jYQx9P3d3d1616VVIFFf+mLr1Wo1rIZu6IXM8fR8/Pjy8qLmzAkC3cE9EneYQwbICh3yZrN6+/bt3e3Vbrsyr/0q765W03yJGTYpXUZNOe32V8L55vm42lGdTf18mC4e1ag41NEVLieQ09V9YhKF6fvDdyLabrf9JuHs0zxbLehEjC6KBNR5sOV12ux226tN6shAy3RRqpTpXA9+mbDR+AikPWFMIhShAU4MroAIwpAFRSSJNB1CuyjuU+5zBgCU6ovNDBkBYsELMiELNV1S02/w8uULSEBEKUnLRiaRACtFp1KBwN1KneN1G9r+6eFTCVVgAhIUaaOk5ZRHtMxN2ldsajl7RADI7dgX0eTIDQzVNms5940mol5blM/M3au1bhuYu7ZZIhHUWoEoLUnOBXvQAu1mlrqckjgEuqot1avmWm1hLnM1s1KLqREQE6ecuGXkSl1inAFtYNhcHUzEnMKjQQgsHAIsNCAA/ZXo2Spmvuw4W+4IFMABzdyWQh0ZBQGAg3ZCq76fsanCQkQgoBHndSEosGTJKanWUkp4COVh2FztW4KTA1Cr1zK7uwgLU5KF1uDuJIsmkQABIXBhuBLgq57KrRg0EVybdakugzCERUzwmlYlaulEQsRmtwcANMjSsZBPZu5E7IuwmkQyE+ecWoKak3BKSRqsFFqny6q2WKuqNlEj/RtH1aZSZ51yzkTYKlTLj9AhojXcEmLjd0ZrVLlrBAChpJxzzyxVw73UqixtnBellvZ8SZcBUKtPlxoeQtx3QhKCTtKbz+6lOnBDyEBryf3avSQAbvaPqo3gQrn7NXEnre44zVODiwizOaGCVQVHcBCQRh0hkTVx7lKtumQ8iVLucu5FSCQxi2kgEBIKLvUwVQWJllltY7DcibvWaqalvbNqCmDgJiIN2CgETMBtJwIi1AEsLS/pcq013AAa/pQBoNQylfk1TEjQ7jVUCaAJ+1KS9tQvpTULSIGghBZetbppSzwGCSXhaJssgDapYkqMTERhSAQEAK6EwIkkNVNCoDlhCENOTEzmME0Ti+Qs220updSqv2JkX/tjoQoB+rqcghAQL3japev5moF8XawIABoNHxComC84SQYH1SjFiEwEX4Xn+Hq2/BUg66YaCO7RdOGIBMhtbOiLM2xx5bUanUN4uC39PW+fPOCiwmu/oV3SgYVDgxUbiiE0nSkhYkrSFHZmBoRt9+kOEG7kTL9CX9qT6+3JnOe5SxkbDRDCcSESR4CIgAM4EqK6LWr1ZaK35LHbwhIBqsAJlrd6CcfGr59qBJh5mWtjhAKAqk9Ram2OQUdgRPLXjuWS4aWmiQ2uZP7rl09bWVpA2+EVAAMLA6v9KtRaEgvT4p5RBdUGBvWizmwAzWkBixDIANypHR3JISilnHO/263mqFGw1lqKlqLqBo3/lVphyV/B1XWaRl71Ijl3QzTusod6dS+pgzrBXKMOCgDtWqUxyy6XEC614OEAw+AEmpIieQR0Ka26njBbDYzTxco0NxA3AuB0mb8/HA7fp/PT5f76/mZ37VrKdPny8dN//I//4a//+t/t99f/9f/92//+d//rjx8+vnv/w7sff7i6vXZyB3Ww27u83bK7i9B2uz6eDldX+/v7ux9//OF4Puacn5+fayhiCFIwm6t5qdU0O5H0fadax/MUAFXtcDqmtJNEgDqV0+U0Hh7nm+u3u+0+JRaWQCGiMs2lzkAcQUSwWiV3R3ACAnJHV8fj2X2yw/MhdykPHUpScwAvoCc9n/Q8nS9399ebbb/brE6HZwDv+ny3upkHs0tMz1O7Eu1zP3R96qmXLpMkrJmwJ1lx11PqKSWWamYAKHKGOdTnMnXCoAmahzMTs0Q1TbmXPNdKVjnqZp2DulLmw+F8OF5Wfd9RpiTO3o7TZdZxKhPUgnq932zXq36Vi81znarWMteiZgDmbXjeLlZqLZOrMlAkd1APL9Xn4hxTkhEkIaCrz9NcTXOXVsP67vbu3bt3x5en8XI4nU5GKiK73c7LpcaspUIAArnaPJYyKUErK8I8FcBAgL7vL9OoVS+Xi3RpHMdpmlrlUxBo6FaM+fB8yD1G4Pk8ni5/MvdStJmLA+Lx+QkRrq62w/ou50SET4+P3x8eD4eTqW92+59+/nkYeq3l5fnpfD6djw9t3JmzrNfr27u7QLzM08vLy5evD+Plcj5PpVQIJ+K2+bm/u//hp9vf/OVVl1dl8seHQykQlqazHY6nw+F4OBzevLkb1kPK/P3756enz+r15fDSD/K//e9/vVnvNuvtt2+fvn79dHw5fPnwaRovzLLb7C/nU5e7/f7qhx9+QOIg/Pzlm0bsrnarbW+uL8cjUvS9DOsBCVrDu9aq83n2UmdLVEXTL4XZOzB89+b9eJqnuXz55dM8TY+P37+/fLvMpyySk9Rq8zx++vDh6dvDdrMBi6fD+eO3J6b0/t1PQ952tLYK3758B7ecYViLEPZZiFZznUioX69X63UpOs7l++NDQB2nw3Z3//8iznkAAA3jSURBVO6H+3W3u76+MYunp2MEEPLL8YkFt/uVdLDadZR9nF9++VJYol8RnyMH9tths+nN43Q6Fz9JZMQVIltEVWDpc2JCdI/T+Vzr+OXrpzC72l+vt6s397v7+3dJhnmqj49PHz9+KGXKq1Sjfn/+Vv1c6rTb7BmEE2x36yQJAJmSQR3n8+Pzgz37Hz/88z//8V/++MufJLNC+au//gsidHOtdS6X+flFSgGIfM7H8yBJttvN/mqvVo/jo3T1/u1Gzee5tvKXcC6zznNFodv7u6v9ze3d3Xa7R/R5PqMHStUYDUcZfLfpzl+ezuVop3Gz3kmPt+82ZbYy1XkqpgaiaJozdsmdzw+HD17x+DwDg3QcbIYlr3h7fc1J1G2e52GX5jpPdYywRJhX3G9TkF3GscBEGbpVipk00Bm6zA3z3QZfzNyybSJUqzFhSpRFUpKUJEtCxojQUvu8nPeglioyDD0LQai5amiAv6qtFk2vmSN1hIQYHgoRZM13x+1M1fJQ7tr4lq+jHmgxIETMHXJCRJBE7cY9wBvCYpliASBhZumkW4Cf7vzK0W9B7tZdaVvwnPuIKKX+/2UJZhpR3F0oAKq0OmKouSIKUkQYQBCCEDg0Jw9KU5a7Ng5drbWlQAGDmRNLraFaS1HwQJZWShRhYWmVl3buajOTVrFrSbCFfeDuUT2qVqVXHmBAtDyHgxYtbt5+ySGI/7+mznW3bSzJ43U9pGRZTtKZzgwwsw+wWMz7P85iF1j0Jd1uWxJFnlOX/VCUu/PNCBDIDHnEqv/lhyLk5o/3g6iCEeJErGKKxARCVBEmjgizMB8ZjsDhYZBzm4XFI1RUuSHRtvVhm4f78KKSU4Wldz1hpLsIEwICMhNkmhukMXETwQflsN6BRfh4mLr3ZTMuc0xC3SGZgRhEuePwIDNzXQ0gy3VK4IK49/+JqirxRKSZUIW6630Z1iFzW7eOAJhM6DYQ0B32UpWIahhUUcLqix/rlpulWZE8xLy4BZ4AY+TW43hwVURCM0cgEkHyrCL3BI9EAmSWSajKCYmA0LHcElE5wW2z25IEcJgQoIkwcIpoVL0FKtEkopmdgIRERCqeFEDDvFtYBCTAsD6s5Cowy4w++nW5MtM0NVUtfbmWu9ZTHoMaE7dpzoD1vrl5ZhCQamNRYqy3YQ8XkdNJhTUTfPg0TdOMdKDMHGPbtp4ozMgCU9Pa5vTB27pd1+0wzarCIogJ6elg6QnOhMzoo1AQ4DbMjagg1BEJfRu9e0K0JtpUsJWsAw+yWt37YWbhEUlAyqDMkTsnrVyXmUjIAWOej1Ob3bN7ADhmEqIwpYjb6GNFDG1MjKNvNeJgQmtlUa5W4Uqigqqez+coXL3ZtvXet3V1FmLGNmlEERdABJtiFXYkZEYCBjOoSHqGBe0mQIoYpRyZeaX7kEGQS9SBxNxLOz/Olmr72CfehN02aRYlOhEhKzIjIAYCBNZQae5mEJyJFUjLTGgKTMzIzLKXA0P1DWPgXlrkCeAB6ZAVVEREqgXZQ9cityBCIDILEWBGs/xwQzBzNaxAboxYDF7LQKycI5S1FQGZ2CMIgwg8PPa2pZ3uLkUcGb2uRg3MNUQhFr+dAbCEQjOPqGvYjcLdbXgmqvJuXRW1YMQQEWFGRmQ0a1XOWYYDBDA3DzAHZWAmRB4WaMFSP2LvPsKQkQnGiEcjco2ntSpKMxgDMqE1YKqlJ0KGWQ/HApCotkwSmY7Hp+PTs4evY1vX+xibZ7h1gJxn9YGQqcqqyjQ3g9tyufe7wWqwenbPgvzktg4W0iaK2VokBGS4AQKejq1WHtZjWPc0xFQZ86TzfCBi1Tterg1ROBHH88s0y9dvX4lclAFxfP58JDxc32Weaduuv/y6/P76y/vldblfRPDHH7/+57//SyZetuXnX35iuazr9e3tbblet20lxOV2e2/t24/fXp4/MYuZ//TLT++3951tDgTJJfG5p8p0mMOHdwy3sJHjyScZnh35MM3tdJojxu12naYG+XyYDp/O5+V+seGsmUll6nGPsISATkkqOnNLGQ7uO+bn/Hx2RDO0DowMmGHe+xYhz8+Hz19e7jrJaGTIQqfzE2wImWP09X7f7kotCakJHSeYWBtJemz3zXvPtOHBKofTc1rkiH4fl7j2iVUgUAMos/s2urSjNhq9QTw1RgRVPsnT06ndhx7nY4tjEm7LFhZmkasZRRAkEQSrzOfTedluGbB1Gz3WtW9mSKytqeowg1ocQxDTNOnhKadDIlvuoXHb1tUDxzq8G2CWV3n08fvvr7/98tPPP//fr7/+ShPSgfUoZJgjhxsjCyuAr/dxeV8ux9srgIvUxCjMh3me57nQx3tgPqqclqQi40zSt6GTZELvY1mX4VbrSGVNgHVdE+L4ND3eWdFt3O/L5fKu0prql89fTqen3jc3u7xfltvdY5RrpbXpfP6ETHi9fP/+2x+vb6+vr2NEJjAjIU068UGn+XB+efnywycEffelj252S9Ox4bb1rfdt24i5NRXhZbltfVm3xTOeTs/fvn09Hk6QvNyub+/vr99///3n70T09HQCyDF6uE+tnc/nrY+3y/vlerWML18+HU6z+QAKpFQlbQqPDVuEj9E73NMAiTZY3+294VFhfn56ptT7/bfr5RoQAX7b3gNtmlWYfYCb3Zf7/bb0dU3Pt8v97Y/r1x/+dn5+eTl9tTtEwHK7QxikPJ20FBkkNV+JcZ6mBJym0NYu17feV/MuSoenp4Oc//mv/0Dk376/Xq/L5f36frkSwzQ3IG+zIqf5drlu08zTLCQpDVvT+ai9j4ARMBK4GNC1s2uiKo2Rxlj6GOt6v96uBPByfpmmdn4541mfT5/HiNPzed2W9/dXFhi2LWv3WM/Pz8JymI7EOM2TsBbfLCGGjfu6rGN7e//j1+8//8///vfL55fD4fD1b1+IaPRxu17v6zK2G/OaGcPVY0PGxK4TDOt93FjieDy4R6IDoIq0NgMunhBAn748ffvxy7dvf5/n47rexusVIpEjYAQOVtRJgGz4HbpPhyY6HU+TqCOlRQfMhASKNotIJo1le7cV7qsfn46sBJQBripPz0eddBsjMUg0V1+GR1pScCOd2NI9zcGIWSaSpHBKAlX62JLuMZUwzL2zvkI7sjducVMlpszASGVRFgAYzEzUVFkoIr2PevXFh6Wx2sZrCV++69xNQ+huCBlRFss/F+GPt7pH9qkGNqWarvZAfvHlHvC6TCz5TkWbtI+yk+oJIKJAKNGjBLRMEBU3h7/+yYr4h7sjJGHUJ9n9flCD6A4b3IPtfwEDBjj6zvGO/Xcp5xzvM697qUUFamcmZqrMYCVeyj4Yf9ku77ysQvlAeBhUA0b9FSYQpe/6oVSPEmQRvD0cduWrRkkgAqgezNzX00wsIhnV5+cOjjsuL1tTJEJ3JmZiQCoSurnFXvSwv/xR2TTd3QZAMiEjEdNeZpJJCML0gIqnm0GmqjZVz+qKoA9gBuLO4ntgkysr9bC9EZZBOCFZGJFUC7HYELVuj5JeI8NtPN6hUxgLFLmb13B3mO69qYXdsDArlcZFBJAi7eGfg+KD+ZScSYkRyTU60U45z4S6tIUmq2sLiLtVFOCDuWSeY4DQPnqUDs4sRI4kiFUiouaOQMSibapKigSM6pyoaxLhEQVxqDu3iAuRxEKiUu0sOyHa9ybDIhuqNgIOh4EjIhiwBOdKWuZufWQRFVEbnp6iwo1pIjPrPcwHexZCTUX2TkLA9b6OMZqIKu8mxvq8AbXcYaYwr4c9w6sZM6Ccf0XdzIDUj0PJzPeFzp9YtbrjMoEYhQCpevLAY0RYVRolYkYI8zRNfRtOVFW8pZ8HkWe6GUCIIgK7V6JuV9prtZIPukx94HmeAaBQMRHZ+zAzIGAhUbKR7oGVZJPHOVGa4YNn51WeAFhsAMK94CMia8aoeFvxax6NQbuE6A8ASeyWV/xA6mWmeZrBXunKREVyeNRXVo1MwU5K4i4DpBQ/hmmfS+HPEpr9xq5/pMrdMYGQkR44hEIMYeaeLdzt2/DxUOTHsLofrRTMGn/WZu3P4q6XExFSIjFDBD5OKtitIbwvABM+Krc+Dor9y+LxWO+FRkRQ0T73xzUjIuKaW8uoUd8R9Z3CLMy2B7rrk0e6Px6dKmEpGbUC24n13ooByRVoBIQ/LSf5OLD2SGGZFxCIMDx9h6n6DqNPLRPK4fCEzPft/vb+dlsArO9NUSoF73j07khlZcewQHO0Ck/Xf6B7cHXWcYqUaFqFPzg1yUBIDE8bYeHE4O4JqapElBnrdpMEpkSMedaDNIypXw0MiOJwaFMTzK5KZn3r436/9b6adWI8nZ7+8Y+/t0O7LJflfuvjvixjWW7rtrobIY4+CqgzTzOL/PD5h7e3t+vtmrXx3a0NUV99zKLSmIXQLLJS2JkR6USpxDGxjRij0wODOc8zIWck7Op6kTCy2kQ8ARVYWZKdC3tJIjLPcxD3nj46E2c58d0zszU9HGYwAGQKrLa2TYebubuN4WaURIjMpAJKzGWbHhYjhm0WoVNr87GU9bDo0CEJZ87gcHD30TsF9DFodEKARkgowkTcJmmTtKk1bz6g04A6BqoCC+vFhJlkmg7mttIGSUU8Hn0QA0vu50zuSXIiUJXWUnWUWF0nhLujYVhkJBAQMgKFx/1+v16vl8t1WRYFaW1qNBHuXusdVANgFn2zvo31vjaVgNQmxKSqUqagfVOzI1UI8f8B/FPddkGrp8wAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 x1 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y9 ff1 fs0 fc0 sc0 ls0 ws0">DOM DEVELOPMENT<span class="_ _0"></span> S.A. </div><div class="t m0 x2 h3 ya ff1 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 yb ff1 fs1 fc1 sc0 ls0 ws0">SPRAWOZDANIE FINANSOWE </div><div class="t m0 x2 h3 yc ff2 fs1 fc1 sc0 ls0 ws0">ZA ROK ZAKOŃCZONY<span class="ff1"> </span></div><div class="t m0 x2 h3 yd ff1 fs1 fc1 sc0 ls0 ws0">31 GRUDNIA <span class="ls1">202</span>3 ROKU </div><div class="t m0 x2 h2 ye ff2 fs0 fc1 sc0 ls0 ws0">SPORZĄDZONE ZGO<span class="_ _0"></span>DNIE <span class="ff1"> </span></div><div class="t m0 x2 h2 yf ff2 fs0 fc1 sc0 ls0 ws0">Z MIĘDZYNARODO<span class="_ _0"></span>WYMI STANDA<span class="_ _0"></span>RDAMI SPRAWOZDAWCZ<span class="_ _0"></span>OŚCI FINANSOWEJ<span class="ff1">  </span></div><div class="t m0 x1 h2 y10 ff3 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w4 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls0 ws0">2 </div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h2 y1a ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x8 h5 y1b ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1c ff1 fs3 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y1d ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 ha y1e ff1 fs3 fc1 sc0 ls0 ws0">1<span class="ff3 fs6"> <span class="_ _3"> </span></span><span class="ff2">ZATWIERDZENIE S<span class="_ _0"></span>PRAWOZDANIA FI<span class="_ _0"></span>NANSOWEGO  PRZEZ Z<span class="_ _0"></span>ARZĄD SPÓŁ<span class="_ _0"></span>KI<span class="ff1"> <span class="ls2">.........................................................................................</span> <span class="_ _0"></span>4<span class="ff3 fs6"> </span></span></span></div><div class="t m0 x1 ha y1f ff1 fs3 fc1 sc0 ls0 ws0">2<span class="ff3 fs6"> <span class="_ _3"> </span></span>BILANS <span class="_ _0"></span><span class="ls2">...............................................................................................................................................................................................<span class="ls0"> <span class="_ _0"></span>5<span class="ff3 fs6"> </span></span></span></div><div class="t m0 x1 ha y20 ff1 fs3 fc1 sc0 ls0 ws0">3<span class="ff3 fs6"> <span class="_ _3"> </span></span><span class="ff2">RACHUNEK ZYS<span class="_ _0"></span>KÓW I STRAT<span class="ff1"> <span class="ls2">..............................................................................................................................................................</span> <span class="_ _0"></span>6<span class="ff3 fs6"> </span></span></span></div><div class="t m0 x1 ha y21 ff1 fs3 fc1 sc0 ls0 ws0">4<span class="ff3 fs6"> <span class="_ _3"> </span></span><span class="ff2">SPRAWOZDANIE Z <span class="_ _0"></span>CAŁKOWITYCH D<span class="_ _0"></span>OCHODÓW<span class="ff1"> <span class="_ _4"></span><span class="ls2">..................................................................................................................................<span class="ls0"> <span class="_ _0"></span>7<span class="ff3 fs6"> </span></span></span></span></span></div><div class="t m0 x1 ha y22 ff1 fs3 fc1 sc0 ls0 ws0">5<span class="ff3 fs6"> <span class="_ _3"> </span></span><span class="ff2">RACHUNEK PRZ<span class="_ _0"></span>EPŁYWÓW PIENI<span class="_ _0"></span>ĘŻNYCH<span class="ff1"> <span class="_ _5"></span><span class="ls2">.............................................................................................................................................<span class="ls0"> <span class="_ _0"></span>8<span class="ff3 fs6"> </span></span></span></span></span></div><div class="t m0 x1 ha y23 ff1 fs3 fc1 sc0 ls0 ws0">6<span class="ff3 fs6"> <span class="_ _3"> </span></span><span class="ff2">ZESTAWIENIE Z<span class="_ _0"></span>MIAN W KAPITAL<span class="_ _0"></span>E WŁASNYM<span class="ff1"> <span class="_ _4"></span><span class="ls2">.....................................................................................................................................<span class="ls0"> <span class="_ _0"></span>9<span class="ff3 fs6"> </span></span></span></span></span></div><div class="t m0 x1 ha y24 ff1 fs3 fc1 sc0 ls0 ws0">7<span class="ff3 fs6"> <span class="_ _3"> </span></span>DODATKOWE INFO<span class="_ _0"></span>RMACJE I OBJA<span class="ff2">Ś</span>NIENI<span class="_ _0"></span>A DO SPRAWOZD<span class="_ _0"></span>ANIA FINANSOWEGO <span class="_ _5"></span><span class="ls2">................................................................................<span class="ls0"> <span class="_ _4"></span><span class="ls3">10<span class="ff3 fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y25 ff3 fs3 fc1 sc0 ls0 ws0">7.1<span class="fs6"> <span class="_ _6"> </span></span>PODSTAWOWE IN<span class="_ _0"></span>FORMACJE O DO<span class="_ _0"></span>M DEVELOPMENT S.A. <span class="_ _4"></span><span class="ls4">................................................................................................................<span class="ls0"> <span class="_ _4"></span><span class="ls3">11<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y26 ff3 fs3 fc1 sc0 ls0 ws0">7.2<span class="fs6"> <span class="_ _6"> </span></span><span class="ff4">PODSTAWA SPOR<span class="_ _0"></span>ZĄDZANIA SPRAWO<span class="_ _0"></span>ZDAŃ FINANSO<span class="_ _0"></span>WYCH<span class="ff3"> <span class="_ _0"></span><span class="ls4">.............................................................................................................<span class="ls0"> <span class="_ _4"></span><span class="ls3">11<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y27 ff3 fs3 fc1 sc0 ls0 ws0">7.3<span class="fs6"> <span class="_ _6"> </span></span><span class="ff4">OŚWIADCZENIE O Z<span class="_ _0"></span>GODNOŚCI Z PRZE<span class="_ _0"></span>PISAMI<span class="ff3"> <span class="_ _4"></span><span class="ls4">....................................................................................................................................<span class="ls0"> <span class="_ _4"></span><span class="ls3">11<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y28 ff3 fs3 fc1 sc0 ls0 ws0">7.4<span class="fs6"> <span class="_ _6"> </span></span><span class="ff4">ISTOTNE ZASADY RA<span class="_ _0"></span>CHUNKOWOŚCI<span class="ff3"> <span class="_ _7"></span><span class="ls4">..................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">13<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y29 ff3 fs3 fc1 sc0 ls0 ws0">7.5<span class="fs6"> <span class="_ _6"> </span></span><span class="ff4">KLUCZOWE WARTOŚ<span class="_ _0"></span>CI OPARTE NA P<span class="_ _0"></span>ROFESJONALNYM OSĄD<span class="_ _0"></span>ZIE I ŹRÓDŁA SZACUN<span class="_ _0"></span>KÓW<span class="ff3"> <span class="_ _4"></span><span class="ls4">................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">17<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y2a ff3 fs3 fc1 sc0 ls0 ws0">7.6<span class="fs6"> <span class="_ _6"> </span></span><span class="ff4">WARTOŚCI NIEMA<span class="_ _0"></span>TERIALNE<span class="ff3"> <span class="_ _7"></span><span class="ls4">...............................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">18<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y2b ff3 fs3 fc1 sc0 ls0 ws0">7.7<span class="fs6"> <span class="_ _6"> </span></span><span class="ff4">RZECZOWE AKTY<span class="_ _0"></span>WA TRWAŁE<span class="ff3"> <span class="_ _5"></span><span class="ls4">.............................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">19<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y2c ff3 fs3 fc1 sc0 ls0 ws0">7.8<span class="fs6"> <span class="_ _6"> </span></span><span class="ff4">INWESTYCJE W JEDNO<span class="_ _0"></span>STKACH ZALEŻ<span class="_ _0"></span>NYCH, STOWAR<span class="_ _0"></span>ZYSZONYCH I<span class="ff3"> </span>WSPÓLNYCH PRZEDSI<span class="_ _0"></span>ĘWZIĘCIACH<span class="ff3"> <span class="ls4">...........................................</span> <span class="_ _7"></span><span class="ls3">20<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y2d ff3 fs3 fc1 sc0 ls0 ws0">7.9<span class="fs6"> <span class="_ _6"> </span></span><span class="ff4">POŻYCZKI UDZIELONE (<span class="_ _0"></span>DŁUGO i KRÓ<span class="_ _0"></span>TKOTERMINOWE) ORAZ POZ<span class="_ _0"></span>OSTAŁE NALEŻN<span class="_ _0"></span>OŚCI DŁUGOTERM<span class="_ _0"></span>INOWE<span class="ff3"> <span class="ls4">................................</span>. <span class="_ _7"></span><span class="ls3">22<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y2e ff3 fs3 fc1 sc0 ls0 ws0">7.10<span class="fs6"> <span class="_ _8"> </span></span>ZAPASY <span class="_ _0"></span><span class="ls4">...............................................................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">22<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y2f ff3 fs3 fc1 sc0 ls0 ws0">7.11<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">NALEŻNOŚCI Z TY<span class="_ _0"></span>TUŁU DOSTAW I US<span class="_ _0"></span>ŁUG ORAZ POZOST<span class="_ _0"></span>AŁE NALEŻNOŚCI<span class="ff3"> <span class="_ _5"></span><span class="ls4">........................................................................................<span class="ls0"> <span class="_ _4"></span><span class="ls3">23<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y30 ff3 fs3 fc1 sc0 ls0 ws0">7.12<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">POZOSTAŁE AKTY<span class="_ _0"></span>WA OBROTOWE<span class="ff3"> <span class="_ _5"></span><span class="ls4">................................................................<span class="_ _9"></span>......................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">24<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y31 ff3 fs3 fc1 sc0 ls0 ws0">7.13<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">KRÓTKOTERMINOW<span class="_ _0"></span>E AKTYWA FINAN<span class="_ _0"></span>SOWE<span class="ff3"> <span class="_ _7"></span><span class="ls4">......................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">24<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y32 ff3 fs3 fc1 sc0 ls0 ws0">7.14<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ŚRODKI PIENIĘŻNE <span class="_ _0"></span>I ICH EKWIWALEN<span class="_ _0"></span>TY<span class="ff3"> <span class="_ _a"></span><span class="ls4">.............................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">24<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y33 ff3 fs3 fc1 sc0 ls0 ws0">7.15<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">KAPITAŁ ZAKŁADO<span class="_ _0"></span>WY<span class="ff3"> <span class="_ _7"></span><span class="ls4">.........................................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">25<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y34 ff3 fs3 fc1 sc0 ls0 ws0">7.16<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">NADWYŻKA ZE SPRZ<span class="_ _0"></span>EDAŻY AKCJI PO<span class="_ _0"></span>WYŻEJ ICH WARTOŚCI NO<span class="_ _0"></span>MINALNEJ<span class="ff3 ls4">.........................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">27<span class="fs6 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y35 ff3 fs3 fc1 sc0 ls0 ws0">7.17<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">DODATKOWE IN<span class="_ _0"></span>FORMACJE DOTYCZĄ<span class="_ _0"></span>CE KAPITAŁÓW <span class="_ _0"></span>WŁASNYCH<span class="ff3"> <span class="_ _a"></span><span class="ls4">................................................................<span class="_ _9"></span>.....................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">27<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y36 ff3 fs3 fc1 sc0 ls0 ws0">7.18<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">DYWIDENDA I PODZ<span class="_ _0"></span>IAŁ ZYSKU<span class="ff3"> <span class="_ _5"></span><span class="ls4">............................................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls3">28<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y37 ff3 fs3 fc1 sc0 ls0 ws0">7.19<span class="fs6"> <span class="_ _8"> </span></span>KREDYTY <span class="_ _0"></span><span class="ls4">.............................................................................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls3">28<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y38 ff3 fs3 fc1 sc0 ls0 ws0">7.20<span class="fs6"> <span class="_ _8"> </span></span>OBLIGACJE <span class="_ _4"></span><span class="ls4">..........................................................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">30<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y39 ff3 fs3 fc1 sc0 ls0 ws0">7.21<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ZOBOWIĄZANIE Z T<span class="_ _0"></span>YTUŁU ODSETEK O<span class="_ _0"></span>D KREDYTÓW I OBLIGA<span class="_ _0"></span>CJI<span class="ff3"> <span class="_ _4"></span><span class="ls4">................................................................<span class="_ _9"></span>......................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">31<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y3a ff3 fs3 fc1 sc0 ls0 ws0">7.22<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">REZERWY I AKTYWA Z <span class="_ _0"></span>TYTUŁU ODRO<span class="_ _0"></span>CZONEGO PODATKU DO<span class="_ _0"></span>CHODOWEG<span class="_ _0"></span>O<span class="ff3"> <span class="_ _5"></span><span class="ls4">....................................................................................<span class="ls0"> <span class="_ _4"></span><span class="ls3">32<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y3b ff3 fs3 fc1 sc0 ls0 ws0">7.23<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">REZERWY DŁUGOT<span class="_ _0"></span>ERMINOWE<span class="ff3"> <span class="_ _5"></span><span class="ls4">...........................................................................................................................................................<span class="ls0"> <span class="_ _4"></span><span class="ls3">34<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y3c ff3 fs3 fc1 sc0 ls0 ws0">7.24<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">POZOSTAŁE ZOBO<span class="_ _0"></span>WIĄZANIA DŁUGOT<span class="_ _0"></span>ERMINOWE<span class="ff3"> <span class="_ _5"></span><span class="ls4">.............................................................................................................................<span class="ls0"> <span class="_ _4"></span><span class="ls3">34<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y3d ff3 fs3 fc1 sc0 ls0 ws0">7.25<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ZOBOWIĄZANIA Z T<span class="_ _0"></span>YTUŁU LEASINGU<span class="_ _0"></span><span class="ff3"> <span class="_ _5"></span><span class="ls4">.................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">34<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y3e ff3 fs3 fc1 sc0 ls0 ws0">7.26<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ZOBOWIĄZANIA Z T<span class="_ _0"></span>YTUŁU DOSTAW, <span class="_ _0"></span>USŁUG I PODATKÓW ORAZ<span class="_ _0"></span> POZOSTAŁE ZOB<span class="_ _0"></span>OWIĄZANIA<span class="ff3"> <span class="_ _0"></span><span class="ls4">.......................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">35<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y3f ff3 fs3 fc1 sc0 ls0 ws0">7.27<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">REZERWY KRÓTKO<span class="_ _0"></span>TERMINOWE<span class="ff3"> <span class="_ _4"></span><span class="ls4">.........................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">35<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y40 ff3 fs3 fc1 sc0 ls0 ws0">7.28<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">PRZYCHODY PRZYSZ<span class="_ _0"></span>ŁYCH OKRESÓW<span class="ff3"> <span class="_ _4"></span><span class="ls4">..................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">35<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y41 ff3 fs3 fc1 sc0 ls0 ws0">7.29<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ŚWIADCZENIA PO OKR<span class="_ _0"></span>ESIE ZATRUDNI<span class="_ _0"></span>ENIA<span class="ff3"> <span class="_ _7"></span><span class="ls4">........................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">36<span class="fs6 ls0"> </span></span></span></span></span></span></div></div><div class="c x1 y42 w6 hb"><div class="t m0 x0 hc y43 ff2 fs7 fc1 sc0 ls0 ws0">SPIS TREŚCI<span class="ff1"> </span></div></div><a class="l" href="#pf4" ><span class="d m1" style="border-style:none;position:absolute;left:97.600000px;bottom:1281.040000px;width:462.150000px;height:27.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:97.600000px;bottom:1237.520000px;width:462.150000px;height:21.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:97.600000px;bottom:1193.980000px;width:462.150000px;height:21.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7" ><span class="d m1" style="border-style:none;position:absolute;left:97.600000px;bottom:1150.460000px;width:462.150000px;height:21.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8" ><span class="d m1" style="border-style:none;position:absolute;left:97.600000px;bottom:1106.920000px;width:462.150000px;height:21.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf9" ><span class="d m1" style="border-style:none;position:absolute;left:97.600000px;bottom:1063.380000px;width:462.150000px;height:21.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:97.600000px;bottom:1019.860000px;width:466.210000px;height:21.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1000.320000px;width:457.710000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:968.800000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:937.260000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfd" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:905.740000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf11" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:874.200000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:842.660000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:811.140000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf14" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:779.600000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:748.080000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:716.540000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf17" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:685.020000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:653.480000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:621.960000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:590.420000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:558.880000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1b" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:527.360000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1b" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:495.820000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1c" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:464.300000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1c" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:432.760000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:401.240000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:369.700000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:338.160000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:306.640000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:275.100000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:243.580000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:212.040000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:180.512000px;width:457.710000px;height:15.764000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:148.982000px;width:457.710000px;height:15.765000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:117.450000px;width:457.710000px;height:15.766000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w4 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls0 ws0">3 </div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 ha y44 ff3 fs3 fc1 sc0 ls0 ws0">7.30<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">AKTYWA I ZOBO<span class="_ _0"></span>WIĄZANIA FINAN<span class="_ _0"></span>SOWE<span class="ff3"> <span class="_ _0"></span><span class="ls4">............................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">36<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y45 ff3 fs3 fc1 sc0 ls0 ws0">7.31<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ZARZĄDZANIE RYZ<span class="_ _0"></span>YKIEM FINANSOW<span class="_ _0"></span>YM<span class="ff3"> <span class="_ _4"></span><span class="ls4">............................................................................................................................................<span class="ls0"> <span class="_ _4"></span><span class="ls3">36<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y46 ff3 fs3 fc1 sc0 ls0 ws0">7.32<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ZYSK NA AKCJĘ<span class="_ _0"></span><span class="ff3"> <span class="_ _a"></span><span class="ls4">....................................................................................................................................................................................<span class="ls0"> <span class="_ _4"></span><span class="ls3">40<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y47 ff3 fs3 fc1 sc0 ls0 ws0">7.33<span class="fs6"> <span class="_ _8"> </span></span>PODATEK DOCHODO<span class="_ _0"></span>WY <span class="_ _a"></span><span class="ls4">................................<span class="_ _9"></span>.....................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">40<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y48 ff3 fs3 fc1 sc0 ls0 ws0">7.34<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">SPRAWOZDAWCZO<span class="_ _0"></span>ŚĆ SEGMENTO<span class="_ _0"></span>WA<span class="ff3"> <span class="_ _5"></span><span class="ls4">................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">41<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y49 ff3 fs3 fc1 sc0 ls0 ws0">7.35<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">PRZYCHODY ZE SPRZ<span class="_ _0"></span>EDAŻY I KOSZT WŁASNY <span class="_ _0"></span>SPRZEDAŻY<span class="ff3"> <span class="_ _a"></span><span class="ls4">..................................................................................................................<span class="ls0"> <span class="_ _4"></span><span class="ls3">41<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y4a ff3 fs3 fc1 sc0 ls0 ws0">7.36<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">KOSZTY WEDŁUG RO<span class="_ _0"></span>DZAJU<span class="ff3"> <span class="_ _4"></span><span class="ls4">................................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">42<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y4b ff3 fs3 fc1 sc0 ls0 ws0">7.37<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">KOSZTY ŚWIADCZ<span class="_ _0"></span>EŃ PRACOWNICZY<span class="_ _0"></span>CH I ZATRUDNIENIE<span class="ff3"> <span class="_ _7"></span><span class="ls4">................................<span class="_ _9"></span>...................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">42<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y4c ff3 fs3 fc1 sc0 ls0 ws0">7.38<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">POZOSTAŁE PRZ<span class="_ _0"></span>YCHODY OPERACYJN<span class="_ _0"></span>E<span class="ff3"> <span class="_ _4"></span><span class="ls4">................................................................................................................................<span class="_ _9"></span>...............<span class="ls0"> <span class="_ _7"></span><span class="ls3">42<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y4d ff3 fs3 fc1 sc0 ls0 ws0">7.39<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">POZOSTAŁE KOSZTY O<span class="_ _0"></span>PERACYJNE<span class="ff3"> <span class="_ _0"></span><span class="ls4">......................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">43<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y4e ff3 fs3 fc1 sc0 ls0 ws0">7.40<span class="fs6"> <span class="_ _8"> </span></span>PRZYCHODY FINAN<span class="_ _0"></span>SOWE <span class="_ _0"></span><span class="ls4">...................................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">43<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y9 ff3 fs3 fc1 sc0 ls0 ws0">7.41<span class="fs6"> <span class="_ _8"> </span></span>KOSZTY FINANSOW<span class="_ _0"></span>E <span class="_ _5"></span><span class="ls4">...........................................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">43<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y4f ff3 fs3 fc1 sc0 ls0 ws0">7.42<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">KOSZTY FINANSOW<span class="_ _0"></span>E Z TYTUŁU ODSE<span class="_ _0"></span>TEK<span class="ff3"> <span class="_ _4"></span><span class="ls4">...........................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">44<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y50 ff3 fs3 fc1 sc0 ls0 ws0">7.43<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">TRANSAKCJE Z <span class="_ _0"></span>PODMIOTAMI POWIĄ<span class="_ _0"></span>ZANYMI<span class="ff3"> <span class="_ _4"></span><span class="ls4">....................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">44<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y51 ff3 fs3 fc1 sc0 ls0 ws0">7.44<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">OPCJE NA AK<span class="_ _0"></span>CJE SPÓŁKI<span class="ff3"> <span class="ls4">.....................................................................................................................................................................</span> <span class="_ _7"></span><span class="ls3">47<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y52 ff3 fs3 fc1 sc0 ls0 ws0">7.45<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">WYNAGRODZENIE O<span class="_ _0"></span>SÓB WCHODZĄC<span class="_ _0"></span>YCH W SKŁAD ORGANÓ<span class="_ _0"></span>W ZARZĄDZAJ<span class="_ _0"></span>ĄCYCH I NADZO<span class="_ _0"></span>RCZYCH SPÓŁKI<span class="ff3"> <span class="_ _a"></span><span class="ls4">...................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">48<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y53 ff3 fs3 fc1 sc0 ls0 ws0">7.46<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ZOBOWIĄZANIA <span class="_ _0"></span>WARUNKOWE<span class="ff3"> <span class="_ _5"></span><span class="ls4">................................................................<span class="_ _9"></span>..........................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">49<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y54 ff3 fs3 fc1 sc0 ls0 ws0">7.47<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ISTOTNE SPRA<span class="_ _0"></span>WY SĄDOWE NA DZIEŃ<span class="_ _0"></span> 31 GRUDNIA 2023 R.<span class="ff3"> <span class="_ _5"></span><span class="ls4">..............................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">49<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y55 ff3 fs3 fc1 sc0 ls0 ws0">7.48<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ZATWIERDZENIE S<span class="_ _0"></span>PRAWOZDAŃ FINA<span class="_ _0"></span>NSOWYCH ZA ROK 2022<span class="ff3"> <span class="_ _4"></span><span class="ls4">................................<span class="_ _9"></span>..........................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">49<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y56 ff3 fs3 fc1 sc0 ls0 ws0">7.49<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ZMIANY W SKŁADZ<span class="_ _0"></span>IE ZARZĄDU I RAD<span class="_ _0"></span>Y NADZORCZEJ S<span class="_ _0"></span>PÓŁKI<span class="ff3"> <span class="_ _4"></span><span class="ls4">.............................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">49<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y57 ff3 fs3 fc1 sc0 ls0 ws0">7.50<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">DODATKOWA IN<span class="_ _0"></span>FORMACJA O DZIAŁA<span class="_ _0"></span>LNOŚCI OPERACYJ<span class="_ _0"></span>NEJ SPÓŁKI<span class="ff3"> <span class="_ _4"></span><span class="ls4">................................................................................................<span class="ls0">. <span class="_ _7"></span><span class="ls3">50<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y58 ff3 fs3 fc1 sc0 ls0 ws0">7.51<span class="fs6"> <span class="_ _8"> </span></span>ISTOTNE ZDARZENI<span class="_ _0"></span>A PO DACIE BILAN<span class="_ _0"></span>SOWEJ <span class="_ _0"></span><span class="ls4">.....................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls3">51<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y59 ff3 fs3 fc1 sc0 ls0 ws0">7.52<span class="fs6"> <span class="_ _8"> </span></span>PROGNOZY <span class="_ _0"></span><span class="ls4">.........................................................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">52<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y5a ff3 fs3 fc1 sc0 ls0 ws0">7.53<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">INFORMACJE O <span class="_ _0"></span>WYNAGRODZENIU BI<span class="_ _0"></span>EGŁEGO REWIDEN<span class="_ _0"></span>TA LUB PODMIOTU<span class="_ _0"></span> UPRAWNIONEGO DO<span class="_ _0"></span> BADANIA SPRA<span class="_ _0"></span>WOZDAŃ </span></div><div class="t m0 xa ha y5b ff3 fs3 fc1 sc0 ls0 ws0">FINANSOWYCH <span class="_ _7"></span><span class="ls4">...................................................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">52<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y5c ff3 fs3 fc1 sc0 ls0 ws0">7.54<span class="fs6"> <span class="_ _8"> </span></span>WYBRANE DANE <span class="_ _0"></span>FINANSOWE PRZELI<span class="_ _0"></span>CZONE NA EURO <span class="_ _4"></span><span class="ls4">......................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls3">52<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x1 h5 y5d ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y5e ff3 fs2 fc1 sc0 ls0 ws0"> <span class="_ _b"> </span><span class="ff1 fs7"> </span></div></div><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1453.340000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1433.820000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1402.280000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1370.760000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1339.220000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1307.700000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1276.160000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1244.620000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1213.100000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1181.560000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1150.040000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1118.500000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2c" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1086.980000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2c" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1055.440000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1023.920000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:992.380000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:960.840000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:929.320000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:897.780000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:866.260000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:834.720000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:803.200000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf34" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:771.660000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf34" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:740.120000px;width:497.400000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf34" ><span class="d m1" style="border-style:none;position:absolute;left:97.600000px;bottom:720.600000px;width:466.210000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf34" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:689.060000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w4 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls0 ws0">4 </div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb hc y5f ff1 fs7 fc0 sc0 ls0 ws0">1<span class="ff5"> <span class="_ _c"> </span></span><span class="fc1">ZATWIERDZENIE SPRAWOZDANIA FINANSOWEGO  </span></div><div class="t m0 xc hc y46 ff2 fs7 fc1 sc0 ls0 ws0">PRZEZ ZARZĄD SPÓŁKI<span class="ff1"> </span></div><div class="t m0 x1 h5 y60 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd hd y61 ff3 fs8 fc1 sc0 ls0 ws0">Niniejsze sprawozdanie finansowe za rok zako<span class="ff4"></span>czony dnia 31 grudnia 2023 roku, na kt<span class="ff4">re składa si</span><span class="ls5">: </span><span class="ff6"> </span></div><div class="t m0 xe hd y62 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">bilans sporządzony na dzie <span class="ff3">31 grudnia 2023 roku, </span></span></span></div><div class="t m0 xe hd y63 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">rachunek zyskw i strat za okres dwunastu miesicy zakoczony dnia <span class="ff3">31 grudnia 2023 roku, </span></span></span></div><div class="t m0 xe hd y64 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">sprawozdanie z całkowitych dochodw za okres dwun<span class="_ _0"></span>astu miesicy zako<span class="_ _9"></span>czony dnia <span class="ff3">31 grudnia 2023 roku, </span></span></span></div><div class="t m0 xe hd y65 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">rachunek przepływw pieniżn<span class="_ _0"></span>ych za o<span class="_ _9"></span>kres dwunastu miesicy zakoczony dnia <span class="ff3">31 grudnia 2023 roku,  </span></span></span></div><div class="t m0 xe hd y66 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">zestawienie zmian w kapitale własnym za okres dwu<span class="_ _0"></span>nastu miesicy zakoczony dnia <span class="ff3">31 grudn<span class="_ _9"></span>ia 2023 roku, </span></span></span></div><div class="t m0 xe hd y67 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">dodatkowe informacje i objaśnienia do sprawozdania fin<span class="_ _0"></span>ansowego<span class="_ _9"></span><span class="ff3"> </span></span></span></div><div class="t m0 xd hd y68 ff4 fs8 fc1 sc0 ls0 ws0">zostało sporzą<span class="ff3">dzone oraz zatwierdzone przez Zarz</span>ą<span class="ff3">d Dom Development S.A. w dniu 18 marca 2024 roku. </span></div><div class="t m0 xd hd y69 ff4 fs8 fc1 sc0 ls0 ws0">Zarząd Dom <span class="_ _9"></span>Development <span class="_ _9"></span>S.A. oś<span class="_ _9"></span>wiadcza, ż<span class="_ _9"></span>e wedle <span class="_ _9"></span>jego <span class="_ _9"></span>najlepszej wiedzy, <span class="_ _9"></span>niniejsze roczne <span class="_ _9"></span>sprawozdanie finanso<span class="_ _9"></span>we z<span class="_ _9"></span>a <span class="_ _9"></span>rok <span class="_ _e"></span><span class="ff3 ls6">202<span class="ls0">3 </span></span></div><div class="t m0 xd hd y6a ff3 fs8 fc1 sc0 ls0 ws0">i <span class="ff4">dane <span class="_ _f"></span>porwnywalne <span class="_ _f"></span>sporządzone <span class="_ _f"></span>zostały <span class="_ _f"> </span>zgodnie <span class="_ _f"> </span>z <span class="_ _10"> </span>obowiązującymi <span class="_ _f"></span>zasadami <span class="_ _f"></span>rachunkowości <span class="_ _f"> </span>o<span class="_ _9"></span>raz <span class="_ _f"></span>odzwierciedlają <span class="_ _f"></span>w <span class="_ _f"></span>sposb </span></div><div class="t m0 xd hd y6b ff4 fs8 fc1 sc0 ls0 ws0">prawdziwy, rzetelny i jasny sytuacj majątkową i finansową Spłki oraz jej wynik finansowy.<span class="ff3"> </span></div><div class="t m0 x4 he y6c ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y6d ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y6e ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y6f ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y70 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y71 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y72 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y73 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y74 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y75 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y76 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y77 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y78 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y79 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y7a ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y7b ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y7c ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y7d ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y7e ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y7f ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y80 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y81 ff3 fs2 fc1 sc0 ls0 ws0"> <span class="_ _b"> </span> </div></div><div class="c xf y82 w7 hf"><div class="t m0 x0 he y83 ff2 fs4 fc1 sc0 ls0 ws0">Jarosław Szanajca<span class="_ _9"></span><span class="ff1"> </span></div><div class="t m0 x0 h5 y84 ff4 fs4 fc1 sc0 ls0 ws0">Prezes Zarządu <span class="_ _9"></span><span class="ff3 fs2"> </span></div><div class="t m0 x0 h5 y85 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x10 y86 w8 hf"><div class="t m0 x0 he y87 ff1 fs4 fc1 sc0 ls0 ws0">Terry R. Roydon </div><div class="t m0 x0 h5 y84 ff4 fs4 fc1 sc0 ls0 ws0">Członek Zarządu<span class="ff3 fs2"> </span></div><div class="t m0 x0 h5 y85 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xf y88 w9 hf"><div class="t m0 x0 he y83 ff1 fs4 fc1 sc0 ls0 ws0">Leszek Stankiewicz<span class="_ _9"></span> </div><div class="t m0 x0 h5 y84 ff4 fs4 fc1 sc0 ls0 ws0">Wiceprezes Zarząd<span class="_ _9"></span>u<span class="ff3 fs2"> </span></div></div><div class="c x10 y88 wa hf"><div class="t m0 x0 he y83 ff1 fs4 fc1 sc0 ls0 ws0">Monika Perekitko<span class="_ _9"></span> </div><div class="t m0 x0 h5 y19 ff4 fs4 fc1 sc0 ls0 ws0">Członek Zarządu<span class="ff3 fs2"> </span></div><div class="t m0 x0 h5 y89 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xf y7f w9 hf"><div class="t m0 x0 he y83 ff2 fs4 fc1 sc0 ls0 ws0">Mikołaj Konopka<span class="ff1"> </span></div><div class="t m0 x0 h5 y84 ff4 fs4 fc1 sc0 ls0 ws0">Członek Zarząd<span class="_ _9"></span>u<span class="ff3 fs2"> </span></div><div class="t m0 x0 h5 y85 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x1 y11 wb h4" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w4 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls0 ws0">5 </div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x11 y8a wc h10"><div class="t m0 x12 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">W<span class="ff4">szystkie kwoty w tysiącach zło<span class="_ _0"></span>tych<span class="ff3">. </span></span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb hc y5f ff1 fs7 fc0 sc0 ls0 ws0">2<span class="ff5"> <span class="_ _c"> </span></span><span class="fc1">BILANS </span></div><div class="t m0 x2 hd y8c ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y8d wd h12"><div class="t m0 x13 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">AKTYWA </div></div><div class="c x14 y8d we h12"><div class="t m0 x15 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Nota </div></div><div class="c x16 y8d wf h12"><div class="t m0 x17 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x18 y8d w10 h12"><div class="t m0 x19 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x1 y8f wd h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Aktywa trwałe<span class="ff1"> </span></div></div><div class="c x14 y8f we h12"><div class="t m0 x1a h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 y8f wf h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x18 y8f w10 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y90 wd h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wartości niematerialn<span class="_ _0"></span>e<span class="ff3"> </span></div></div><div class="c x14 y90 we h10"><div class="t m0 x1b h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.6<span class="ls0"> </span></div></div><div class="c x16 y90 wf h10"><div class="t m0 x1c h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">19<span class="ls0"> </span>214<span class="ls0"> </span></div></div><div class="c x18 y90 w10 h10"><div class="t m0 x1d h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">19<span class="ls0"> </span>659<span class="ls0"> </span></div></div><div class="c x1 y91 wd h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Rzeczowe aktywa trwałe<span class="ff3"> </span></div></div><div class="c x14 y91 we h12"><div class="t m0 x1b h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">7.7<span class="ls0"> </span></div></div><div class="c x16 y91 wf h12"><div class="t m0 x1c h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">19<span class="ls0"> </span>861<span class="ls0"> </span></div></div><div class="c x18 y91 w10 h12"><div class="t m0 x1d h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">19<span class="ls0"> </span>566<span class="ls0"> </span></div></div><div class="c x1 y92 wd h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Inwestycje w jednostkach zal<span class="_ _0"></span>eżnych, stowarzyszonych i wsplnym przed<span class="_ _0"></span>siwziciu<span class="ff3"> </span></div></div><div class="c x14 y92 we h10"><div class="t m0 x1b h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.8<span class="ls0"> </span></div></div><div class="c x16 y92 wf h10"><div class="t m0 x1 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">472<span class="ls0"> </span>613<span class="ls0"> </span></div></div><div class="c x18 y92 w10 h10"><div class="t m0 x1e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">486<span class="ls0"> </span>050<span class="ls0"> </span></div></div><div class="c x1 y93 wd h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Aktywo z tytułu podatku<span class="_ _0"></span> odroczonego<span class="ff3"> </span></div></div><div class="c x14 y93 we h10"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.22<span class="ls0"> </span></div></div><div class="c x16 y93 wf h10"><div class="t m0 x1c h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">12<span class="ls0"> </span>050<span class="ls0"> </span></div></div><div class="c x18 y93 w10 h10"><div class="t m0 x1d h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">35<span class="ls0"> </span>832<span class="ls0"> </span></div></div><div class="c x1 y94 wd h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Należności dług<span class="_ _0"></span>oterminowe<span class="ff3"> </span></div></div><div class="c x14 y94 we h12"><div class="t m0 x1b h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">7.9<span class="ls0"> </span></div></div><div class="c x16 y94 wf h12"><div class="t m0 x9 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">009</span> </div></div><div class="c x18 y94 w10 h12"><div class="t m0 x1 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">512</span> </div></div><div class="c x1 y95 wd h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pożyczki udzi<span class="_ _0"></span>elone długoterminowe<span class="ff3"> </span></div></div><div class="c x14 y95 we h10"><div class="t m0 x1b h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.9<span class="ls0"> </span></div></div><div class="c x16 y95 wf h10"><div class="t m0 x1 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">462<span class="ls0"> </span>337<span class="ls0"> </span></div></div><div class="c x18 y95 w10 h10"><div class="t m0 x1e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">303<span class="ls0"> </span>045<span class="ls0"> </span></div></div><div class="c x1 y96 wd h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe aktywa długoterminowe<span class="ff3"> </span></div></div><div class="c x14 y96 we h10"><div class="t m0 x1a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 y96 wf h10"><div class="t m0 x1c h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">11<span class="ls0"> </span>126<span class="ls0"> </span></div></div><div class="c x18 y96 w10 h10"><div class="t m0 x1d h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">22<span class="ls0"> </span>563<span class="ls0"> </span></div></div><div class="c x1 y97 wd h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">AKTYWA TRWAŁE RAZEM<span class="ff1"> </span></div></div><div class="c x14 y97 we h12"><div class="t m0 x1a h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 y97 wf h12"><div class="t m0 x1d h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">002</span> <span class="ls7">210</span> </div></div><div class="c x18 y97 w10 h12"><div class="t m0 x1e h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">893<span class="ls0"> </span>227<span class="ls0"> </span></div></div><div class="c x1 y98 wd h13"><div class="t m0 x0 h9 y99 ff1 fs5 fc1 sc0 ls0 ws0">Aktywa obrotowe </div></div><div class="c x14 y98 we h13"><div class="t m0 x1a h9 y99 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 y98 wf h13"><div class="t m0 x20 h9 y99 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x18 y98 w10 h13"><div class="t m0 x21 h9 y99 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y9a wd h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Zapasy </div></div><div class="c x14 y9a we h10"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.10<span class="ls0"> </span></div></div><div class="c x16 y9a wf h10"><div class="t m0 x22 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">050</span> <span class="ls7">861</span> </div></div><div class="c x18 y9a w10 h10"><div class="t m0 x23 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">930</span> <span class="ls7">509</span> </div></div><div class="c x1 y9b wd h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Należności z tytułu do<span class="_ _0"></span>staw i usług oraz pozostałe nal<span class="_ _0"></span>eżności<span class="ff3"> </span></div></div><div class="c x14 y9b we h12"><div class="t m0 x1f h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">7.11<span class="ls0"> </span></div></div><div class="c x16 y9b wf h12"><div class="t m0 x1c h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">52<span class="ls0"> </span>790<span class="ls0"> </span></div></div><div class="c x18 y9b w10 h12"><div class="t m0 x1d h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">42<span class="ls0"> </span>782<span class="ls0"> </span></div></div><div class="c x1 y9c wd h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe aktywa obrotowe<span class="ff3"> </span></div></div><div class="c x14 y9c we h12"><div class="t m0 x1f h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">7.12<span class="ls0"> </span></div></div><div class="c x16 y9c wf h12"><div class="t m0 x1c h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">74<span class="ls0"> </span>836<span class="ls0"> </span></div></div><div class="c x18 y9c w10 h12"><div class="t m0 x1 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">409</span> </div></div><div class="c x1 y9d wd h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Należności z tytułu po<span class="_ _0"></span>datku dochodowego<span class="ff3"> </span></div></div><div class="c x14 y9d we h10"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.22<span class="ls0"> </span></div></div><div class="c x16 y9d wf h10"><div class="t m0 x24 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x18 y9d w10 h10"><div class="t m0 x25 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y9e wd h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Krtkoterminowe ak<span class="_ _0"></span>tywa finansowe<span class="ff3"> </span></div></div><div class="c x14 y9e we h12"><div class="t m0 x1f h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">7.13<span class="ls0"> </span></div></div><div class="c x16 y9e wf h12"><div class="t m0 x1c h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">82<span class="ls0"> </span>358<span class="ls0"> </span></div></div><div class="c x18 y9e w10 h12"><div class="t m0 x1d h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">57<span class="ls0"> </span>025<span class="ls0"> </span></div></div><div class="c x1 y9f wd h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Środki pien<span class="_ _0"></span>iżne i ich ekwiwalenty<span class="ff3"> </span></div></div><div class="c x14 y9f we h10"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.14<span class="ls0"> </span></div></div><div class="c x16 y9f wf h10"><div class="t m0 x1c h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">34<span class="ls0"> </span>104<span class="ls0"> </span></div></div><div class="c x18 y9f w10 h10"><div class="t m0 x1e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">184<span class="ls0"> </span>078<span class="ls0"> </span></div></div><div class="c x1 ya0 wd h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">AKTYWA OBROTOWE RAZEM </div></div><div class="c x14 ya0 we h10"><div class="t m0 x1a h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 ya0 wf h10"><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">294</span> <span class="ls7">949</span> </div></div><div class="c x18 ya0 w10 h10"><div class="t m0 x23 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">218</span> <span class="ls7">803</span> </div></div><div class="c x1 ya1 wd h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">AKTYWA RAZEM </div></div><div class="c x14 ya1 we h10"><div class="t m0 x1a h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 ya1 wf h10"><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">297</span> <span class="ls7">159</span> </div></div><div class="c x18 ya1 w10 h10"><div class="t m0 x23 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">112</span> <span class="ls7">030</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h5 ya2 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 ya3 wd h12"><div class="t m0 x13 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">PASYWA </div></div><div class="c x14 ya3 w11 h12"><div class="t m0 x15 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Nota </div></div><div class="c x16 ya3 w12 h12"><div class="t m0 x17 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x18 ya3 w13 h12"><div class="t m0 x19 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x1 ya4 wd h14"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Kapitał własny<span class="ff1"> </span></div></div><div class="c x14 ya4 w11 h14"><div class="t m0 x1a h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 ya4 w12 h14"><div class="t m0 x26 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x18 ya4 w13 h14"><div class="t m0 x21 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 ya5 wd h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Kapitał zakładowy<span class="ff3"> </span></div></div><div class="c x14 ya5 w11 h10"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.15<span class="ls0"> </span></div></div><div class="c x16 ya5 w12 h10"><div class="t m0 x1c h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">25<span class="ls0"> </span>698<span class="ls0"> </span></div></div><div class="c x18 ya5 w13 h10"><div class="t m0 x1d h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">25<span class="ls0"> </span>548<span class="ls0"> </span></div></div><div class="c x1 ya6 wd h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Nadwyżka ze sprzedaży akcji<span class="_ _0"></span> powyżej ich wartości nominal<span class="_ _0"></span>nej<span class="ff3"> </span></div></div><div class="c x14 ya6 w11 h10"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.16<span class="ls0"> </span></div></div><div class="c x16 ya6 w12 h10"><div class="t m0 x1 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">271<span class="ls0"> </span>558<span class="ls0"> </span></div></div><div class="c x18 ya6 w13 h10"><div class="t m0 x1e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">264<span class="ls0"> </span>208<span class="ls0"> </span></div></div><div class="c x1 ya7 wd h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe kapitały (kapitał <span class="ff3">zapasow<span class="_ _0"></span>y) </span></div></div><div class="c x14 ya7 w11 h12"><div class="t m0 x1a h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 ya7 w12 h12"><div class="t m0 x1 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">765<span class="ls0"> </span>143<span class="ls0"> </span></div></div><div class="c x18 ya7 w13 h12"><div class="t m0 x1e h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">670<span class="ls0"> </span>640<span class="ls0"> </span></div></div><div class="c x1 ya8 wd h15"><div class="t m0 x0 h11 ya9 ff4 fs5 fc1 sc0 ls0 ws0">Kapitał rezerwowy z wyceny zab<span class="_ _0"></span>ezpiecze przepływw pi<span class="_ _0"></span>eniżnych<span class="ff3"> </span></div></div><div class="c x14 ya8 w11 h15"><div class="t m0 x1a h9 ya9 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 ya8 w12 h15"><div class="t m0 x9 h11 ya9 ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">484</span> </div></div><div class="c x18 ya8 w13 h15"><div class="t m0 x1d h11 ya9 ff3 fs5 fc1 sc0 ls7 ws0">16<span class="ls0"> </span>444<span class="ls0"> </span></div></div><div class="c x1 yaa wd h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Kapitał rezerwowy z obni<span class="_ _0"></span>żenia kapitału akcyjneg<span class="_ _0"></span>o<span class="_ _9"></span><span class="ff3"> </span></div></div><div class="c x14 yaa w11 h12"><div class="t m0 x1a h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 yaa w12 h12"><div class="t m0 xb h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">510<span class="ls0"> </span></div></div><div class="c x18 yaa w13 h12"><div class="t m0 x27 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">510<span class="ls0"> </span></div></div><div class="c x1 yab wd h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Niepodzielo<span class="_ _0"></span>ny wynik finansowy </div></div><div class="c x14 yab w11 h12"><div class="t m0 x1a h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 yab w12 h12"><div class="t m0 x1 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">299<span class="ls0"> </span>772<span class="ls0"> </span></div></div><div class="c x18 yab w13 h12"><div class="t m0 x1e h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">373<span class="ls0"> </span>684<span class="ls0"> </span></div></div><div class="c x1 yac wd h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc2 sc0 ls0 ws0">KAPITAŁ WŁASNY RAZEM<span class="ff1"> </span></div></div><div class="c x14 yac w11 h10"><div class="t m0 x1a h9 y8b ff1 fs5 fc2 sc0 ls0 ws0"> </div></div><div class="c x16 yac w12 h10"><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">368</span> <span class="ls7">165</span> </div></div><div class="c x18 yac w13 h10"><div class="t m0 x23 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">351</span> <span class="ls7">034</span> </div></div><div class="c x1 yad wd h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Zobowiązania długoterminowe<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x14 yad w11 h10"><div class="t m0 x1a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 yad w12 h10"><div class="t m0 x20 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x18 yad w13 h10"><div class="t m0 x21 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yae wd h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Kredyty <span class="ff4">–</span> <span class="ff4">czść długo<span class="_ _0"></span>terminowa<span class="ff3"> </span></span></div></div><div class="c x14 yae w11 h12"><div class="t m0 x1f h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">7.19<span class="ls0"> </span></div></div><div class="c x16 yae w12 h12"><div class="t m0 x24 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x18 yae w13 h12"><div class="t m0 x25 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 yaf wd h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Obligacje <span class="ff4">–</span> <span class="ff4">czść długo<span class="_ _0"></span>terminowa<span class="ff3"> </span></span></div></div><div class="c x14 yaf w11 h10"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.20<span class="ls0"> </span></div></div><div class="c x16 yaf w12 h10"><div class="t m0 x1 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">470<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x18 yaf w13 h10"><div class="t m0 x1e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">260<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x1 yb0 wd h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Rezerwa z tytułu pod<span class="_ _0"></span>atku odroczonego<span class="ff3"> </span></div></div><div class="c x14 yb0 w11 h10"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.22<span class="ls0"> </span></div></div><div class="c x16 yb0 w12 h10"><div class="t m0 x24 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x18 yb0 w13 h10"><div class="t m0 x25 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 yb1 wd h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Rezerwy długotermino<span class="_ _0"></span>we<span class="ff3"> </span></div></div><div class="c x14 yb1 w11 h12"><div class="t m0 x1f h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">7.23<span class="ls0"> </span></div></div><div class="c x16 yb1 w12 h12"><div class="t m0 x1c h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">11<span class="ls0"> </span>910<span class="ls0"> </span></div></div><div class="c x18 yb1 w13 h12"><div class="t m0 x1d h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">10<span class="ls0"> </span>649<span class="ls0"> </span></div></div><div class="c x1 yb2 wd h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu <span class="ff3">leasingu - </span>czść długoterminowa<span class="ff3"> </span></div></div><div class="c x14 yb2 w11 h10"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.25<span class="ls0"> </span></div></div><div class="c x16 yb2 w12 h10"><div class="t m0 x1c h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">10<span class="ls0"> </span>175<span class="ls0"> </span></div></div><div class="c x18 yb2 w13 h10"><div class="t m0 x1d h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">14<span class="ls0"> </span>126<span class="ls0"> </span></div></div><div class="c x1 yb3 wd h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe zobowiązan<span class="_ _0"></span>ia długoterminowe<span class="ff3"> </span></div></div><div class="c x14 yb3 w11 h12"><div class="t m0 x1f h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">7.24<span class="ls0"> </span></div></div><div class="c x16 yb3 w12 h12"><div class="t m0 x1c h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">58<span class="ls0"> </span>787<span class="ls0"> </span></div></div><div class="c x18 yb3 w13 h12"><div class="t m0 x1d h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">57<span class="ls0"> </span>478<span class="ls0"> </span></div></div><div class="c x1 yb4 wd h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">ZOBOWIĄZANIA DŁUGOTERMINO<span class="_ _0"></span>WE RAZEM<span class="ff1"> </span></div></div><div class="c x14 yb4 w11 h12"><div class="t m0 x1a h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 yb4 w12 h12"><div class="t m0 x1 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">550<span class="ls0"> </span>872<span class="ls0"> </span></div></div><div class="c x18 yb4 w13 h12"><div class="t m0 x1e h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">342<span class="ls0"> </span>253<span class="ls0"> </span></div></div><div class="c x1 yb5 wd h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc2 sc0 ls0 ws0">Zobowiązania kr<span class="_ _0"></span>ótkoterminowe<span class="ff1"> </span></div></div><div class="c x14 yb5 w11 h12"><div class="t m0 x1a h11 y8e ff3 fs5 fc2 sc0 ls0 ws0"> </div></div><div class="c x16 yb5 w12 h12"><div class="t m0 x20 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x18 yb5 w13 h12"><div class="t m0 x21 h11 y8e ff3 fs5 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yb6 wd h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu dostaw, usług i podatkw oraz pozostałe zobo<span class="_ _0"></span>wiązania<span class="_ _9"></span><span class="ff3"> </span></div></div><div class="c x14 yb6 w11 h10"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.26<span class="ls0"> </span></div></div><div class="c x16 yb6 w12 h10"><div class="t m0 x1 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">270<span class="ls0"> </span>501<span class="ls0"> </span></div></div><div class="c x18 yb6 w13 h10"><div class="t m0 x1e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">273<span class="ls0"> </span>748<span class="ls0"> </span></div></div><div class="c x1 yb7 wd h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Kredyty <span class="ff4">–</span> <span class="ff4">czść krtko<span class="_ _0"></span>terminowa<span class="ff3"> </span></span></div></div><div class="c x14 yb7 w11 h12"><div class="t m0 x1f h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">7.19<span class="ls0"> </span></div></div><div class="c x16 yb7 w12 h12"><div class="t m0 x28 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x18 yb7 w13 h12"><div class="t m0 x1d h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x1 yb8 wd h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Obligacje <span class="ff4">–</span> <span class="ff4">czść krtk<span class="_ _0"></span>oterminowa<span class="ff3"> </span></span></div></div><div class="c x14 yb8 w11 h10"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.20<span class="ls0"> </span></div></div><div class="c x16 yb8 w12 h10"><div class="t m0 x1c h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x18 yb8 w13 h10"><div class="t m0 x1d h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x1 yb9 wd h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu odsetek od kredytw i ob<span class="_ _0"></span>ligacji <span class="_ _9"></span><span class="ff3"> </span></div></div><div class="c x14 yb9 w11 h10"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.21<span class="ls0"> </span></div></div><div class="c x16 yb9 w12 h10"><div class="t m0 x9 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">191</span> </div></div><div class="c x18 yb9 w13 h10"><div class="t m0 x1 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">550</span> </div></div><div class="c x1 yba wd h13"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu <span class="ff3">leasingu - </span>czść krtkoterminowa<span class="ff3"> </span></div></div><div class="c x14 yba w11 h13"><div class="t m0 x1f h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">7.25<span class="ls0"> </span></div></div><div class="c x16 yba w12 h13"><div class="t m0 x1c h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">48<span class="ls0"> </span>049<span class="ls0"> </span></div></div><div class="c x18 yba w13 h13"><div class="t m0 x1d h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>172<span class="ls0"> </span></div></div><div class="c x1 ybb wd h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu podatku dochodowego od<span class="_ _0"></span> osb prawnych<span class="_ _9"></span><span class="ff3"> </span></div></div><div class="c x14 ybb w11 h10"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.33<span class="ls0"> </span></div></div><div class="c x16 ybb w12 h10"><div class="t m0 x1c h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">10<span class="ls0"> </span>462<span class="ls0"> </span></div></div><div class="c x18 ybb w13 h10"><div class="t m0 x1d h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">63<span class="ls0"> </span>990<span class="ls0"> </span></div></div><div class="c x1 ybc wd h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu dywidendy<span class="ff3"> </span></div></div><div class="c x14 ybc w11 h12"><div class="t m0 x1a h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 ybc w12 h12"><div class="t m0 x24 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x18 ybc w13 h12"><div class="t m0 x25 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 ybd wd h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Rezerwy krtkotermino<span class="_ _0"></span>we<span class="ff3"> </span></div></div><div class="c x14 ybd w11 h12"><div class="t m0 x1f h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">7.27<span class="ls0"> </span></div></div><div class="c x16 ybd w12 h12"><div class="t m0 x1c h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">15<span class="ls0"> </span>767<span class="ls0"> </span></div></div><div class="c x18 ybd w13 h12"><div class="t m0 x1d h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">17<span class="ls0"> </span>637<span class="ls0"> </span></div></div><div class="c x1 ybe wd h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Przychody przyszłych ok<span class="_ _0"></span>resw<span class="ff3"> </span></div></div><div class="c x14 ybe w11 h10"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.28<span class="ls0"> </span></div></div><div class="c x16 ybe w12 h10"><div class="t m0 x1 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">976<span class="ls0"> </span>152<span class="ls0"> </span></div></div><div class="c x18 ybe w13 h10"><div class="t m0 x1e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">910<span class="ls0"> </span>646<span class="ls0"> </span></div></div><div class="c x1 ybf wd h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">ZOBOWIĄZANIA KRÓTKOTERMIN<span class="_ _0"></span>OWE RAZEM<span class="ff1"> </span></div></div><div class="c x14 ybf w11 h12"><div class="t m0 x1a h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 ybf w12 h12"><div class="t m0 x22 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">378</span> <span class="ls7">122</span> </div></div><div class="c x18 ybf w13 h12"><div class="t m0 x23 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">418</span> <span class="ls7">743</span> </div></div><div class="c x1 yc0 wd h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">ZOBOWIĄZANIA RAZEM<span class="ff1"> </span></div></div><div class="c x14 yc0 w11 h12"><div class="t m0 x1a h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 yc0 w12 h12"><div class="t m0 x22 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">928</span> <span class="ls7">994</span> </div></div><div class="c x18 yc0 w13 h12"><div class="t m0 x23 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">760</span> <span class="ls7">996</span> </div></div><div class="c x1 yc1 wd h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc2 sc0 ls0 ws0">KAPITAŁ WŁASNY I ZOBOWIĄZA<span class="_ _0"></span>NIA RAZEM<span class="ff1"> </span></div></div><div class="c x14 yc1 w11 h12"><div class="t m0 x1a h9 y8e ff1 fs5 fc2 sc0 ls0 ws0"> </div></div><div class="c x16 yc1 w12 h12"><div class="t m0 x22 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">297</span> <span class="ls7">159</span> </div></div><div class="c x18 yc1 w13 h12"><div class="t m0 x23 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">112</span> <span class="ls7">030</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd yc2 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd yc3 ff3 fs8 fc1 sc0 ls0 ws0"> <span class="_ _11"> </span> </div></div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi x1 y11 wb h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w4 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls0 ws0">6 </div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x29 yc4 w14 h12"><div class="t m0 x2a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">W<span class="ff4">szystkie kwoty w tysiącach zło<span class="_ _0"></span>tych, o ile <span class="ff3">nie zaznaczono in<span class="_ _0"></span>aczej. </span></span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb hc y5f ff1 fs7 fc0 sc0 ls0 ws0">3<span class="ff5"> <span class="_ _c"> </span><span class="ff2 fc1">RACHUNEK ZYSKÓW I STRAT<span class="ff1"> </span></span></span></div><div class="t m0 x4 h5 yc5 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yc6 wd h10"><div class="t m0 x2b h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x14 yc6 we h10"><div class="t m0 x15 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Nota<span class="ff3"> </span></div></div><div class="c x16 yc6 wf h10"><div class="t m0 x2c h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023 </span></div></div><div class="c x18 yc6 w10 h10"><div class="t m0 x2d h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022<span class="ff3"> </span></span></div></div><div class="c x1 yc7 wd h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Przychody ze sprzedaży<span class="_ _0"></span> <span class="ff3"> </span></div></div><div class="c x14 yc7 we h10"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.35<span class="ls0"> </span></div></div><div class="c x16 yc7 wf h10"><div class="t m0 x22 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">487</span> 8<span class="ls7">20</span> </div></div><div class="c x18 yc7 w10 h10"><div class="t m0 x2e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">414</span> <span class="ls7">704</span> </div></div><div class="c x1 yc8 wd h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Koszt własny sprzedaży <span class="ff3"> </span></div></div><div class="c x14 yc8 we h12"><div class="t m0 x1f h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">7.35<span class="ls0"> </span></div></div><div class="c x16 yc8 wf h12"><div class="t m0 x2f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(999 495) </div></div><div class="c x18 yc8 w10 h12"><div class="t m0 x22 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(952 <span class="ls7">40</span>7) </div></div><div class="c x1 yc9 wd h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Zysk brutto ze sprzedaży <span class="ff1"> </span></div></div><div class="c x14 yc9 we h10"><div class="t m0 x1a h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 yc9 wf h10"><div class="t m0 x1 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">488<span class="ls0"> </span>325<span class="ls0"> </span></div></div><div class="c x18 yc9 w10 h10"><div class="t m0 x30 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">462<span class="ls0"> </span>297<span class="ls0"> </span></div></div><div class="c x1 yca wd h16"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Koszty sprzedaży <span class="ff3"> </span></div></div><div class="c x14 yca we h16"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.36<span class="ls0"> </span></div></div><div class="c x16 yca wf h16"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(50 283) </div></div><div class="c x18 yca w10 h16"><div class="t m0 x32 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(45 437) </div></div><div class="c x1 ycb wd h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Koszty ogln<span class="_ _0"></span>ego zarządu<span class="ff3"> </span></div></div><div class="c x14 ycb we h12"><div class="t m0 x1f h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">7.36<span class="ls0"> </span></div></div><div class="c x16 ycb wf h12"><div class="t m0 x31 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(96 177) </div></div><div class="c x18 ycb w10 h12"><div class="t m0 x32 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(96 378) </div></div><div class="c x1 ycc wd h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe przychody o<span class="_ _0"></span>peracyjne<span class="ff3"> </span></div></div><div class="c x14 ycc we h10"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.38<span class="ls0"> </span></div></div><div class="c x16 ycc wf h10"><div class="t m0 x1c h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">11<span class="ls0"> </span>729<span class="ls0"> </span></div></div><div class="c x18 ycc w10 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">907</span> </div></div><div class="c x1 ycd wd h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe koszty ope<span class="_ _0"></span>racyjne<span class="ff3"> </span></div></div><div class="c x14 ycd we h10"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.39<span class="ls0"> </span></div></div><div class="c x16 ycd wf h10"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(19 679) </div></div><div class="c x18 ycd w10 h10"><div class="t m0 x32 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(19 <span class="ls7">04</span>1) </div></div><div class="c x1 yce wd h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Zysk na działalnoś<span class="_ _0"></span>ci operacyjnej<span class="ff1"> </span></div></div><div class="c x14 yce we h12"><div class="t m0 x1a h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 yce wf h12"><div class="t m0 x1 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">333<span class="ls0"> </span>915<span class="ls0"> </span></div></div><div class="c x18 yce w10 h12"><div class="t m0 x30 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">309<span class="ls0"> </span>348<span class="ls0"> </span></div></div><div class="c x1 ycf wd h17"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Przychody finansowe </div></div><div class="c x14 ycf we h17"><div class="t m0 x1f h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">7.40<span class="ls0"> </span></div></div><div class="c x16 ycf wf h17"><div class="t m0 x1 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">208<span class="ls0"> </span>547<span class="ls0"> </span></div></div><div class="c x18 ycf w10 h17"><div class="t m0 x30 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">144<span class="ls0"> </span>971<span class="ls0"> </span></div></div><div class="c x1 yd0 wd h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Koszty finansowe </div></div><div class="c x14 yd0 we h10"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.41<span class="ls0"> </span></div></div><div class="c x16 yd0 wf h10"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(32 <span class="ls7">48</span>3) </div></div><div class="c x18 yd0 w10 h10"><div class="t m0 x32 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(17 622) </div></div><div class="c x1 yd1 wd h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Zysk brutto </div></div><div class="c x14 yd1 we h12"><div class="t m0 x1a h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 yd1 wf h12"><div class="t m0 x1 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">509<span class="ls0"> </span>979<span class="ls0"> </span></div></div><div class="c x18 yd1 w10 h12"><div class="t m0 x30 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">436<span class="ls0"> </span>69<span class="ls0">7 </span></div></div><div class="c x1 yd2 wd h14"><div class="t m0 x0 h9 y8e ff3 fs5 fc1 sc0 ls0 ws0">Podatek dochodo<span class="_ _0"></span>wy <span class="ff1"> </span></div></div><div class="c x14 yd2 we h14"><div class="t m0 x1f h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">7.33<span class="ls0"> </span></div></div><div class="c x16 yd2 wf h14"><div class="t m0 x31 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(68 865) </div></div><div class="c x18 yd2 w10 h14"><div class="t m0 x32 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(63 013) </div></div><div class="c x1 yd3 wd h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Zysk netto </div></div><div class="c x14 yd3 we h12"><div class="t m0 x1a h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 yd3 wf h12"><div class="t m0 x1 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">441<span class="ls0"> </span>114<span class="ls0"> </span></div></div><div class="c x18 yd3 w10 h12"><div class="t m0 x30 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">373<span class="ls0"> </span>684<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 hd yd4 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hd yd5 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yd6 w15 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Zysk na jedną akcję zwykłą:<span class="ff1"> </span></div></div><div class="c x33 yd6 w16 h12"><div class="t m0 x4 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x34 yd6 w17 h12"><div class="t m0 x35 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x36 yd6 w18 h12"><div class="t m0 x35 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yd7 w15 h18"><div class="t m0 x0 h9 yd8 ff3 fs5 fc1 sc0 ls0 ws0">Podstawowy (w PLN)<span class="ff1"> </span></div></div><div class="c x33 yd7 w16 h18"><div class="t m0 x21 h9 yd9 ff1 fs5 fc1 sc0 ls7 ws0">7.32<span class="ls0"> </span></div></div><div class="c x34 yd7 w17 h18"><div class="t m0 x37 h9 yd9 ff1 fs5 fc1 sc0 ls7 ws0">17<span class="ls0">,</span>19<span class="ls0"> </span></div></div><div class="c x36 yd7 w18 h18"><div class="t m0 x37 h9 yd9 ff1 fs5 fc1 sc0 ls0 ws0">14,64 </div></div><div class="c x1 yda w15 h19"><div class="t m0 x0 h11 ydb ff3 fs5 fc1 sc0 ls0 ws0">Rozwodniony (w PLN) </div></div><div class="c x33 yda w16 h19"><div class="t m0 x21 h9 ydc ff1 fs5 fc1 sc0 ls7 ws0">7.32<span class="ls0"> </span></div></div><div class="c x34 yda w17 h19"><div class="t m0 x37 h9 ydc ff1 fs5 fc1 sc0 ls7 ws0">17<span class="ls0">,</span>12<span class="ls0"> </span></div></div><div class="c x36 yda w18 h19"><div class="t m0 x37 h9 ydc ff1 fs5 fc1 sc0 ls0 ws0">14,61 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 hc ydd ff1 fs7 fc1 sc0 ls0 ws0"> <span class="_ _12"> </span><span class="ff3 fs5"> </span></div></div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi x31 y11 wb h4" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w4 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls0 ws0">7 </div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x38 yde wc h12"><div class="t m0 x12 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">W<span class="ff4">szystkie kwoty w tysiącach zło<span class="_ _0"></span>tych<span class="ff3">. </span></span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb hc y5f ff1 fs7 fc0 sc0 ls0 ws0">4<span class="ff5"> <span class="_ _c"> </span></span><span class="fc1"> <span class="ff2">SPRAWOZDANIE Z CAŁKOWITYCH DOCHODÓW</span> </span></div><div class="t m0 x4 h5 yc5 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yc6 w19 h10"><div class="t m0 x39 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x3a yc6 w1a h10"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023 </span></div></div><div class="c x3b yc6 w1b h10"><div class="t m0 x3c h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022 </span></div></div><div class="c x1 ydf w19 h16"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Zysk netto </div></div><div class="c x3a ydf w1a h16"><div class="t m0 x1d h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">441<span class="ls0"> </span>114<span class="ls0"> </span></div></div><div class="c x3b ydf w1b h16"><div class="t m0 x3d h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">373<span class="ls0"> </span>684<span class="ls0"> </span></div></div><div class="c x1 ye0 w19 h14"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Inne całkowite dochody:<span class="ff1"> </span></div></div><div class="c x3a ye0 w1a h14"><div class="t m0 x0 h11 ye1 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x3b ye0 w1b h14"><div class="t m0 x0 h11 ye1 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 ye2 w19 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zmiana netto z tytułu zabe<span class="_ _0"></span>zpieczenia przepływw pi<span class="_ _0"></span>eniżnych<span class="ff3"> </span></div></div><div class="c x3a ye2 w1a h12"><div class="t m0 x2f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(13 531) </div></div><div class="c x3b ye2 w1b h12"><div class="t m0 x2e h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">10<span class="ls0"> </span>861<span class="ls0"> </span></div></div><div class="c x1 y4b w19 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Pozycje, które będą odniesion<span class="_ _0"></span>e do rachunku zysków i strat<span class="ff1"> </span></div></div><div class="c x3a y4b w1a h10"><div class="t m0 x2f h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(13 <span class="ls7">531)</span> </div></div><div class="c x3b y4b w1b h10"><div class="t m0 x2e h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">10<span class="ls0"> </span>861<span class="ls0"> </span></div></div><div class="c x1 ye3 w19 h1a"><div class="t m0 x0 h9 ye4 ff2 fs5 fc1 sc0 ls0 ws0">Pozycje, które nie będą odni<span class="_ _0"></span>esione do rachunku zyskó<span class="_ _0"></span>w i strat<span class="ff1"> </span></div></div><div class="c x3a ye3 w1a h1a"><div class="t m0 x3e h9 ye4 ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x3b ye3 w1b h1a"><div class="t m0 x3f h9 ye4 ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 ye5 w19 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Inne całkowite dochody, przed op<span class="_ _0"></span>odatkowaniem<span class="ff1"> </span></div></div><div class="c x3a ye5 w1a h12"><div class="t m0 x2f h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">(13 <span class="ls7">531)</span> </div></div><div class="c x3b ye5 w1b h12"><div class="t m0 x2e h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">10<span class="ls0"> </span>861<span class="ls0"> </span></div></div><div class="c x1 ye6 w19 h1b"><div class="t m0 x0 h11 ye7 ff4 fs5 fc1 sc0 ls0 ws0">Podatek dochodo<span class="_ _0"></span>wy dotyczący innych całkowitych doch<span class="_ _0"></span>odw, ktre odniesione bdą na </div><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">rachunek zysk<span class="_ _0"></span>w i strat<span class="ff3"> </span></div></div><div class="c x3a ye6 w1a h1b"><div class="t m0 x1c h11 ye8 ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">571</span> </div></div><div class="c x3b ye6 w1b h1b"><div class="t m0 x1e h11 ye8 ff3 fs5 fc1 sc0 ls8 ws0">(2<span class="ls0"> <span class="ls7">064)</span> </span></div></div><div class="c x1 ye9 w19 h14"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Inne całkowite dochody netto <span class="ff1"> </span></div></div><div class="c x3a ye9 w1a h14"><div class="t m0 x2f h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">(10 <span class="ls7">960)</span> </div></div><div class="c x3b ye9 w1b h14"><div class="t m0 x40 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">8 <span class="ls7">797</span> </div></div><div class="c x1 yea w19 h14"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Całkowite dochody netto <span class="ff1"> </span></div></div><div class="c x3a yea w1a h14"><div class="t m0 x1d h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">430<span class="ls0"> </span>154<span class="ls0"> </span></div></div><div class="c x3b yea w1b h14"><div class="t m0 x3d h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">382<span class="ls0"> </span>48<span class="ls0">1 </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h5 yeb ff3 fs2 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x31 y11 wb h4" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w4 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls0 ws0">8 </div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x41 yec w14 h12"><div class="t m0 x12 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">W<span class="ff4">szystkie kwoty w tysiącach złotyc<span class="_ _0"></span>h<span class="ff3">. </span></span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb hc y5f ff1 fs7 fc0 sc0 ls0 ws0">5<span class="ff5"> <span class="_ _c"> </span></span><span class="fc1"> <span class="ff2">RACHUNEK PRZEPŁYWÓW PIENIĘŻNYCH</span> </span></div><div class="t m0 x4 h5 yc5 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yc6 w1c h10"><div class="t m0 x42 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x34 yc6 w1d h10"><div class="t m0 x43 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Nota </div></div><div class="c x44 yc6 w1e h10"><div class="t m0 x1a h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023<span class="ff3"> </span></span></div></div><div class="c x45 yc6 w1e h10"><div class="t m0 x1a h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022 </span></div></div><div class="c x1 yc7 w1c h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Przepływy środków pieni<span class="_ _0"></span>ężnych z działalnoś<span class="_ _0"></span>ci operacyjnej<span class="ff1"> </span></div></div><div class="c x34 yc7 w1f h10"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yc7 w20 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x48 yc7 w21 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yc8 w1c h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Zysk przed op<span class="_ _0"></span>odatkowaniem </div></div><div class="c x34 yc8 w1f h12"><div class="t m0 x46 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yc8 w20 h12"><div class="t m0 x49 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">509<span class="ls0"> </span>979<span class="ls0"> </span></div></div><div class="c x48 yc8 w21 h12"><div class="t m0 x49 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">436<span class="ls0"> </span>697<span class="ls0"> </span></div></div><div class="c x1 yc9 w1c h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Korekta o pozyc<span class="_ _0"></span>je: </div></div><div class="c x34 yc9 w1f h10"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yc9 w20 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x48 yc9 w21 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yed w1c h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Amortyzacja </div></div><div class="c x34 yed w1f h10"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yed w20 h10"><div class="t m0 x30 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">12<span class="ls0"> </span>429<span class="ls0"> </span></div></div><div class="c x48 yed w21 h10"><div class="t m0 x30 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">11<span class="ls0"> </span>063<span class="ls0"> </span></div></div><div class="c x1 yee w1c h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">(Zysk)/strata z tytułu rżni<span class="_ _0"></span>c kursowych<span class="ff3"> </span></div></div><div class="c x34 yee w1f h12"><div class="t m0 x46 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yee w20 h12"><div class="t m0 x1c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(907) </div></div><div class="c x48 yee w21 h12"><div class="t m0 x4b h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">205</span> </div></div><div class="c x1 yef w1c h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(Zysk)/strata na inwestycjach<span class="_ _0"></span> </div></div><div class="c x34 yef w1f h10"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yef w20 h10"><div class="t m0 x4c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(161 601) </div></div><div class="c x48 yef w21 h10"><div class="t m0 x4c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(117 673) </div></div><div class="c x1 yf0 w1c h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Koszty/(przychody) finanso<span class="_ _0"></span>we z tytułu odsetek<span class="_ _0"></span> <span class="_ _9"></span><span class="ff3"> </span></div></div><div class="c x34 yf0 w1f h12"><div class="t m0 x46 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yf0 w20 h12"><div class="t m0 x22 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(18 928) </div></div><div class="c x48 yf0 w21 h12"><div class="t m0 x32 h11 y8e ff3 fs5 fc1 sc0 ls8 ws0">(4<span class="ls0"> <span class="ls7">485)</span> </span></div></div><div class="c x1 yf1 w1c h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Koszty z tytułu wyceny prog<span class="_ _0"></span>ramw opcji mene<span class="_ _0"></span>dżerskich<span class="_ _9"></span><span class="ff3"> </span></div></div><div class="c x34 yf1 w1f h12"><div class="t m0 x46 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yf1 w20 h12"><div class="t m0 x4b h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">501</span> </div></div><div class="c x48 yf1 w21 h12"><div class="t m0 x4b h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">393</span> </div></div><div class="c x1 yf2 w1c h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Zmiany w kapitale<span class="_ _0"></span> obrotowym: </div></div><div class="c x34 yf2 w1f h10"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yf2 w20 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x48 yf2 w21 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yf3 w1c h13"><div class="t m0 x4a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Zmiany stanu rezerw </div></div><div class="c x34 yf3 w1f h13"><div class="t m0 x46 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yf3 w20 h13"><div class="t m0 x1c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(609) </div></div><div class="c x48 yf3 w21 h13"><div class="t m0 x32 h11 y8e ff3 fs5 fc1 sc0 ls8 ws0">(5<span class="ls0"> <span class="ls7">127)</span> </span></div></div><div class="c x1 yf4 w1c h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zmiany stanu zapasw<span class="ff3"> </span></div></div><div class="c x34 yf4 w1f h10"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yf4 w20 h10"><div class="t m0 x4c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(122 498) </div></div><div class="c x48 yf4 w21 h10"><div class="t m0 x22 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(13 403) </div></div><div class="c x1 yf5 w1c h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zmiany stanu nale<span class="_ _0"></span>żności<span class="ff3"> </span></div></div><div class="c x34 yf5 w1f h10"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yf5 w20 h10"><div class="t m0 x32 h11 y8b ff3 fs5 fc1 sc0 ls8 ws0">(8<span class="ls0"> <span class="ls7">498)</span> </span></div></div><div class="c x48 yf5 w21 h10"><div class="t m0 x32 h11 y8b ff3 fs5 fc1 sc0 ls8 ws0">(5<span class="ls0"> <span class="ls7">549)</span> </span></div></div><div class="c x1 yf6 w1c h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zmiany stanu zobo<span class="_ _0"></span>wiąza krtkoterminowych z wyjątki<span class="_ _0"></span>em kredytw i obli<span class="_ _0"></span>gacji<span class="_ _9"></span><span class="ff3"> </span></div></div><div class="c x34 yf6 w1f h12"><div class="t m0 x46 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yf6 w20 h12"><div class="t m0 x32 h11 y8e ff3 fs5 fc1 sc0 ls8 ws0">(8<span class="ls0"> <span class="ls7">025)</span> </span></div></div><div class="c x48 yf6 w21 h12"><div class="t m0 x30 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">52<span class="ls0"> </span>999<span class="ls0"> </span></div></div><div class="c x1 yf7 w1c h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zmiany stanu rozlicze<span class="_ _0"></span> midzyokresowych i przycho<span class="_ _0"></span>dw przyszłych okresw<span class="ff3"> </span></div></div><div class="c x34 yf7 w1f h10"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yf7 w20 h10"><div class="t m0 x22 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(29 680) </div></div><div class="c x48 yf7 w21 h10"><div class="t m0 x4c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(161 683) </div></div><div class="c x1 yf8 w1c h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Inne korekty </div></div><div class="c x34 yf8 w1f h10"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yf8 w20 h10"><div class="t m0 x37 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">907<span class="ls0"> </span></div></div><div class="c x48 yf8 w21 h10"><div class="t m0 x32 h11 y8b ff3 fs5 fc1 sc0 ls8 ws0">(1<span class="ls0"> <span class="ls7">205)</span> </span></div></div><div class="c x1 yf9 w1c h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Środki pieniężne wygenerowane z <span class="_ _0"></span>działalnoś<span class="_ _0"></span>ci operacyjnej<span class="ff1"> </span></div></div><div class="c x34 yf9 w1f h12"><div class="t m0 x46 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yf9 w20 h12"><div class="t m0 x49 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">176<span class="ls0"> </span>070<span class="ls0"> </span></div></div><div class="c x48 yf9 w21 h12"><div class="t m0 x49 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">198<span class="ls0"> </span>232<span class="ls0"> </span></div></div><div class="c x1 yfa w1c h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Odsetki otrzymane </div></div><div class="c x34 yfa w1f h10"><div class="t m0 x46 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yfa w20 h10"><div class="t m0 x4b h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">8 <span class="ls7">589</span> </div></div><div class="c x48 yfa w21 h10"><div class="t m0 x4b h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">793</span> </div></div><div class="c x1 yfb w1c h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Odsetki zapłacone<span class="ff3"> </span></div></div><div class="c x34 yfb w1f h12"><div class="t m0 x46 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yfb w20 h12"><div class="t m0 x22 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(20 809) </div></div><div class="c x48 yfb w21 h12"><div class="t m0 x22 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(16 098) </div></div><div class="c x1 yfc w1c h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zapłacony podatek<span class="_ _0"></span> dochodowy<span class="ff3"> </span></div></div><div class="c x34 yfc w1f h12"><div class="t m0 x46 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yfc w20 h12"><div class="t m0 x22 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(96 040) </div></div><div class="c x48 yfc w21 h12"><div class="t m0 x22 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(53 611) </div></div><div class="c x1 yfd w1c h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Środki pieniężne netto z działal<span class="_ _0"></span>ności operacyjnej<span class="ff1"> </span></div></div><div class="c x34 yfd w1f h10"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yfd w20 h10"><div class="t m0 x30 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">67<span class="ls0"> </span>810<span class="ls0"> </span></div></div><div class="c x48 yfd w21 h10"><div class="t m0 x49 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">136<span class="ls0"> </span>316<span class="ls0"> </span></div></div><div class="c x1 yfe w1c h14"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Przepływy środków pieni<span class="_ _0"></span>ężnych z działalnoś<span class="_ _0"></span>ci inwestycyjnej<span class="ff1"> </span></div></div><div class="c x34 yfe w1f h14"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yfe w20 h14"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x48 yfe w21 h14"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yff w1c h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Wpływy ze sprzedaży wartości ni<span class="_ _0"></span>ematerialnych oraz rzeczo<span class="_ _0"></span>wych aktyww trwałych<span class="ff3"> </span></div></div><div class="c x34 yff w1f h12"><div class="t m0 x46 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 yff w20 h12"><div class="t m0 x37 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">512<span class="ls0"> </span></div></div><div class="c x48 yff w21 h12"><div class="t m0 x37 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">394<span class="ls0"> </span></div></div><div class="c x1 y100 w1c h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wpływy z aktyww finansowych (d<span class="_ _0"></span>ywidendy)<span class="ff3"> </span></div></div><div class="c x34 y100 w1f h10"><div class="t m0 x46 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 y100 w20 h10"><div class="t m0 x49 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">160<span class="ls0"> </span>605<span class="ls0"> </span></div></div><div class="c x48 y100 w21 h10"><div class="t m0 x49 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">117<span class="ls0"> </span>276<span class="ls0"> </span></div></div><div class="c x1 y101 w1c h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Wpłaty z tytułu udzielo<span class="_ _0"></span>nych pożyczek<span class="ff3"> </span></div></div><div class="c x34 y101 w1f h12"><div class="t m0 x46 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 y101 w20 h12"><div class="t m0 x49 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">234<span class="ls0"> </span>019<span class="ls0"> </span></div></div><div class="c x48 y101 w21 h12"><div class="t m0 x49 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">270<span class="ls0"> </span>833<span class="ls0"> </span></div></div><div class="c x1 y102 w1c h13"><div class="t m0 x0 h11 y103 ff4 fs5 fc1 sc0 ls0 ws0">Inne wpływy/(wydatki) z aktyww <span class="_ _0"></span>finansowych<span class="ff3"> </span></div></div><div class="c x34 y102 w1f h13"><div class="t m0 x46 h9 y103 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 y102 w20 h13"><div class="t m0 x30 h11 y103 ff3 fs5 fc1 sc0 ls7 ws0">22<span class="ls0"> </span>555<span class="ls0"> </span></div></div><div class="c x48 y102 w21 h13"><div class="t m0 x30 h11 y103 ff3 fs5 fc1 sc0 ls7 ws0">28<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x1 y104 w1c h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wydatki z tytułu udzi<span class="_ _0"></span>elonych pożyczek<span class="ff3"> </span></div></div><div class="c x34 y104 w1f h10"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 y104 w20 h10"><div class="t m0 x4c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(355 950) </div></div><div class="c x48 y104 w21 h10"><div class="t m0 x4c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(335 785) </div></div><div class="c x1 y105 w1c h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Nabycie wartości niematerial<span class="_ _0"></span>nych oraz rzeczowych aktyww trwałych<span class="ff3"> </span></div></div><div class="c x34 y105 w1f h12"><div class="t m0 x46 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 y105 w20 h12"><div class="t m0 x22 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(11 129) </div></div><div class="c x48 y105 w21 h12"><div class="t m0 x32 h11 y8e ff3 fs5 fc1 sc0 ls8 ws0">(7<span class="ls0"> <span class="ls7">338)</span> </span></div></div><div class="c x1 y106 w1c h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Nabycie aktyww finan<span class="_ _0"></span>sowych i dopłaty do kapitału<span class="ff3"> </span></div></div><div class="c x34 y106 w1f h10"><div class="t m0 x46 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 y106 w20 h10"><div class="t m0 x32 h11 y8b ff3 fs5 fc1 sc0 ls8 ws0">(9<span class="ls0"> <span class="ls7">372)</span> </span></div></div><div class="c x48 y106 w21 h10"><div class="t m0 x4c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(130 254) </div></div><div class="c x1 y107 w1c h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Środki pieniężne netto wykorz<span class="_ _0"></span>ystane w działalnoś<span class="_ _0"></span>ci inwestycyjnej<span class="ff1"> </span></div></div><div class="c x34 y107 w1f h10"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 y107 w20 h10"><div class="t m0 x30 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">41<span class="ls0"> </span>240<span class="ls0"> </span></div></div><div class="c x48 y107 w21 h10"><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(56 <span class="ls7">874)</span> </div></div><div class="c x1 y108 w1c h14"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Przepływy środków pieniężnych z <span class="_ _0"></span>działalności finan<span class="_ _0"></span>sowej<span class="ff1"> </span></div></div><div class="c x34 y108 w1f h14"><div class="t m0 x46 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 y108 w20 h14"><div class="t m0 x4d h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x48 y108 w21 h14"><div class="t m0 x4d h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y109 w1c h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Wpływy z tytułu emisji akcji (reali<span class="_ _0"></span>zacje opcji<span class="_ _0"></span> na akcje)<span class="_ _9"></span><span class="ff3"> </span></div></div><div class="c x34 y109 w1f h12"><div class="t m0 x15 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">7.15<span class="ls0"> </span></div></div><div class="c x47 y109 w20 h12"><div class="t m0 x4b h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">000</span> </div></div><div class="c x48 y109 w21 h12"><div class="t m0 x4b h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">8 <span class="ls7">500</span> </div></div><div class="c x1 y10a w1c h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wpływy z tytułu zaciągni<span class="_ _0"></span>tych kredytw<span class="ff3"> </span></div></div><div class="c x34 y10a w1f h10"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 y10a w20 h10"><div class="t m0 x49 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">346<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x48 y10a w21 h10"><div class="t m0 x30 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x1 y10b w1c h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Wpływy z emisji dłużnych<span class="_ _0"></span> papierw wartościowych <span class="ff3"> </span></div></div><div class="c x34 y10b w1f h12"><div class="t m0 x15 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">7.20<span class="ls0"> </span></div></div><div class="c x47 y10b w20 h12"><div class="t m0 x49 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">260<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x48 y10b w21 h12"><div class="t m0 x21 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y10c w1c h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wydatki z tytułu spłaty kredyt<span class="_ _0"></span>w <span class="ff3"> </span></div></div><div class="c x34 y10c w1f h10"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 y10c w20 h10"><div class="t m0 x4c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(396 000) </div></div><div class="c x48 y10c w21 h10"><div class="t m0 x21 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y10d w1c h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wydatki z tytułu wykupu<span class="_ _0"></span> dłużnych papierw wartościowych<span class="ff3"> </span></div></div><div class="c x34 y10d w1f h10"><div class="t m0 x15 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.20<span class="ls0"> </span></div></div><div class="c x47 y10d w20 h10"><div class="t m0 x22 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(50 000) </div></div><div class="c x48 y10d w21 h10"><div class="t m0 x22 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(50 000) </div></div><div class="c x1 y10e w1c h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Wydatki z tytułu pod<span class="_ _0"></span>ziału zysku (dywidenda)<span class="ff3"> </span></div></div><div class="c x34 y10e w1f h12"><div class="t m0 x15 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">7.18<span class="ls0"> </span></div></div><div class="c x47 y10e w20 h12"><div class="t m0 x4c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(424 024) </div></div><div class="c x48 y10e w21 h12"><div class="t m0 x4c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(268 258) </div></div><div class="c x1 y10f w1c h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Środki pieniężne netto wykorz<span class="_ _0"></span>ystane w działalnoś<span class="_ _0"></span>ci finansowej<span class="ff1"> </span></div></div><div class="c x34 y10f w1f h10"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 y10f w20 h10"><div class="t m0 x4c h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(259 <span class="ls7">024)</span> </div></div><div class="c x48 y10f w21 h10"><div class="t m0 x4c h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(259 <span class="ls7">758)</span> </div></div><div class="c x1 y110 w1c h14"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Zwiększenie/(zmniejszenie) net<span class="_ _0"></span>to stanu środkó<span class="_ _0"></span>w pieniężnych i ich ekwiwalentów<span class="ff1"> </span></div></div><div class="c x34 y110 w1f h14"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 y110 w20 h14"><div class="t m0 x4c h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(149 <span class="ls7">974)</span> </div></div><div class="c x48 y110 w21 h14"><div class="t m0 x4c h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(180 <span class="ls7">316)</span> </div></div><div class="c x1 y111 w1c h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Środki pieniężne i i<span class="_ _0"></span>ch ekwiwalenty na początek okresu<span class="ff1"> </span></div></div><div class="c x34 y111 w1f h10"><div class="t m0 x15 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">7.14<span class="ls0"> </span></div></div><div class="c x47 y111 w20 h10"><div class="t m0 x49 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">184<span class="ls0"> </span>078<span class="ls0"> </span></div></div><div class="c x48 y111 w21 h10"><div class="t m0 x49 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">364<span class="ls0"> </span>394<span class="ls0"> </span></div></div><div class="c x1 y112 w1c h15"><div class="t m0 x0 h9 y113 ff2 fs5 fc1 sc0 ls0 ws0">Środki pieniężne i i<span class="_ _0"></span>ch ekwiwalenty na koniec okresu<span class="ff1"> </span></div></div><div class="c x34 y112 w1f h15"><div class="t m0 x15 h9 y113 ff1 fs5 fc1 sc0 ls7 ws0">7.14<span class="ls0"> </span></div></div><div class="c x47 y112 w20 h15"><div class="t m0 x30 h9 y113 ff1 fs5 fc1 sc0 ls7 ws0">34<span class="ls0"> </span>104<span class="ls0"> </span></div></div><div class="c x48 y112 w21 h15"><div class="t m0 x49 h9 y113 ff1 fs5 fc1 sc0 ls7 ws0">184<span class="ls0"> </span>078<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h5 y114 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y115 ff1 fs7 fc1 sc0 ls0 ws0"> <span class="_ _12"> </span> </div></div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w4 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls0 ws0">9 </div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x4e y116 w22 h10"><div class="t m0 x12 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">W<span class="ff4">szystkie kwoty w tysiącach zło<span class="_ _0"></span>tych<span class="ff3">. </span></span></div></div><div class="c x4e y117 w22 h10"><div class="t m0 x12 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">W<span class="ff4">szystkie kwoty w tysiącach zło<span class="_ _0"></span>tych<span class="ff3">. </span></span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb hc y5f ff1 fs7 fc0 sc0 ls0 ws0">6<span class="ff5"> <span class="_ _c"> </span><span class="ff2 fc1">ZESTAWIENIE ZMIAN W KAPITALE WŁASNYM<span class="ff1"> </span></span></span></div><div class="t m0 xb h6 y118 ff1 fs3 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h1c y119 ff2 fs8 fc1 sc0 ls0 ws0">Rok bieżący<span class="ff1"> </span></div><div class="t m0 x2 h1c y11a ff1 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h1c y11b ff1 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h1c y6f ff1 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h1c y11c ff1 fs8 fc1 sc0 ls0 ws0">Rok poprzedni </div><div class="t m0 x4 hc y11d ff1 fs2 fc1 sc0 ls0 ws0"> <span class="_ _b"> </span><span class="fs7"> </span></div></div><div class="c xe y11e w23 h1d"><div class="t m0 x3 h6 y11f ff1 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c x4f y11e w24 h1d"><div class="t m0 x50 h6 y11f ff1 fs3 fc1 sc0 ls0 ws0">Nota </div></div><div class="c x51 y11e w25 h1d"><div class="t m0 x52 h6 y11f ff2 fs3 fc1 sc0 ls0 ws0">Kapitał </div><div class="t m0 x15 h6 y120 ff2 fs3 fc1 sc0 ls0 ws0">zakładowy<span class="ff1"> </span></div></div><div class="c x53 y11e w25 h1d"><div class="t m0 x54 h6 y11f ff2 fs3 fc1 sc0 ls0 ws0">Nadwyżka ze </div><div class="t m0 x1f h6 y120 ff2 fs3 fc1 sc0 ls0 ws0">sprzedaży </div><div class="t m0 x55 h6 y121 ff2 fs3 fc1 sc0 ls0 ws0">akcji powyżej </div><div class="t m0 x3c h6 y122 ff2 fs3 fc1 sc0 ls0 ws0">ich wartości </div><div class="t m0 x50 h6 y123 ff1 fs3 fc1 sc0 ls0 ws0">nominalnej  </div></div><div class="c x56 y11e w26 h1d"><div class="t m0 x4a h6 y11f ff2 fs3 fc1 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x57 h6 y120 ff2 fs3 fc1 sc0 ls0 ws0">kapitały </div><div class="t m0 x58 h6 y121 ff2 fs3 fc1 sc0 ls0 ws0">(kapitał </div><div class="t m0 x15 h6 y122 ff1 fs3 fc1 sc0 ls0 ws0">zapasowy) </div></div><div class="c x59 y11e w25 h1d"><div class="t m0 x52 h6 y11f ff2 fs3 fc1 sc0 ls0 ws0">Kapitał </div><div class="t m0 x43 h6 y120 ff1 fs3 fc1 sc0 ls0 ws0">rezerwowy z </div><div class="t m0 x4a h6 y121 ff2 fs3 fc1 sc0 ls0 ws0">obniżenia </div><div class="t m0 x57 h6 y122 ff2 fs3 fc1 sc0 ls0 ws0">kapitału </div><div class="t m0 x1f h6 y123 ff1 fs3 fc1 sc0 ls0 ws0">akcyjnego </div></div><div class="c x5a y11e w26 h1d"><div class="t m0 x52 h6 y11f ff2 fs3 fc1 sc0 ls0 ws0">Kapitał </div><div class="t m0 x43 h6 y120 ff1 fs3 fc1 sc0 ls0 ws0">rezerwowy z </div><div class="t m0 x58 h6 y121 ff1 fs3 fc1 sc0 ls0 ws0">wyceny </div><div class="t m0 x55 h6 y122 ff2 fs3 fc1 sc0 ls0 ws0">zabezpieczeń </div><div class="t m0 x3c h6 y123 ff2 fs3 fc1 sc0 ls0 ws0">przepływów </div><div class="t m0 x3c h6 y124 ff2 fs3 fc1 sc0 ls0 ws0">pieniężnych<span class="ff1"> </span></div></div><div class="c x5b y11e w25 h1d"><div class="t m0 x55 h6 y11f ff1 fs3 fc1 sc0 ls0 ws0">Niepodzielon</div><div class="t m0 x57 h6 y120 ff1 fs3 fc1 sc0 ls0 ws0">y  wynik </div><div class="t m0 x1f h6 y121 ff1 fs3 fc1 sc0 ls0 ws0">finansowy </div></div><div class="c x5c y11e w27 h1d"><div class="t m0 x0 h1e y125 ff1 fs9 fc3 sc0 ls0 ws0">U</div><div class="t m0 x0 h1e y126 ff1 fs9 fc3 sc0 ls9 ws0">dz</div><div class="t m0 x0 h1e y127 ff1 fs9 fc3 sc0 lsa ws0">ia</div><div class="t m0 x0 h1e y128 ff2 fs9 fc3 sc0 ls0 ws0">ły  </div><div class="t m0 x0 h1e y129 ff1 fs9 fc3 sc0 ls9 ws0">ni</div><div class="t m0 x0 h1e y12a ff1 fs9 fc3 sc0 lsb ws0">ek</div><div class="t m0 x0 h1e y12b ff1 fs9 fc3 sc0 ls0 ws0">o</div><div class="t m0 x0 h1e y12c ff1 fs9 fc3 sc0 ls9 ws0">nt</div><div class="t m0 x0 h1e y12d ff1 fs9 fc3 sc0 lsc ws0">ro</div><div class="t m0 x0 h1e y12e ff1 fs9 fc3 sc0 lsa ws0">lu</div><div class="t m0 x0 h1e y12f ff2 fs9 fc3 sc0 lsd ws0">ją</div><div class="t m0 x0 h1e y130 ff1 fs9 fc3 sc0 lse ws0">ce<span class="ls0"> </span></div></div><div class="c x5d y11e w25 h1d"><div class="t m0 x52 h6 y11f ff2 fs3 fc1 sc0 ls0 ws0">Kapitał  </div><div class="t m0 x52 h6 y120 ff2 fs3 fc1 sc0 ls0 ws0">własny  </div><div class="t m0 x46 h6 y121 ff1 fs3 fc1 sc0 ls0 ws0">razem </div></div><div class="c xe y131 w23 h1f"><div class="t m0 x0 h6 y123 ff2 fs3 fc1 sc0 ls0 ws0">Kapitał własny na poc<span class="_ _0"></span>zątek </div><div class="t m0 x0 h6 y124 ff1 fs3 fc1 sc0 ls0 ws0">okresu </div></div><div class="c x4f y131 w24 h1f"><div class="t m0 x46 h6 y132 ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x51 y131 w25 h1f"><div class="t m0 x5e h6 y123 ff1 fs3 fc1 sc0 ls3 ws0">25<span class="ls0"> </span>548<span class="ls0"> </span></div></div><div class="c x53 y131 w25 h1f"><div class="t m0 x2c h6 y123 ff1 fs3 fc1 sc0 ls3 ws0">264<span class="ls0"> </span>208<span class="ls0"> </span></div></div><div class="c x56 y131 w26 h1f"><div class="t m0 x2c h6 y123 ff1 fs3 fc1 sc0 ls3 ws0">670<span class="ls0"> </span>640<span class="ls0"> </span></div></div><div class="c x59 y131 w25 h1f"><div class="t m0 x5f h6 y123 ff1 fs3 fc1 sc0 ls3 ws0">510<span class="ls0"> </span></div></div><div class="c x5a y131 w26 h1f"><div class="t m0 x2d h6 y123 ff1 fs3 fc1 sc0 ls3 ws0">16<span class="ls0"> </span>444<span class="ls0"> </span></div></div><div class="c x5b y131 w25 h1f"><div class="t m0 x46 h6 y123 ff1 fs3 fc1 sc0 ls3 ws0">373<span class="ls0"> </span>684<span class="ls0"> </span></div></div><div class="c x5c y131 w27 h1f"><div class="t m0 x0 h1e y133 ff1 fs9 fc3 sc0 ls0 ws0">0 </div></div><div class="c x5d y131 w25 h1f"><div class="t m0 x4a h6 y123 ff1 fs3 fc1 sc0 ls0 ws0">1 <span class="ls3">351</span> <span class="ls3">034</span> </div></div><div class="c xe y134 w23 h20"><div class="t m0 x0 h21 y135 ff4 fs3 fc1 sc0 ls0 ws0">Podwyższenie k<span class="_ _0"></span>apitału </div><div class="t m0 x0 h21 y136 ff4 fs3 fc1 sc0 ls0 ws0">zakładowego w dr<span class="_ _0"></span>odze realizacji </div><div class="t m0 x0 h21 y8b ff3 fs3 fc1 sc0 ls0 ws0">opcji na ak<span class="_ _0"></span>cje </div></div><div class="c x4f y134 w24 h20"><div class="t m0 x3c h6 y137 ff1 fs3 fc1 sc0 ls0 ws0">7.15 i </div><div class="t m0 x15 h6 y138 ff1 fs3 fc1 sc0 ls3 ws0">7.16<span class="ls0"> </span></div></div><div class="c x51 y134 w25 h20"><div class="t m0 x5f h21 y135 ff3 fs3 fc1 sc0 ls3 ws0">150<span class="ls0"> </span></div></div><div class="c x53 y134 w25 h20"><div class="t m0 x60 h21 y135 ff3 fs3 fc1 sc0 ls0 ws0">7 <span class="ls3">350</span> </div></div><div class="c x56 y134 w26 h20"><div class="t m0 x2e h21 y135 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y134 w25 h20"><div class="t m0 x2e h21 y135 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5a y134 w26 h20"><div class="t m0 x23 h6 y135 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5b y134 w25 h20"><div class="t m0 x23 h21 y135 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y134 w27 h20"><div class="t m0 x0 h1e y139 ff1 fs9 fc3 sc0 ls0 ws0">0 </div></div><div class="c x5d y134 w25 h20"><div class="t m0 x61 h6 y135 ff1 fs3 fc1 sc0 ls0 ws0">7 <span class="ls3">500</span> </div></div><div class="c xe y13a w23 h22"><div class="t m0 x0 h21 y13b ff4 fs3 fc1 sc0 ls0 ws0">Przeniesieni<span class="_ _0"></span>e zysku do kapit<span class="_ _0"></span>ału </div><div class="t m0 x0 h21 y124 ff3 fs3 fc1 sc0 ls0 ws0">zapasowego  </div></div><div class="c x4f y13a w24 h22"><div class="t m0 x15 h6 y132 ff1 fs3 fc1 sc0 ls3 ws0">7.18<span class="ls0"> </span></div></div><div class="c x51 y13a w25 h22"><div class="t m0 x2e h21 y13b ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x53 y13a w25 h22"><div class="t m0 x2e h21 y13b ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x56 y13a w26 h22"><div class="t m0 x5e h21 y13b ff3 fs3 fc1 sc0 ls3 ws0">91<span class="ls0"> </span>002<span class="ls0"> </span></div></div><div class="c x59 y13a w25 h22"><div class="t m0 x2e h21 y13b ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5a y13a w26 h22"><div class="t m0 x23 h6 y13b ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5b y13a w25 h22"><div class="t m0 x62 h21 y13b ff3 fs3 fc1 sc0 ls0 ws0">(91 <span class="ls3">002)</span> </div></div><div class="c x5c y13a w27 h22"><div class="t m0 x0 h1e y13c ff1 fs9 fc3 sc0 ls0 ws0">0 </div></div><div class="c x5d y13a w25 h22"><div class="t m0 x23 h6 y13b ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe y13d w23 h23"><div class="t m0 x0 h21 y124 ff3 fs3 fc1 sc0 ls0 ws0">Dywidenda dl<span class="_ _0"></span>a akcjonariuszy  </div></div><div class="c x4f y13d w24 h23"><div class="t m0 x50 h6 y124 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="ls3">7.18</span> </div></div><div class="c x51 y13d w25 h23"><div class="t m0 x2e h21 y124 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x53 y13d w25 h23"><div class="t m0 x2e h21 y124 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x56 y13d w26 h23"><div class="t m0 x2e h21 y124 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y13d w25 h23"><div class="t m0 x2e h21 y124 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5a y13d w26 h23"><div class="t m0 x23 h6 y124 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5b y13d w25 h23"><div class="t m0 x63 h21 y124 ff3 fs3 fc1 sc0 ls0 ws0">(424 <span class="ls3">024)</span> </div></div><div class="c x5c y13d w27 h23"><div class="t m0 x0 h1e y13e ff1 fs9 fc3 sc0 ls0 ws0">0 </div></div><div class="c x5d y13d w25 h23"><div class="t m0 x4a h6 y124 ff1 fs3 fc1 sc0 lsf ws0">(424<span class="ls0"> 024)<span class="_ _0"></span> </span></div></div><div class="c xe y13f w23 h1f"><div class="t m0 x0 h21 y123 ff4 fs3 fc1 sc0 ls0 ws0">Utworzenie k<span class="_ _0"></span>apitału rezerwo<span class="_ _0"></span>wego </div><div class="t m0 x0 h21 y124 ff3 fs3 fc1 sc0 ls0 ws0">z wyceny opc<span class="_ _0"></span>ji na akcje  </div></div><div class="c x4f y13f w24 h1f"><div class="t m0 x15 h6 y132 ff1 fs3 fc1 sc0 ls3 ws0">7.44<span class="ls0"> </span></div></div><div class="c x51 y13f w25 h1f"><div class="t m0 x2e h21 y123 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x53 y13f w25 h1f"><div class="t m0 x2e h21 y123 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x56 y13f w26 h1f"><div class="t m0 x60 h21 y123 ff3 fs3 fc1 sc0 ls0 ws0">3 <span class="ls3">501</span> </div></div><div class="c x59 y13f w25 h1f"><div class="t m0 x2e h21 y123 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5a y13f w26 h1f"><div class="t m0 x23 h6 y123 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5b y13f w25 h1f"><div class="t m0 x23 h21 y123 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y13f w27 h1f"><div class="t m0 x0 h1e y133 ff1 fs9 fc3 sc0 ls0 ws0">0 </div></div><div class="c x5d y13f w25 h1f"><div class="t m0 x61 h6 y123 ff1 fs3 fc1 sc0 ls0 ws0">3 <span class="ls3">501</span> </div></div><div class="c xe y140 w23 h1f"><div class="t m0 x0 h21 y123 ff3 fs3 fc1 sc0 ls0 ws0">Zysk netto<span class="_ _0"></span> za okres </div><div class="t m0 x0 h21 y124 ff3 fs3 fc1 sc0 ls0 ws0">sprawozdawczy </div></div><div class="c x4f y140 w24 h1f"><div class="t m0 x62 h21 y132 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x51 y140 w25 h1f"><div class="t m0 x2e h21 y123 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x53 y140 w25 h1f"><div class="t m0 x2e h21 y123 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x56 y140 w26 h1f"><div class="t m0 x2e h21 y123 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y140 w25 h1f"><div class="t m0 x2e h21 y123 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5a y140 w26 h1f"><div class="t m0 x23 h6 y123 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5b y140 w25 h1f"><div class="t m0 x46 h21 y123 ff3 fs3 fc1 sc0 ls3 ws0">441<span class="ls0"> </span>114<span class="ls0"> </span></div></div><div class="c x5c y140 w27 h1f"><div class="t m0 x0 h1e y133 ff1 fs9 fc3 sc0 ls0 ws0">0 </div></div><div class="c x5d y140 w25 h1f"><div class="t m0 x46 h6 y123 ff1 fs3 fc1 sc0 ls3 ws0">441<span class="ls0"> </span>114<span class="ls0"> </span></div></div><div class="c xe y141 w23 h23"><div class="t m0 x0 h21 y124 ff4 fs3 fc1 sc0 ls0 ws0">Inne całkowit<span class="_ _0"></span>e dochody net<span class="_ _0"></span>to<span class="ff3"> </span></div></div><div class="c x4f y141 w24 h23"><div class="t m0 x62 h21 y124 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x51 y141 w25 h23"><div class="t m0 x2e h21 y124 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x53 y141 w25 h23"><div class="t m0 x2e h21 y124 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x56 y141 w26 h23"><div class="t m0 x2e h21 y124 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y141 w25 h23"><div class="t m0 x2e h21 y124 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5a y141 w26 h23"><div class="t m0 x52 h6 y124 ff1 fs3 fc1 sc0 lsf ws0">(10<span class="ls0"> <span class="ls3">960)</span> </span></div></div><div class="c x5b y141 w25 h23"><div class="t m0 x23 h21 y124 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y141 w27 h23"><div class="t m0 x0 h1e y13e ff1 fs9 fc3 sc0 ls0 ws0">0 </div></div><div class="c x5d y141 w25 h23"><div class="t m0 x52 h6 y124 ff1 fs3 fc1 sc0 lsf ws0">(10<span class="ls0"> <span class="ls3">960)</span> </span></div></div><div class="c xe y142 w23 h23"><div class="t m0 x0 h6 y124 ff2 fs3 fc1 sc0 ls0 ws0">Całkowite docho<span class="_ _0"></span>dy netto<span class="ff3"> </span></div></div><div class="c x4f y142 w24 h23"><div class="t m0 x62 h21 y124 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x51 y142 w25 h23"><div class="t m0 x2e h6 y124 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x53 y142 w25 h23"><div class="t m0 x2e h6 y124 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x56 y142 w26 h23"><div class="t m0 x2e h6 y124 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y142 w25 h23"><div class="t m0 x2e h6 y124 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5a y142 w26 h23"><div class="t m0 x52 h6 y124 ff1 fs3 fc1 sc0 lsf ws0">(10<span class="ls0"> <span class="ls3">960)</span> </span></div></div><div class="c x5b y142 w25 h23"><div class="t m0 x46 h6 y124 ff1 fs3 fc1 sc0 ls3 ws0">441<span class="ls0"> </span>114<span class="ls0"> </span></div></div><div class="c x5c y142 w27 h23"><div class="t m0 x0 h1e y13e ff1 fs9 fc3 sc0 ls0 ws0">0 </div></div><div class="c x5d y142 w25 h23"><div class="t m0 x46 h6 y124 ff1 fs3 fc1 sc0 ls3 ws0">430<span class="ls0"> </span>154<span class="ls0"> </span></div></div><div class="c xe y143 w23 h1f"><div class="t m0 x0 h6 y123 ff2 fs3 fc1 sc0 ls0 ws0">Zwiększenie/(zmniej<span class="_ _0"></span>szenie) </div><div class="t m0 x0 h6 y8b ff2 fs3 fc1 sc0 ls0 ws0">kapitału własne<span class="_ _0"></span>go<span class="ff1"> </span></div></div><div class="c x4f y143 w24 h1f"><div class="t m0 x62 h6 y132 ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x51 y143 w25 h1f"><div class="t m0 x5f h6 y123 ff1 fs3 fc1 sc0 ls3 ws0">150<span class="ls0"> </span></div></div><div class="c x53 y143 w25 h1f"><div class="t m0 x60 h6 y123 ff1 fs3 fc1 sc0 ls0 ws0">7 <span class="ls3">350</span> </div></div><div class="c x56 y143 w26 h1f"><div class="t m0 x5e h6 y123 ff1 fs3 fc1 sc0 ls3 ws0">94<span class="ls0"> </span>503<span class="ls0"> </span></div></div><div class="c x59 y143 w25 h1f"><div class="t m0 x2e h6 y123 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5a y143 w26 h1f"><div class="t m0 x52 h6 y123 ff1 fs3 fc1 sc0 lsf ws0">(10<span class="ls0"> <span class="ls3">960)</span> </span></div></div><div class="c x5b y143 w25 h1f"><div class="t m0 x52 h6 y123 ff1 fs3 fc1 sc0 lsf ws0">(73<span class="ls0"> <span class="ls3">912)</span> </span></div></div><div class="c x5c y143 w27 h1f"><div class="t m0 x0 h1e y133 ff1 fs9 fc3 sc0 ls0 ws0">0 </div></div><div class="c x5d y143 w25 h1f"><div class="t m0 x2d h6 y123 ff1 fs3 fc1 sc0 ls3 ws0">17<span class="ls0"> </span>131<span class="ls0"> </span></div></div><div class="c xe y144 w23 h23"><div class="t m0 x0 h6 y124 ff2 fs3 fc1 sc0 ls0 ws0">Kapitał własny na k<span class="_ _0"></span>oniec okresu<span class="ff1"> </span></div></div><div class="c x4f y144 w24 h23"><div class="t m0 x62 h6 y124 ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x51 y144 w25 h23"><div class="t m0 x5e h6 y124 ff1 fs3 fc1 sc0 ls3 ws0">25<span class="ls0"> </span>698<span class="ls0"> </span></div></div><div class="c x53 y144 w25 h23"><div class="t m0 x2c h6 y124 ff1 fs3 fc1 sc0 ls3 ws0">271<span class="ls0"> </span>558<span class="ls0"> </span></div></div><div class="c x56 y144 w26 h23"><div class="t m0 x2c h6 y124 ff1 fs3 fc1 sc0 ls3 ws0">765<span class="ls0"> </span>143<span class="ls0"> </span></div></div><div class="c x59 y144 w25 h23"><div class="t m0 x5f h6 y124 ff1 fs3 fc1 sc0 ls3 ws0">510<span class="ls0"> </span></div></div><div class="c x5a y144 w26 h23"><div class="t m0 x61 h6 y124 ff1 fs3 fc1 sc0 ls0 ws0">5 <span class="ls3">484</span> </div></div><div class="c x5b y144 w25 h23"><div class="t m0 x46 h6 y124 ff1 fs3 fc1 sc0 ls3 ws0">299<span class="ls0"> </span>772<span class="ls0"> </span></div></div><div class="c x5c y144 w27 h23"><div class="t m0 x0 h1e y13e ff1 fs9 fc3 sc0 ls0 ws0">0 </div></div><div class="c x5d y144 w25 h23"><div class="t m0 x4a h6 y124 ff1 fs3 fc1 sc0 ls0 ws0">1 <span class="ls3">368</span> <span class="ls3">165</span> </div></div><div class="c x4d y145 w28 h1d"><div class="t m0 x27 h21 y11f ff3 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c x64 y145 w29 h1d"><div class="t m0 x1f h6 y11f ff1 fs3 fc1 sc0 ls0 ws0">Nota </div></div><div class="c x65 y145 w2a h1d"><div class="t m0 x58 h6 y11f ff2 fs3 fc1 sc0 ls0 ws0">Kapitał </div><div class="t m0 x50 h6 y120 ff2 fs3 fc1 sc0 ls0 ws0">zakładowy<span class="ff1"> </span></div></div><div class="c x66 y145 w2b h1d"><div class="t m0 x0 h6 y11f ff2 fs3 fc1 sc0 ls0 ws0">Nadwyżka ze </div><div class="t m0 x1f h6 y120 ff2 fs3 fc1 sc0 ls0 ws0">sprzedaży </div><div class="t m0 x67 h6 y146 ff1 fs3 fc1 sc0 ls0 ws0">akcji </div><div class="t m0 x3c h6 y122 ff2 fs3 fc1 sc0 ls0 ws0">powyżej ich </div><div class="t m0 x63 h6 y13b ff2 fs3 fc1 sc0 ls0 ws0">wartości </div><div class="t m0 x3c h6 y124 ff1 fs3 fc1 sc0 ls0 ws0">nominalnej  </div></div><div class="c x41 y145 w2c h1d"><div class="t m0 x1f h6 y11f ff2 fs3 fc1 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x1b h6 y120 ff2 fs3 fc1 sc0 ls0 ws0">kapitały </div><div class="t m0 x57 h6 y146 ff2 fs3 fc1 sc0 ls0 ws0">(kapitał </div><div class="t m0 x15 h6 y122 ff1 fs3 fc1 sc0 ls0 ws0">zapasowy) </div></div><div class="c x68 y145 w2a h1d"><div class="t m0 x58 h6 y11f ff2 fs3 fc1 sc0 ls0 ws0">Kapitał </div><div class="t m0 x54 h6 y120 ff1 fs3 fc1 sc0 ls0 ws0">rezerwowy z </div><div class="t m0 x1f h6 y146 ff2 fs3 fc1 sc0 ls0 ws0">obniżenia </div><div class="t m0 x1b h6 y122 ff2 fs3 fc1 sc0 ls0 ws0">kapitału </div><div class="t m0 x15 h6 y13b ff1 fs3 fc1 sc0 ls0 ws0">akcyjnego </div></div><div class="c x69 y145 w2b h1d"><div class="t m0 x58 h6 y11f ff2 fs3 fc1 sc0 ls0 ws0">Kapitał </div><div class="t m0 x54 h6 y120 ff1 fs3 fc1 sc0 ls0 ws0">rezerwowy z </div><div class="t m0 x57 h6 y146 ff1 fs3 fc1 sc0 ls0 ws0">wyceny </div><div class="t m0 x0 h6 y122 ff2 fs3 fc1 sc0 ls0 ws0">zabezpieczeń </div><div class="t m0 x54 h6 y13b ff2 fs3 fc1 sc0 ls0 ws0">przepływów </div><div class="t m0 x43 h6 y124 ff2 fs3 fc1 sc0 ls0 ws0">pieniężnych<span class="ff1"> </span></div></div><div class="c x6a y145 w2a h1d"><div class="t m0 x0 h6 y11f ff1 fs3 fc1 sc0 ls0 ws0">Niepodzielon</div><div class="t m0 x1b h6 y120 ff1 fs3 fc1 sc0 ls0 ws0">y  wynik </div><div class="t m0 x15 h6 y146 ff1 fs3 fc1 sc0 ls0 ws0">finansowy </div></div><div class="c x5c y145 w2d h1d"><div class="t m0 x0 h1e y125 ff1 fs9 fc3 sc0 ls0 ws0">U</div><div class="t m0 x0 h1e y126 ff1 fs9 fc3 sc0 ls9 ws0">dz</div><div class="t m0 x0 h1e y127 ff1 fs9 fc3 sc0 lsa ws0">ia</div><div class="t m0 x0 h1e y147 ff2 fs9 fc3 sc0 ls0 ws0">ły  </div><div class="t m0 x0 h1e y148 ff1 fs9 fc3 sc0 ls9 ws0">ni</div><div class="t m0 x0 h1e y12a ff1 fs9 fc3 sc0 lsb ws0">ek</div><div class="t m0 x0 h1e y12b ff1 fs9 fc3 sc0 ls0 ws0">o</div><div class="t m0 x0 h1e y12c ff1 fs9 fc3 sc0 ls9 ws0">nt</div><div class="t m0 x0 h1e y12d ff1 fs9 fc3 sc0 lsc ws0">ro</div><div class="t m0 x0 h1e y149 ff1 fs9 fc3 sc0 lsa ws0">lu</div><div class="t m0 x0 h1e y14a ff2 fs9 fc3 sc0 lsd ws0">ją</div><div class="t m0 x0 h1e y130 ff1 fs9 fc3 sc0 lse ws0">ce<span class="ls0"> </span></div></div><div class="c x5d y145 w2c h1d"><div class="t m0 x58 h6 y11f ff2 fs3 fc1 sc0 ls0 ws0">Kapitał  </div><div class="t m0 x58 h6 y120 ff2 fs3 fc1 sc0 ls0 ws0">własny  </div><div class="t m0 x62 h6 y146 ff1 fs3 fc1 sc0 ls0 ws0">razem </div></div><div class="c x4d yb4 w28 h24"><div class="t m0 x0 h6 y14b ff2 fs3 fc1 sc0 ls0 ws0">Kapitał własny na poc<span class="_ _0"></span>zątek okres<span class="_ _0"></span>u<span class="ff1"> </span></div></div><div class="c x64 yb4 w29 h24"><div class="t m0 x61 h6 y14b ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x65 yb4 w2a h24"><div class="t m0 x1a h6 y14b ff1 fs3 fc1 sc0 ls3 ws0">25<span class="ls0"> </span>398<span class="ls0"> </span></div></div><div class="c x66 yb4 w2b h24"><div class="t m0 x57 h6 y14b ff1 fs3 fc1 sc0 ls3 ws0">258<span class="ls0"> </span>358<span class="ls0"> </span></div></div><div class="c x41 yb4 w2c h24"><div class="t m0 x6b h6 y14b ff1 fs3 fc1 sc0 ls3 ws0">626<span class="ls0"> </span>738<span class="ls0"> </span></div></div><div class="c x68 yb4 w2a h24"><div class="t m0 x6c h6 y14b ff1 fs3 fc1 sc0 ls3 ws0">510<span class="ls0"> </span></div></div><div class="c x69 yb4 w2b h24"><div class="t m0 x2a h6 y14b ff1 fs3 fc1 sc0 ls0 ws0">7 <span class="ls3">647</span> </div></div><div class="c x6a yb4 w2a h24"><div class="t m0 x6b h6 y14b ff1 fs3 fc1 sc0 ls3 ws0">306<span class="ls0"> </span>767<span class="ls0"> </span></div></div><div class="c x5c yb4 w2d h24"><div class="t m0 x0 h1e y14c ff1 fs9 fc3 sc0 ls0 ws0">0 </div></div><div class="c x5d yb4 w2c h24"><div class="t m0 x3c h6 y14b ff1 fs3 fc1 sc0 ls0 ws0">1 <span class="ls3">225</span> <span class="ls3">418</span> </div></div><div class="c x4d y14d w28 h25"><div class="t m0 x0 h21 y122 ff4 fs3 fc1 sc0 ls0 ws0">Podwyższenie k<span class="_ _0"></span>apitału </div><div class="t m0 x0 h21 y13b ff4 fs3 fc1 sc0 ls0 ws0">zakładowego w dr<span class="_ _0"></span>odze realizacji </div><div class="t m0 x0 h21 y124 ff3 fs3 fc1 sc0 ls0 ws0">opcji na ak<span class="_ _0"></span>cje </div></div><div class="c x64 y14d w29 h25"><div class="t m0 x43 h6 y14e ff1 fs3 fc1 sc0 ls0 ws0">7.15 i </div><div class="t m0 x1f h6 y132 ff1 fs3 fc1 sc0 ls3 ws0">7.16<span class="ls0"> </span></div></div><div class="c x65 y14d w2a h25"><div class="t m0 x6c h21 y13b ff3 fs3 fc1 sc0 ls3 ws0">150<span class="ls0"> </span></div></div><div class="c x66 y14d w2b h25"><div class="t m0 x2a h21 y13b ff3 fs3 fc1 sc0 ls0 ws0">5 <span class="ls3">850</span> </div></div><div class="c x41 y14d w2c h25"><div class="t m0 x6d h21 y13b ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x68 y14d w2a h25"><div class="t m0 x6d h21 y13b ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x69 y14d w2b h25"><div class="t m0 x6d h6 y13b ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6a y14d w2a h25"><div class="t m0 x6d h21 y13b ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y14d w2d h25"><div class="t m0 x0 h1e y14f ff1 fs9 fc3 sc0 ls0 ws0">0 </div></div><div class="c x5d y14d w2c h25"><div class="t m0 x2a h6 y13b ff1 fs3 fc1 sc0 ls0 ws0">6 <span class="ls3">000</span> </div></div><div class="c x4d y150 w28 h22"><div class="t m0 x0 h21 y13b ff4 fs3 fc1 sc0 ls0 ws0">Przeniesieni<span class="_ _0"></span>e zysku do kapit<span class="_ _0"></span>ału </div><div class="t m0 x0 h21 y124 ff3 fs3 fc1 sc0 ls0 ws0">zapasowego  </div></div><div class="c x64 y150 w29 h22"><div class="t m0 x1f h6 y132 ff1 fs3 fc1 sc0 ls3 ws0">7.18<span class="ls0"> </span></div></div><div class="c x65 y150 w2a h22"><div class="t m0 x6d h21 y132 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x66 y150 w2b h22"><div class="t m0 x6d h21 y132 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x41 y150 w2c h22"><div class="t m0 x1a h21 y132 ff3 fs3 fc1 sc0 ls3 ws0">38<span class="ls0"> </span>509<span class="ls0"> </span></div></div><div class="c x68 y150 w2a h22"><div class="t m0 x6d h21 y132 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x69 y150 w2b h22"><div class="t m0 x6d h6 y132 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6a y150 w2a h22"><div class="t m0 x1b h21 y132 ff3 fs3 fc1 sc0 ls0 ws0">(38 <span class="ls3">509)</span> </div></div><div class="c x5c y150 w2d h22"><div class="t m0 x0 h1e y151 ff1 fs9 fc3 sc0 ls0 ws0">0 </div></div><div class="c x5d y150 w2c h22"><div class="t m0 x6d h6 y132 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x4d y152 w28 h26"><div class="t m0 x0 h21 y8b ff3 fs3 fc1 sc0 ls0 ws0">Dywidenda dl<span class="_ _0"></span>a akcjonariuszy  </div></div><div class="c x64 y152 w29 h26"><div class="t m0 x50 h6 y8b ff1 fs3 fc1 sc0 ls0 ws0"> <span class="ls3">7.18</span> </div></div><div class="c x65 y152 w2a h26"><div class="t m0 x6d h21 y8b ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x66 y152 w2b h26"><div class="t m0 x6d h21 y8b ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x41 y152 w2c h26"><div class="t m0 x6d h21 y8b ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x68 y152 w2a h26"><div class="t m0 x6d h21 y8b ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x69 y152 w2b h26"><div class="t m0 x6d h6 y8b ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6a y152 w2a h26"><div class="t m0 x50 h21 y8b ff3 fs3 fc1 sc0 ls0 ws0">(268 <span class="ls3">258)</span> </div></div><div class="c x5c y152 w2d h26"><div class="t m0 x0 h1e y153 ff1 fs9 fc3 sc0 ls0 ws0">0 </div></div><div class="c x5d y152 w2c h26"><div class="t m0 x50 h6 y8b ff1 fs3 fc1 sc0 lsf ws0">(268<span class="ls0"> 258)<span class="_ _0"></span> </span></div></div><div class="c x4d y154 w28 h1f"><div class="t m0 x0 h21 y123 ff4 fs3 fc1 sc0 ls0 ws0">Utworzenie k<span class="_ _0"></span>apitału rezerwo<span class="_ _0"></span>wego </div><div class="t m0 x0 h21 y8b ff3 fs3 fc1 sc0 ls0 ws0">z wyceny opc<span class="_ _0"></span>ji na akcje  </div></div><div class="c x64 y154 w29 h1f"><div class="t m0 x1f h6 y132 ff1 fs3 fc1 sc0 ls3 ws0">7.44<span class="ls0"> </span></div></div><div class="c x65 y154 w2a h1f"><div class="t m0 x6d h21 y132 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x66 y154 w2b h1f"><div class="t m0 x6d h21 y132 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x41 y154 w2c h1f"><div class="t m0 x2a h21 y132 ff3 fs3 fc1 sc0 ls0 ws0">5 <span class="ls3">393</span> </div></div><div class="c x68 y154 w2a h1f"><div class="t m0 x6d h21 y132 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x69 y154 w2b h1f"><div class="t m0 x6d h6 y132 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6a y154 w2a h1f"><div class="t m0 x6d h21 y132 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y154 w2d h1f"><div class="t m0 x0 h1e y155 ff1 fs9 fc3 sc0 ls0 ws0">0 </div></div><div class="c x5d y154 w2c h1f"><div class="t m0 x2a h6 y132 ff1 fs3 fc1 sc0 ls0 ws0">5 <span class="ls3">393</span> </div></div><div class="c x4d y156 w28 h23"><div class="t m0 x0 h21 y124 ff3 fs3 fc1 sc0 ls0 ws0">Zysk netto<span class="_ _0"></span> za okres sprawozdawczy </div></div><div class="c x64 y156 w29 h23"><div class="t m0 x61 h21 y124 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x65 y156 w2a h23"><div class="t m0 x6d h21 y124 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x66 y156 w2b h23"><div class="t m0 x6d h21 y124 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x41 y156 w2c h23"><div class="t m0 x6d h21 y124 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x68 y156 w2a h23"><div class="t m0 x6d h21 y124 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x69 y156 w2b h23"><div class="t m0 x6d h6 y124 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6a y156 w2a h23"><div class="t m0 x6b h21 y124 ff3 fs3 fc1 sc0 ls3 ws0">373<span class="ls0"> </span>684<span class="ls0"> </span></div></div><div class="c x5c y156 w2d h23"><div class="t m0 x0 h1e y157 ff1 fs9 fc3 sc0 ls0 ws0">0 </div></div><div class="c x5d y156 w2c h23"><div class="t m0 x6b h6 y124 ff1 fs3 fc1 sc0 ls3 ws0">373<span class="ls0"> </span>684<span class="ls0"> </span></div></div><div class="c x4d y158 w28 h27"><div class="t m0 x0 h21 y8b ff4 fs3 fc1 sc0 ls0 ws0">Inne całkowit<span class="_ _0"></span>e dochody net<span class="_ _0"></span>to<span class="ff3"> </span></div></div><div class="c x64 y158 w29 h27"><div class="t m0 x61 h21 y8b ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x65 y158 w2a h27"><div class="t m0 x6d h21 y8b ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x66 y158 w2b h27"><div class="t m0 x6d h21 y8b ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x41 y158 w2c h27"><div class="t m0 x6d h21 y8b ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x68 y158 w2a h27"><div class="t m0 x6d h21 y8b ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x69 y158 w2b h27"><div class="t m0 x2a h6 y8b ff1 fs3 fc1 sc0 ls0 ws0">8 <span class="ls3">797</span> </div></div><div class="c x6a y158 w2a h27"><div class="t m0 x6d h21 y8b ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y158 w2d h27"><div class="t m0 x0 h1e y159 ff1 fs9 fc3 sc0 ls0 ws0">0 </div></div><div class="c x5d y158 w2c h27"><div class="t m0 x2a h6 y8b ff1 fs3 fc1 sc0 ls0 ws0">8 <span class="ls3">797</span> </div></div><div class="c x4d y15a w28 h27"><div class="t m0 x0 h6 y8b ff2 fs3 fc1 sc0 ls0 ws0">Całkowite docho<span class="_ _0"></span>dy netto<span class="ff3"> </span></div></div><div class="c x64 y15a w29 h27"><div class="t m0 x61 h6 y8b ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x65 y15a w2a h27"><div class="t m0 x6d h6 y8b ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x66 y15a w2b h27"><div class="t m0 x6d h6 y8b ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x41 y15a w2c h27"><div class="t m0 x6d h6 y8b ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x68 y15a w2a h27"><div class="t m0 x6d h6 y8b ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x69 y15a w2b h27"><div class="t m0 x2a h6 y8b ff1 fs3 fc1 sc0 ls0 ws0">8 <span class="ls3">797</span> </div></div><div class="c x6a y15a w2a h27"><div class="t m0 x6b h6 y8b ff1 fs3 fc1 sc0 ls3 ws0">373<span class="ls0"> </span>684<span class="ls0"> </span></div></div><div class="c x5c y15a w2d h27"><div class="t m0 x0 h1e y159 ff1 fs9 fc3 sc0 ls0 ws0">0 </div></div><div class="c x5d y15a w2c h27"><div class="t m0 x6b h6 y8b ff1 fs3 fc1 sc0 ls3 ws0">382<span class="ls0"> </span>481<span class="ls0"> </span></div></div><div class="c x4d y15b w28 h1f"><div class="t m0 x0 h6 y123 ff2 fs3 fc1 sc0 ls0 ws0">Zwiększenie/(zmniej<span class="_ _0"></span>szenie) </div><div class="t m0 x0 h6 y124 ff2 fs3 fc1 sc0 ls0 ws0">kapitału własne<span class="_ _0"></span>go<span class="ff3"> </span></div></div><div class="c x64 y15b w29 h1f"><div class="t m0 x61 h6 y132 ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x65 y15b w2a h1f"><div class="t m0 x6c h6 y132 ff1 fs3 fc1 sc0 ls3 ws0">150<span class="ls0"> </span></div></div><div class="c x66 y15b w2b h1f"><div class="t m0 x2a h6 y132 ff1 fs3 fc1 sc0 ls0 ws0">5 <span class="ls3">850</span> </div></div><div class="c x41 y15b w2c h1f"><div class="t m0 x1a h6 y132 ff1 fs3 fc1 sc0 ls3 ws0">43<span class="ls0"> </span>902<span class="ls0"> </span></div></div><div class="c x68 y15b w2a h1f"><div class="t m0 x6d h6 y132 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x69 y15b w2b h1f"><div class="t m0 x2a h6 y132 ff1 fs3 fc1 sc0 ls0 ws0">8 <span class="ls3">797</span> </div></div><div class="c x6a y15b w2a h1f"><div class="t m0 x1a h6 y132 ff1 fs3 fc1 sc0 ls3 ws0">66<span class="ls0"> </span>917<span class="ls0"> </span></div></div><div class="c x5c y15b w2d h1f"><div class="t m0 x0 h1e y151 ff1 fs9 fc3 sc0 ls0 ws0">0 </div></div><div class="c x5d y15b w2c h1f"><div class="t m0 x6b h6 y132 ff1 fs3 fc1 sc0 ls3 ws0">125<span class="ls0"> </span>616<span class="ls0"> </span></div></div><div class="c x4d y15c w28 h27"><div class="t m0 x0 h6 y8b ff2 fs3 fc1 sc0 ls0 ws0">Kapitał własny na k<span class="_ _0"></span>oniec okresu<span class="ff1"> </span></div></div><div class="c x64 y15c w29 h27"><div class="t m0 x61 h6 y8b ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x65 y15c w2a h27"><div class="t m0 x1a h6 y8b ff1 fs3 fc1 sc0 ls3 ws0">25<span class="ls0"> </span>548<span class="ls0"> </span></div></div><div class="c x66 y15c w2b h27"><div class="t m0 x6b h6 y8b ff1 fs3 fc1 sc0 ls3 ws0">264<span class="ls0"> </span>208<span class="ls0"> </span></div></div><div class="c x41 y15c w2c h27"><div class="t m0 x6b h6 y8b ff1 fs3 fc1 sc0 ls3 ws0">670<span class="ls0"> </span>640<span class="ls0"> </span></div></div><div class="c x68 y15c w2a h27"><div class="t m0 x6c h6 y8b ff1 fs3 fc1 sc0 ls3 ws0">510<span class="ls0"> </span></div></div><div class="c x69 y15c w2b h27"><div class="t m0 x1a h6 y8b ff1 fs3 fc1 sc0 ls3 ws0">16<span class="ls0"> </span>444<span class="ls0"> </span></div></div><div class="c x6a y15c w2a h27"><div class="t m0 x6b h6 y8b ff1 fs3 fc1 sc0 ls3 ws0">373<span class="ls0"> </span>684<span class="ls0"> </span></div></div><div class="c x5c y15c w2d h27"><div class="t m0 x0 h1e y159 ff1 fs9 fc3 sc0 ls0 ws0">0 </div></div><div class="c x5d y15c w2c h27"><div class="t m0 x3c h6 y8b ff1 fs3 fc1 sc0 ls0 ws0">1 <span class="ls3">351</span> <span class="ls3">034</span> </div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x0 y1 w2e h28" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">10<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h5 y15d ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb hc y15e ff1 fs7 fc0 sc0 ls0 ws0">7<span class="ff5"> <span class="_ _c"> </span></span><span class="fc1">DODATKOWE INFORMACJE I OBJA<span class="ff2">Ś</span>NIENIA </span></div><div class="t m0 xc hc y15f ff1 fs7 fc1 sc0 ls0 ws0">DO SPRAWOZDANIA FINANSOWEGO </div><div class="t m0 xc hc y160 ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y161 ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y162 ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y163 ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y164 ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y165 ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y166 ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y167 ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y168 ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y169 ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y16a ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y16b ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y16c ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc yab ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y16d ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y16e ff1 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">11<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h29 y173 ff1 fsa fc0 sc0 ls11 ws0">7.1<span class="ff5 ls0"> <span class="_ _d"> </span><span class="ff1 fc1">PODSTAWOWE INFORMACJE O DOM DEVELOPMENT S.A. </span></span></div><div class="t m0 x2 hd y174 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y175 ff4 fs8 fc1 sc0 ls0 ws0">Spłka  Akcyjna <span class="_ _13"> </span>Dom  Development  S.A<span class="_ _0"></span>.  („Spłka”)  jest <span class="_ _13"> </span>jednostką  dominującą  Grupy <span class="_ _13"> </span>Kapitałowej  Dom  Development  S.A. </div><div class="t m0 x2 hd y47 ff4 fs8 fc1 sc0 ls0 ws0">(„Grupa”). <span class="_ _e"></span>Siedziba <span class="_ _e"></span>S<span class="_ _0"></span>płki <span class="_ _e"></span>mieści <span class="_ _e"></span>si <span class="_ _e"></span>w <span class="_ _e"></span>Warszawie <span class="_ _9"></span>(<span class="_ _9"></span>00<span class="ff3">-</span>078 <span class="_ _e"></span>Warszawa, <span class="_ _e"></span>Pl. <span class="_ _e"></span>Piłsu<span class="_ _0"></span>dskiego <span class="_ _e"></span>3). <span class="_ _e"></span>Sp<span class="_ _0"></span>łka <span class="_ _e"></span>wpisana <span class="_ _e"></span>jest <span class="_ _e"></span>do <span class="_ _e"></span>Krajowego </div><div class="t m0 x2 hd y176 ff4 fs8 fc1 sc0 ls0 ws0">Rejestru <span class="_ _f"></span>Sądowego <span class="_ _10"> </span>pod <span class="_ _10"> </span>numerem <span class="_ _10"> </span>0000031483, <span class="_ _10"> </span>Sąd <span class="_ _10"> </span>Rejonowy <span class="_ _f"> </span>dla <span class="_ _10"> </span>m.st.<span class="ff3"> </span>Warszaw<span class="_ _9"></span>y <span class="_ _10"> </span>w <span class="_ _f"> </span>Warszaw<span class="_ _9"></span>ie <span class="_ _f"></span>XII <span class="_ _10"> </span>Wydział <span class="_ _10"> </span>Gospodarczy </div><div class="t m0 x2 hd y177 ff4 fs8 fc1 sc0 ls0 ws0">Krajowego Rejestru Sądowego. <span class="ff3"> </span></div><div class="t m0 x2 hd y178 ff4 fs8 fc1 sc0 ls0 ws0">Według Polskiej Klasyfikacji Działalności przedmiote<span class="_ _0"></span>m działalności<span class="_ _9"></span> Spłki jest realizacja projektw budowlanych związanych ze<span class="ff3"> </span></div><div class="t m0 x2 hd y179 ff4 fs8 fc1 sc0 ls0 ws0">wznoszeniem budyn<span class="_ _0"></span>kw –<span class="ff3"> </span>PKD 4110Z. Miejscem prowadzeni<span class="_ _0"></span>a działalności Spłki jest przede <span class="_ _0"></span>wszystkim Warszawa i jej okolice. </div><div class="t m0 x2 hd y17a ff4 fs8 fc1 sc0 ls0 ws0">Spłka <span class="_ _14"> </span>posiada <span class="_ _14"> </span>rwnież <span class="_ _14"> </span>podmioty <span class="_ _14"> </span>zależne  prow<span class="_ _9"></span>adzące <span class="_ _14"> </span>działalność  deweloperską <span class="_ _14"> </span>na <span class="_ _14"> </span>rynku <span class="_ _14"> </span>wrocław<span class="_ _9"></span>skim<span class="_ _9"></span><span class="ff3">, <span class="_ _14"> </span></span>trjmiejskim<span class="ff3"> <span class="_ _14"> </span><span class="ls12">i </span></span></div><div class="t m0 x2 hd y17b ff3 fs8 fc1 sc0 ls0 ws0">krakowskim. </div><div class="t m0 x2 hd y17c ff4 fs8 fc1 sc0 ls0 ws0">Spłka <span class="_ _f"></span>jest <span class="_ _f"></span>w <span class="_ _f"></span>wikszości <span class="_ _f"></span>własnością <span class="_ _f"> </span>Groupe <span class="_ _f"> </span>Belleforêt <span class="_ _f"> </span>S.à <span class="_ _10"> </span>r.l. <span class="_ _f"></span>z <span class="_ _f"> </span>siedzibą <span class="_ _f"> </span>w <span class="_ _f"> </span>L<span class="_ _9"></span>uksemburgu <span class="_ _f"></span>(patrz <span class="_ _f"></span>nota <span class="_ _f"></span>7.15)<span class="_ _e"></span>, <span class="_ _f"></span>ktra <span class="_ _f"></span>na <span class="_ _f"></span>dzie </div><div class="t m0 x2 hd y17d ff3 fs8 fc1 sc0 ls6 ws0">31<span class="ls0"> grudnia  2023 <span class="_ _14"> </span><span class="ff4">r.  posiadała <span class="_ _14"> </span></span>55,</span>02<span class="ls0">% <span class="_ _14"> </span><span class="ff4">akcji  Spłki.</span>   <span class="ff4">Jednostką <span class="_ _14"> </span>dominującą  najwyższego <span class="_ _14"> </span>szczebla  Grupy  Kapi<span class="_ _9"></span>tałowej  Do<span class="_ _9"></span>m </span></span></div><div class="t m0 x2 hd y17e ff3 fs8 fc1 sc0 ls0 ws0">Development S.A.  jest  S<span class="_ _0"></span>COP 2003 T<span class="_ _9"></span>rust, podmiot ustanowiony zgodnie<span class="_ _0"></span> z prawem Anglii i Walii. SCOP 2003 Trust jest jed<span class="_ _0"></span>ynym </div><div class="t m0 x2 hd y17f ff4 fs8 fc1 sc0 ls0 ws0">akcjonariuszem SCOP Luxembourg 2007 S.a r.l., ktry z<span class="ff3"> </span>kolei jest wikszościowym udziałowcem Groupe Belleforet S.a r.l.<span class="ff3"> </span></div><div class="t m0 x2 hd y180 ff4 fs8 fc1 sc0 ls0 ws0">Podstawowym przedmiotem działalności Spłki jest budowa i sprzedaż nieruchomości mieszkaln<span class="_ _0"></span>ych.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y181 ff4 fs8 fc1 sc0 ls0 ws0">Spłka <span class="_ _9"></span>prowadzi <span class="_ _9"></span>działalność <span class="_ _e"></span>g<span class="_ _0"></span>ospodarczą <span class="_ _9"></span>na <span class="_ _15"></span>terytorium Po<span class="_ _9"></span>lski <span class="_ _9"></span>zgodnie z <span class="_ _15"></span>Kodeksem <span class="_ _9"></span>Spłek <span class="_ _9"></span>Handlowych <span class="_ _15"></span>a <span class="_ _9"></span>czas <span class="_ _9"></span>jej <span class="_ _9"></span>trwania <span class="_ _15"></span>jest </div><div class="t m0 x2 hd y182 ff3 fs8 fc1 sc0 ls0 ws0">nieograniczony. </div><div class="t m0 x2 hd y183 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>okresie<span class="_ _0"></span> <span class="_ _0"></span>dwunastu <span class="_ _0"></span>miesicy <span class="_ _4"></span>zakocz<span class="_ _9"></span>onym <span class="_ _0"></span><span class="ff3">31 <span class="_ _0"></span>grud<span class="_ _0"></span>nia <span class="_ _0"></span>2023 <span class="_ _0"></span><span class="ff4">r. <span class="_ _4"></span>S<span class="_ _9"></span>płka <span class="_ _0"></span>nie <span class="_ _4"></span>zaniechała żadn<span class="_ _0"></span>ego <span class="_ _0"></span>rodzaju <span class="_ _0"></span>prowadzonej <span class="_ _4"></span>działalności.<span class="_ _9"></span><span class="ff3"> </span></span></span></div><div class="t m0 x1 h5 y184 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y185 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y186 ff1 fsa fc0 sc0 ls11 ws0">7.2<span class="ff5 ls0"> <span class="_ _d"> </span><span class="ff2 fc1">PODSTAWA SPORZĄDZANIA SPRAWOZDAŃ FINANSOWYCH<span class="ff1 fs4"> </span></span></span></div><div class="t m0 x4 he y187 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y188 ff3 fs8 fc1 sc0 ls0 ws0">Niniejsze <span class="ff4">sprawozdanie finansowe zostało sporządzone w konwencji kosztu his<span class="_ _0"></span>torycznego.<span class="_ _9"></span><span class="ff3"> </span></span></div><div class="t m0 x2 hd y189 ff3 fs8 fc1 sc0 ls0 ws0">Niniejsze <span class="_ _f"></span>sprawozdanie <span class="_ _e"></span>fina<span class="_ _9"></span>nsowe <span class="_ _f"></span>zosta<span class="_ _9"></span><span class="ff4">ł</span>o <span class="_ _f"></span>sporz<span class="ff4">ą</span>dzone <span class="_ _f"></span>przy <span class="_ _f"></span>za<span class="ff4">łożeniu <span class="_ _f"></span>kontynuowania <span class="_ _f"></span>dział</span>alno<span class="ff4">ści <span class="_ _f"></span>gospodarczej <span class="_ _f"></span>Spłki <span class="_ _f"></span> <span class="_ _f"></span> <span class="_ _f"></span>w </span></div><div class="t m0 x2 hd y18a ff3 fs8 fc1 sc0 ls0 ws0">daj<span class="ff4">ą</span>cej si<span class="ff4"></span> przewidzie<span class="ff4">ć</span> przysz<span class="ff4">ł</span>o<span class="ff4">ś</span>ci.  </div><div class="t m0 x2 hd y18b ff3 fs8 fc1 sc0 ls0 ws0">Dokonana w dn<span class="_ _0"></span>iu 24 lutego <span class="_ _0"></span>2022 roku rosyjska inwazja na <span class="ff4">Ukrain jest <span class="_ _0"></span>w dalszym ciągu czynnikie<span class="_ _0"></span>m destabilizującym otoczenie </span></div><div class="t m0 x2 hd y18c ff4 fs8 fc1 sc0 ls0 ws0">gospodarcze <span class="_ _f"> </span>w <span class="_ _13"> </span>całym <span class="_ _f"> </span>regionie. <span class="_ _10"> </span>Spłka <span class="_ _10"> </span>i <span class="_ _10"> </span>jej <span class="_ _10"> </span>podmioty <span class="_ _10"> </span>zależne <span class="_ _f"> </span>pr<span class="_ _9"></span>owadzą <span class="_ _10"> </span>działalność <span class="_ _10"> </span>wyłącznie <span class="_ _f"> </span>na<span class="_ _15"></span><span class="ff3"> terenie <span class="_ _f"> </span>Po<span class="_ _9"></span>lski. <span class="_ _f"> </span>W <span class="_ _10"> </span>o<span class="_ _9"></span>cenie </span></div><div class="t m0 x2 hd y18d ff4 fs8 fc1 sc0 ls0 ws0">Zarządu <span class="_ _16"> </span>Spłki, <span class="_ _16"> </span>wojna <span class="_ _16"> </span>w <span class="_ _17"> </span>Ukrainie <span class="_ _16"> </span>może <span class="_ _16"> </span>wywierać <span class="_ _16"> </span>wpływ <span class="_ _16"> </span>na <span class="_ _16"> </span>popyt <span class="_ _16"> </span>na <span class="_ _16"> </span>mieszkania, <span class="_ _16"> </span>koszty <span class="_ _17"> </span>budowy <span class="_ _16"> </span>oraz <span class="_ _16"> </span>dostpność </div><div class="t m0 x2 hd y18e ff4 fs8 fc1 sc0 ls0 ws0">podwykonawcw.  N<span class="_ _0"></span>a<span class="ff3"> </span>dzie  sp<span class="_ _0"></span>orządzenia  n<span class="_ _0"></span>iniejszego  s<span class="_ _0"></span>prawozdania  fin<span class="_ _0"></span>ansowego  wszystkie<span class="_ _0"></span>  in<span class="_ _0"></span>westycje  Spłki <span class="_ _10"> </span>postpowały </div><div class="t m0 x2 hd y18f ff3 fs8 fc1 sc0 ls0 ws0">zgodnie z <span class="ff4">planem lub nawet wyprzedzały zakładany harmonogram. Zarząd Spłki na bieżąco mo<span class="_ _9"></span>nitoruje sytuacj i analizuje jej </span></div><div class="t m0 x2 hd y190 ff4 fs8 fc1 sc0 ls0 ws0">potencjalny w<span class="_ _9"></span>pływ, <span class="_ _9"></span>zarwno <span class="_ _15"></span>z <span class="_ _9"></span>perspektywy <span class="_ _9"></span>poszczeglnych <span class="_ _9"></span>projektw, <span class="_ _9"></span>jak <span class="_ _15"></span>i <span class="_ _9"></span>całej <span class="_ _9"></span>Spłki <span class="_ _9"></span>oraz <span class="_ _9"></span>jej <span class="_ _15"></span>długofalowych <span class="_ _9"></span>zamierze. <span class="_ _9"></span>W </div><div class="t m0 x2 hd y191 ff4 fs8 fc1 sc0 ls0 ws0">ocenie <span class="_ _15"></span>Zarządu <span class="_ _15"></span>Spłki, <span class="_ _15"></span>na <span class="_ _15"></span>dzie <span class="_ _15"></span>zatwierdzenia <span class="_ _15"></span>niniejszego <span class="_ _15"></span>sp<span class="_ _9"></span>rawozdania <span class="_ _15"></span>finansowego <span class="_ _15"></span>nie <span class="_ _e"></span>stwierdza <span class="_ _15"></span>si <span class="_ _15"></span>istnienia <span class="_ _15"></span>okoliczności </div><div class="t m0 x2 hd y192 ff4 fs8 fc1 sc0 ls0 ws0">wskazujących na zagrożenie kontynuowania działalności przez Spłk<span class="ff3"> </span>w dającej si przewidzieć przyszłości<span class="ff3">. </span></div><div class="t m0 x2 hd y193 ff4 fs8 fc1 sc0 ls0 ws0">Walutą funkcjonalną Spłki jes<span class="_ _0"></span>t złoty polski. Niniejsze sprawozdanie finansowe zostało sporządzone <span class="_ _0"></span>w złotych polskich („PLN”,<span class="ff3"> </span></div><div class="t m0 x2 hd y194 ff4 fs8 fc1 sc0 ls0 ws0">„zł”). <span class="_ _14"> </span>Dane  finansowe  prezento<span class="_ _9"></span>wane <span class="_ _14"> </span>w  sprawozdaniu <span class="_ _14"> </span>finansowym <span class="_ _14"> </span>wyrażone  są <span class="_ _14"> </span>w  tysiącach <span class="_ _14"> </span>złotych <span class="_ _14"> </span>polskich,  o <span class="_ _14"> </span>ile  nie </div><div class="t m0 x2 hd y195 ff3 fs8 fc1 sc0 ls0 ws0">zaznaczono inacze<span class="ls13">j. </span> </div><div class="t m0 x2 hd y196 ff4 fs8 fc1 sc0 ls0 ws0">Spłka <span class="_ _10"> </span>sporządziła  rwnież <span class="_ _10"> </span>skonsolidowane <span class="_ _10"> </span>sprawozdanie <span class="_ _13"> </span>finanso<span class="_ _9"></span>we <span class="_ _10"> </span>Grupy  Kap<span class="_ _0"></span>itałowej <span class="_ _13"> </span>Dom  De<span class="_ _0"></span>velopment <span class="_ _13"> </span>S.A.  <span class="ff3">za <span class="_ _13"> </span>okres </span></div><div class="t m0 x2 hd y197 ff4 fs8 fc1 sc0 ls0 ws0">dwunastu <span class="_ _9"></span>miesicy <span class="_ _15"></span>zakoczony <span class="_ _e"></span><span class="ff3">31 <span class="_ _9"></span>grudnia <span class="_ _9"></span>2023<span class="_ _9"></span> <span class="_ _9"></span></span>ro<span class="_ _9"></span>ku, <span class="_ _9"></span>ktre <span class="_ _15"></span>zostało <span class="_ _15"></span>zatwierdzone <span class="_ _9"></span>przez <span class="_ _15"></span>Zarząd <span class="_ _15"></span>Spłki <span class="_ _15"></span>w <span class="_ _e"></span><span class="ff3">dniu <span class="_ _9"></span>18 <span class="_ _15"></span>marca <span class="_ _15"></span>2024<span class="_ _9"></span> </span></div><div class="t m0 x2 hd y198 ff3 fs8 fc1 sc0 ls0 ws0">roku. </div><div class="t m0 x2 hd y199 ff4 fs8 fc1 sc0 ls0 ws0">Skonsolidowane sprawozdanie najwyższego szczebla sp<span class="_ _0"></span>orządzane jest przez Groupe Belleforet S.a r.l.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x4 he y19a ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y19b ff1 fsa fc0 sc0 ls11 ws0">7.3<span class="ff5 ls0"> <span class="_ _d"> </span><span class="ff2 fc1">OŚWIADCZENIE O ZGODNOŚCI Z PRZEPISAMI<span class="ff1"> </span></span></span></div><div class="t m0 x4 he y19c ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y19d ff4 fs8 fc1 sc0 ls0 ws0">Polskie <span class="_ _18"> </span>regulacje <span class="_ _18"> </span>prawne <span class="_ _18"> </span>nakładają <span class="_ _3"> </span>n<span class="_ _0"></span>a <span class="_ _18"> </span>Spłk <span class="_ _18"> </span>obowiązek <span class="_ _18"> </span>sporządzania <span class="_ _18"> </span>s<span class="_ _9"></span>prawozdania <span class="_ _18"> </span>finansowego <span class="_ _18"> </span>zgodnie </div><div class="t m0 x2 hd y19e ff3 fs8 fc1 sc0 ls0 ws0">z <span class="ff4">Midzynarodowymi <span class="_ _e"></span>Standardami <span class="_ _e"></span>Sprawozdawc<span class="_ _9"></span>zości <span class="_ _e"></span>Finansowej <span class="_ _e"></span>(„MSSF”) <span class="_ _f"></span>przyjtymi <span class="_ _15"></span>przez <span class="_ _f"></span>Uni <span class="_ _e"></span>Europejską <span class="_ _e"></span>(<span class="_ _9"></span>„UE”). <span class="_ _f"> </span>Biorąc </span></div><div class="t m0 x2 hd y19f ff4 fs8 fc1 sc0 ls0 ws0">pod <span class="_ _15"></span>uwag <span class="_ _15"></span>tocząc<span class="_ _9"></span>y <span class="_ _15"></span>si <span class="_ _15"></span>w <span class="_ _15"></span>UE <span class="_ _e"></span>pro<span class="_ _9"></span>ces <span class="_ _15"></span>wprowadzania <span class="_ _15"></span>standardw <span class="_ _e"></span>MSSF <span class="_ _15"></span>oraz <span class="_ _15"></span>prow<span class="_ _9"></span>adzoną <span class="_ _15"></span>przez <span class="_ _e"></span>Spłk <span class="_ _15"></span>działalność, <span class="_ _15"></span>w<span class="_ _9"></span> <span class="_ _15"></span>zakresie </div><div class="t m0 x2 hd y1a0 ff4 fs8 fc1 sc0 ls0 ws0">stosowanych p<span class="_ _0"></span>rzez Spłk <span class="_ _0"></span>zasad rachunkowości <span class="_ _0"></span>nie ma <span class="_ _0"></span>rżnicy <span class="_ _0"></span>midzy standardami <span class="_ _0"></span>MSSF, ktre <span class="_ _0"></span>weszły w <span class="_ _0"></span>życie, a <span class="_ _0"></span>standardami </div><div class="t m0 x2 hd y1a1 ff3 fs8 fc1 sc0 ls14 ws0">MS<span class="ff4 ls0">SF zatwierdzonymi przez UE dla roku finansowego zakoczonego <span class="ff3">31 grudnia 2023 roku. </span></span></div><div class="t m0 x2 hd y1a2 ff3 fs8 fc1 sc0 ls0 ws0">Niniejsze  s<span class="_ _0"></span>prawozdanie  finansowe  <span class="ff4">stanowi  jedn<span class="_ _0"></span>ostkowe  sprawozdanie <span class="_ _13"> </span>finansowe  Sp<span class="_ _0"></span>łki  w  rozumie<span class="_ _0"></span>niu  MSR  27 <span class="_ _13"> </span>i  zostało </span></div><div class="t m0 x2 hd y1a3 ff4 fs8 fc1 sc0 ls0 ws0">sporządzone zgodnie ze wszystkimi mającymi zastosowanie MSSF<span class="_ _0"></span> przyjtymi przez Uni Europejską.<span class="_ _9"></span><span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">12<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y1a4 ff4 fs8 fc1 sc0 ls0 ws0">MSSF <span class="_ _0"></span>obejmu<span class="_ _0"></span>ją <span class="_ _0"></span>standardy <span class="_ _0"></span>i <span class="_ _0"></span>in<span class="_ _0"></span>terpretacje <span class="_ _0"></span>zaakceptowane <span class="_ _0"></span>p<span class="_ _0"></span>rzez <span class="_ _0"></span>Rad <span class="_ _0"></span>Midzynarodowych <span class="_ _0"></span>S<span class="_ _0"></span>tandardw <span class="_ _0"></span>Rachunkowości <span class="_ _0"></span>(„RMS<span class="_ _0"></span>R”) </div><div class="t m0 x2 hd y1a5 ff4 fs8 fc1 sc0 ls0 ws0">oraz Komitet ds. Interpretacji Midzynarodowej Sprawozdawczości Fin<span class="_ _0"></span>ansowej („KIMSF”). <span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y1a6 ff4 fs8 fc1 sc0 ls0 ws0">Zasady <span class="_ _9"></span>(polityki) <span class="_ _9"></span>rachunkow<span class="_ _9"></span>ości <span class="_ _9"></span>zastosowane <span class="_ _15"></span>do <span class="_ _9"></span>sporządzenia <span class="_ _9"></span>niniejszego <span class="_ _15"></span>sprawozdania <span class="_ _9"></span>finansowego <span class="_ _9"></span>są <span class="_ _15"></span>spjne <span class="_ _9"></span>z <span class="_ _15"></span>tymi, <span class="_ _9"></span>ktre<span class="_ _9"></span> </div><div class="t m0 x2 hd y1a7 ff4 fs8 fc1 sc0 ls0 ws0">zastosowano <span class="_ _9"></span>przy <span class="_ _15"></span>sporządzaniu <span class="_ _9"></span>sprawozdania <span class="_ _9"></span>finansowego <span class="_ _15"></span>Spłki <span class="_ _9"></span>za <span class="_ _9"></span>rok <span class="_ _15"></span>zakoczony <span class="_ _9"></span>dnia <span class="_ _15"></span><span class="ff3">31 <span class="_ _15"></span>grud<span class="_ _9"></span>nia <span class="_ _9"></span>2022 <span class="_ _9"></span></span>roku, <span class="_ _15"></span>z <span class="_ _9"></span>wyjątkiem<span class="_ _9"></span> </div><div class="t m0 x2 hd y1a8 ff4 fs8 fc1 sc0 ls0 ws0">zastosowania <span class="_ _19"> </span>nastpujących <span class="_ _17"> </span>zmian <span class="_ _19"> </span>do <span class="_ _19"> </span>standardw <span class="_ _17"> </span>oraz <span class="_ _19"> </span>nowych <span class="_ _19"> </span>interpretacji <span class="_ _17"> </span>obowiązujących <span class="_ _19"> </span>dla <span class="_ _17"> </span>o<span class="_ _9"></span>kresw <span class="_ _17"> </span>rocznych </div><div class="t m0 x2 hd y1a9 ff4 fs8 fc1 sc0 ls0 ws0">rozpoczynających si w dniu 1 stycznia <span class="ff3 ls6">202<span class="ls0">3 roku: </span></span></div><div class="t m0 xe hd y1aa ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Zmiany <span class="_ _15"></span>do <span class="_ _e"></span>MSR <span class="_ _e"></span>1 <span class="_ _15"></span><span class="ff9">Pr<span class="_ _9"></span>ezentacja <span class="_ _15"></span>sprawozdań <span class="_ _e"></span>finansowych<span class="_ _9"></span></span> <span class="_ _15"></span><span class="ff4">oraz <span class="_ _e"></span>wytyczne <span class="_ _15"></span>Rady <span class="_ _e"></span>MSSF <span class="_ _15"></span>w <span class="_ _e"></span>zakresie <span class="_ _15"></span>ujawnie <span class="_ _e"></span>dotyczących <span class="_ _e"></span>polityk </span></span></span></div><div class="t m0 x6e hd y1ab ff4 fs8 fc1 sc0 ls0 ws0">rachunkowości <span class="_ _14"> </span>w<span class="_ _9"></span> <span class="_ _1a"> </span>praktyce. <span class="_ _14"> </span>Zmiana <span class="_ _1a"> </span>do <span class="_ _1a"> </span>MSR <span class="_ _1a"> </span>1 <span class="_ _1a"> </span>wprowadza <span class="_ _1a"> </span>wymg <span class="_ _1a"> </span>ujawniania <span class="_ _14"> </span>istotnych <span class="_ _1a"> </span>infor<span class="_ _9"></span>macji <span class="_ _1a"> </span>dotyczących <span class="_ _14"> </span>z<span class="_ _9"></span>asad </div><div class="t m0 x6e hd y1ac ff4 fs8 fc1 sc0 ls0 ws0">rachunkowości, ktre zostały zdefiniowane w standardzie. Zmiana <span class="_ _9"></span>wyjaśnia, że informacje <span class="_ _9"></span>na temat polityk rachunkowości są </div><div class="t m0 x6e hd y1ad ff4 fs8 fc1 sc0 ls0 ws0">istotne, jeżeli <span class="_ _9"></span>w <span class="_ _9"></span>przypadku ich <span class="_ _9"></span>br<span class="_ _9"></span>aku, użytkow<span class="_ _9"></span>nicy sprawozdania <span class="_ _9"></span>finansowego <span class="_ _9"></span>nie <span class="_ _9"></span>byliby w <span class="_ _9"></span>stanie <span class="_ _9"></span>zrozumieć <span class="_ _9"></span>innych istotnych </div><div class="t m0 x6e hd y1ae ff3 fs8 fc1 sc0 ls0 ws0">informacji <span class="_ _0"></span>zawartych <span class="_ _1b"></span>w <span class="_ _1b"></span>sprawozdaniu <span class="_ _1b"></span>finansow<span class="_ _9"></span><span class="ff4">ym. <span class="_ _1b"></span>Po<span class="_ _9"></span>nadto, <span class="_ _1b"></span>dokonano <span class="_ _1b"></span>r<span class="_ _9"></span>wnież <span class="_ _1b"></span>zmian <span class="_ _1b"></span>wytycz<span class="_ _9"></span>nych <span class="_ _1b"></span>Rady <span class="_ _0"></span>w <span class="_ _1b"></span>zakresie <span class="_ _0"></span>stosowania </span></div><div class="t m0 x6e hd y1af ff4 fs8 fc1 sc0 ls0 ws0">koncepcji <span class="_ _e"></span>istotności <span class="_ _f"></span>w <span class="_ _e"></span>praktyce, <span class="_ _f"></span>aby <span class="_ _e"></span>zapewnić <span class="_ _f"></span>wytyczne <span class="_ _e"></span>dotyczące <span class="_ _f"></span>stosowania <span class="_ _e"></span>pojcia <span class="_ _f"></span>istotności <span class="_ _e"></span>do <span class="_ _f"></span>ujawnie <span class="_ _e"></span>dotyczącyc<span class="_ _9"></span>h </div><div class="t m0 x6e hd y1b0 ff4 fs8 fc1 sc0 ls0 ws0">zasad rachunkowości.<span class="ff3"> </span></div><div class="t m0 xe hd y1b1 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Zmiany <span class="_ _15"></span>do <span class="_ _e"></span>MSR <span class="_ _e"></span>8 <span class="_ _15"></span><span class="ff9">Za<span class="_ _9"></span>sady <span class="_ _15"></span>(po<span class="_ _9"></span>lityka) <span class="_ _15"></span>rachunkowości, <span class="_ _e"></span>zmiany <span class="_ _15"></span>wartości <span class="_ _15"></span>sza<span class="_ _9"></span>cunkowych <span class="_ _15"></span>i <span class="_ _e"></span>korygowanie <span class="_ _e"></span>błędów<span class="_ _9"></span></span>. <span class="_ _e"></span>W <span class="_ _e"></span>lutym <span class="_ _15"></span>2021 <span class="_ _e"></span>r. </span></span></div><div class="t m0 x6e hd y9b ff4 fs8 fc1 sc0 ls0 ws0">Rada <span class="_ _1b"></span>o<span class="_ _9"></span>publikowała <span class="_ _1b"></span>zmian d<span class="_ _0"></span>o MS<span class="_ _0"></span>R <span class="_ _0"></span>8 <span class="_ _0"></span>„Zasady <span class="_ _1b"></span>(polityka) rachu<span class="_ _0"></span>nkowości, zmiany <span class="_ _1b"></span>wartości s<span class="_ _0"></span>zacunkowych <span class="_ _1b"></span>i korygowanie <span class="_ _1b"></span>błdw” </div><div class="t m0 x6e hd yd1 ff4 fs8 fc1 sc0 ls0 ws0">w <span class="_ _15"></span>z<span class="_ _9"></span>akresie <span class="_ _15"></span>definicji <span class="_ _15"></span>wartości <span class="_ _e"></span>szacunkowych. <span class="_ _e"></span>Zmiana <span class="_ _e"></span>do <span class="_ _15"></span>MSR <span class="_ _e"></span>8 <span class="_ _e"></span>wyjaśnia, <span class="_ _e"></span>w <span class="_ _e"></span>jaki <span class="_ _e"></span>sposb <span class="_ _15"></span>je<span class="_ _9"></span>dnostki <span class="_ _15"></span>p<span class="_ _9"></span>owinny <span class="_ _15"></span>odrżniać <span class="_ _e"></span>zmiany </div><div class="t m0 x6e hd y1b2 ff4 fs8 fc1 sc0 ls0 ws0">zasad rachunkowości od zmian wartości szacunkowych. <span class="ff3"> </span></div><div class="t m0 xe hd yd3 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Zmiany <span class="_ _15"></span>do <span class="_ _15"></span>MSR <span class="_ _15"></span>12 <span class="_ _15"></span>„Podatek <span class="_ _15"></span>doc<span class="_ _9"></span>hodowy”. <span class="_ _15"></span>Opublikowane <span class="_ _15"></span>w <span class="_ _15"></span>2021 <span class="_ _15"></span>r. <span class="_ _e"></span>zmiany <span class="_ _15"></span>do <span class="_ _15"></span>standardu <span class="_ _15"></span>precyzują, <span class="_ _e"></span>w <span class="_ _15"></span>jaki <span class="_ _15"></span>sposb <span class="_ _15"></span>rozlicz<span class="_ _9"></span>ać </span></span></div><div class="t m0 x6e hd y1b3 ff4 fs8 fc1 sc0 ls0 ws0">podatek <span class="_ _1b"></span>o<span class="_ _9"></span>droczony od <span class="_ _1b"></span>transakcji takich <span class="_ _1b"></span>jak leasing <span class="_ _1b"></span>i zobowiązania z <span class="_ _1b"></span>tytułu wycofania <span class="_ _0"></span>z eks<span class="_ _0"></span>ploatacji. Przed <span class="_ _1b"></span>zmianą do <span class="_ _1b"></span>stan<span class="_ _9"></span>dard<span class="ff3 ls15">u </span></div><div class="t m0 x6e hd y1b4 ff4 fs8 fc1 sc0 ls0 ws0">istniały niejasności co<span class="_ _9"></span> do <span class="_ _9"></span>tego, <span class="_ _9"></span><span class="ff3"> </span>czy <span class="_ _9"></span>ujcie rwnych <span class="_ _9"></span>kwot aktywa <span class="_ _9"></span>i<span class="ff3"> <span class="_ _9"></span></span>zobowiązania dla ce<span class="_ _9"></span>lw ksigow<span class="_ _9"></span>ych (np. <span class="_ _9"></span>początkowe ujcie </div><div class="t m0 x6e hd y142 ff4 fs8 fc1 sc0 ls0 ws0">leasingu) pozostające <span class="_ _9"></span>bez <span class="_ _9"></span>wpływu na <span class="_ _9"></span>bieżące <span class="_ _9"></span>rozliczenia podatkow<span class="_ _9"></span>e powo<span class="_ _9"></span>duje konieczność <span class="_ _9"></span>ujcia sald <span class="_ _9"></span>podatku odroczo<span class="_ _9"></span>nego </div><div class="t m0 x6e hd y1b5 ff4 fs8 fc1 sc0 ls0 ws0">czy też <span class="_ _1b"></span>zastosowanie ma <span class="_ _1b"></span>tz<span class="_ _9"></span>w. <span class="_ _0"></span>zwolnienie <span class="_ _0"></span>z początkowego <span class="_ _0"></span>ujcia <span class="_ _0"></span>(ang.<span class="ff3"> </span>initial recogniti<span class="_ _0"></span>on exemption), <span class="_ _1b"></span>ktre mwi, że <span class="_ _1b"></span>nie u<span class="_ _0"></span>jmuje </div><div class="t m0 x6e hd y1b6 ff4 fs8 fc1 sc0 ls0 ws0">si <span class="_ _1b"></span>sald <span class="_ _0"></span>podatku <span class="_ _0"></span>odroczonego, <span class="_ _1b"></span>jeśli <span class="_ _0"></span>ujcie <span class="_ _1b"></span>składnika <span class="_ _0"></span>aktyww lu<span class="_ _0"></span>b <span class="_ _1b"></span>z<span class="_ _9"></span>obowiąza <span class="_ _1b"></span>nie ma <span class="_ _4"></span>wpływu na <span class="_ _4"></span>wynik <span class="_ _0"></span>ksigowy <span class="_ _1b"></span>lub p<span class="_ _0"></span>odatkowy </div><div class="t m0 x6e hd y1b7 ff4 fs8 fc1 sc0 ls0 ws0">na mo<span class="_ _9"></span>ment tego <span class="_ _9"></span>ujcia. <span class="_ _9"></span>Zmieniony M<span class="_ _9"></span>SR <span class="_ _9"></span>12 <span class="_ _9"></span>reguluje t <span class="_ _9"></span>kwesti w<span class="_ _9"></span>ymagając <span class="_ _9"></span>ujcia <span class="_ _9"></span>podatku odroczonego <span class="_ _9"></span>w <span class="_ _9"></span>powyższej <span class="_ _9"></span>sytuacji </div><div class="t m0 x6e hd y1b8 ff4 fs8 fc1 sc0 ls0 ws0">poprzez <span class="_ _f"> </span>w<span class="_ _9"></span>prowadzenie <span class="_ _10"> </span>dodatkowego <span class="_ _10"> </span>zapisu, <span class="_ _f"> </span>że <span class="_ _10"> </span>zwo<span class="_ _9"></span>lnienie <span class="_ _10"> </span>z <span class="_ _10"> </span>początkowego <span class="_ _10"> </span>ujcia <span class="_ _10"> </span>nie <span class="_ _10"> </span>ma <span class="_ _10"> </span>zastoso<span class="_ _9"></span>wania, <span class="_ _10"> </span>jeżeli <span class="_ _f"> </span>jednostka<span class="_ _9"></span> </div><div class="t m0 x6e hd y1b9 ff4 fs8 fc1 sc0 ls0 ws0">jednocześnie rozpoznaje składnik aktyww i rwnoznaczny składnik zobowiąza i każdy z nich tworzy rżnice przejściowe.<span class="ff3"> </span></div><div class="t m0 x6e hd y1ba ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h1c y1bb ff2 fs8 fc1 sc0 ls0 ws0">Opublikowane standardy i in<span class="_ _0"></span>terpre<span class="_ _9"></span>tacje, które jeszcze nie obowiązują i nie zostały wcześniej zastosowane przez Spó<span class="_ _0"></span>łkę<span class="_ _9"></span><span class="ff1"> </span></div><div class="t m0 x2 hd y1bc ff3 fs8 fc1 sc0 ls0 ws0">W <span class="_ _1c"> </span>niniejszym <span class="_ _1c"> </span>sp<span class="_ _0"></span>rawozdaniu <span class="_ _1c"> </span>finansowym <span class="_ _1c"> </span><span class="ff4">Spłka</span> <span class="_ _1c"> </span>nie <span class="ff4">zdecydowała <span class="_ _1c"> </span>o <span class="_ _1c"> </span>wcześniejszym <span class="_ _1c"> </span>zastosowaniu <span class="_ _1c"> </span>nastpujących </span></div><div class="t m0 x2 hd y1bd ff4 fs8 fc1 sc0 ls0 ws0">opublikowanych standardw, interpretacji lub<span class="_ _0"></span> poprawek do istniejących standardw przed ich datą wejścia w<span class="_ _9"></span><span class="ff3"> </span>życ<span class="_ _9"></span>ie:<span class="ff3"> </span></div><div class="t m0 xe hd y1be ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Zmiany <span class="_ _14"> </span>do <span class="_ _1a"> </span>MSSF <span class="_ _14"> </span>10<span class="_ _9"></span> <span class="_ _14"> </span>i <span class="_ _1a"> </span>MSR <span class="_ _14"> </span>28<span class="_ _9"></span> <span class="_ _14"> </span>dotycz<span class="_ _9"></span>ące <span class="_ _14"> </span>sprzedaży <span class="_ _1a"> </span>lub <span class="_ _14"> </span>wniesienia <span class="_ _1a"> </span>aktyww <span class="_ _1a"> </span>pomidzy <span class="_ _14"> </span>inwestorem <span class="_ _1a"> </span>a <span class="_ _14"> </span>je<span class="_ _9"></span>go <span class="_ _14"> </span>jednostką<span class="_ _9"></span> </span></span></div><div class="t m0 x6e hd y1bf ff4 fs8 fc1 sc0 ls0 ws0">stowarzyszoną <span class="_ _14"> </span>lub <span class="_ _14"> </span>w<span class="_ _9"></span>splnym <span class="_ _14"> </span>p<span class="_ _9"></span>rzedsiwziciem. <span class="_ _14"> </span>Zmiany <span class="_ _14"> </span>rozwiąz<span class="_ _9"></span>ują <span class="_ _14"> </span>problem <span class="_ _14"> </span>aktualnej <span class="_ _1a"> </span>niespjności <span class="_ _14"> </span>pomidzy <span class="_ _1a"> </span>MSSF<span class="_ _9"></span><span class="ff3"> <span class="ls6">10 </span></span></div><div class="t m0 x6e hd y1c0 ff3 fs8 fc1 sc0 ls0 ws0">a MSR <span class="ff4">28.  Ujcie ksigowe zależy od te<span class="_ _9"></span>go, czy aktywa niepieniżne sprzedane lub w<span class="_ _9"></span>niesione do jednostki stowarzyszonej lub </span></div><div class="t m0 x6e hd y1c1 ff4 fs8 fc1 sc0 ls0 ws0">wsplnego <span class="_ _10"> </span>przedsiwzicia <span class="_ _10"> </span>stanowią <span class="_ _10"> </span>„biznes” <span class="_ _10"> </span>(ang. <span class="_ _10"> </span>business). <span class="_ _13"> </span>W <span class="_ _10"> </span>przypadku, <span class="_ _10"> </span>gdy <span class="_ _10"> </span>aktywa <span class="_ _13"> </span>niepieniżne <span class="_ _f"> </span>stanowią <span class="_ _13"> </span>„biznes”, </div><div class="t m0 x6e hd y1c2 ff4 fs8 fc1 sc0 ls0 ws0">inwestor <span class="_ _0"></span>wykazuje pełny <span class="_ _1b"></span>zysk lub strat <span class="_ _1b"></span>na transakcji.<span class="ff3"> </span>Jeżeli <span class="_ _1b"></span>z<span class="_ _9"></span>aś <span class="_ _0"></span>aktywa nie <span class="_ _1b"></span>s<span class="_ _9"></span>pełniają de<span class="_ _0"></span>finicji biznesu, in<span class="_ _0"></span>westor ujmuje <span class="_ _1b"></span>zysk<span class="_ _9"></span> l<span class="_ _0"></span>ub </div><div class="t m0 x6e hd y1c3 ff4 fs8 fc1 sc0 ls0 ws0">strat <span class="_ _10"> </span>z <span class="_ _10"> </span>tylko <span class="_ _13"> </span>w <span class="_ _10"> </span>zakresie <span class="_ _10"> </span>czści <span class="_ _10"> </span>stanowiącej <span class="_ _13"> </span>udziały <span class="_ _10"> </span>innych <span class="_ _10"> </span>inwestorw.  N<span class="_ _0"></span>a <span class="_ _10"> </span>dzie <span class="_ _10"> </span>sporządzenia <span class="_ _13"> </span>niniejszego <span class="_ _10"> </span>sprawozdania </div><div class="t m0 x6e hd y1c4 ff3 fs8 fc1 sc0 ls0 ws0">finansowego, zatwierdzenie<span class="_ _0"></span> tej zmiany jest odroczone przez U<span class="_ _9"></span><span class="ff4">ni Europejską.</span> </div><div class="t m0 xe hd y34 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Zmiany do <span class="_ _9"></span>MSR <span class="_ _9"></span>1 <span class="_ _9"></span><span class="ff9">Prezen<span class="_ _9"></span>tacja <span class="_ _9"></span>sprawozdań <span class="_ _9"></span>finansowych</span><span class="ls16">. <span class="_ _9"></span></span><span class="ff4">W <span class="_ _9"></span>2020 <span class="_ _9"></span>roku <span class="_ _9"></span>Rada <span class="_ _9"></span>opublikowała <span class="_ _9"></span>zmiany <span class="_ _9"></span>do <span class="_ _9"></span>MSR <span class="_ _9"></span>1, <span class="_ _9"></span>ktre <span class="_ _9"></span>wyjaśniają </span></span></span></div><div class="t m0 x6e hd y1c5 ff4 fs8 fc1 sc0 ls0 ws0">kwesti <span class="_ _f"></span>prezentacji <span class="_ _f"></span>zobowiąza <span class="_ _f"></span>jako <span class="_ _f"></span>długo<span class="ff3">- <span class="_ _f"></span>i </span>krtkoterminowe. <span class="_ _f"></span>W <span class="_ _f"></span>październiku <span class="_ _e"></span>2022 <span class="_ _f"> </span>r. <span class="_ _10"> </span>Rada <span class="_ _f"></span>wydała <span class="_ _f"></span>kolejne <span class="_ _f"></span>poprawki <span class="_ _f"></span>do </div><div class="t m0 x6e hd y1c6 ff4 fs8 fc1 sc0 ls0 ws0">standardu <span class="_ _e"></span>MSR <span class="_ _e"></span>1, <span class="_ _e"></span>k<span class="_ _9"></span>tre <span class="_ _e"></span>adresują <span class="_ _f"></span>kwesti <span class="_ _15"></span>klasyfikacji <span class="_ _f"></span>zobowiąza <span class="_ _15"></span>jako<span class="_ _9"></span> <span class="_ _e"></span>długo<span class="_ _9"></span><span class="ff3">- <span class="_ _f"></span>i </span>krtkotermin<span class="_ _0"></span>owe, <span class="_ _e"></span>w <span class="_ _f"></span>odniesieniu <span class="_ _15"></span>do <span class="_ _f"></span>ktrych </div><div class="t m0 x6e hd y1c7 ff4 fs8 fc1 sc0 ls0 ws0">jednostka <span class="_ _f"></span>zobowiązana <span class="_ _f"></span>jest <span class="_ _f"></span>spełniać <span class="_ _f"></span>określone <span class="_ _f"></span>wymogi <span class="_ _f"></span>umowne <span class="_ _f"> </span>tzw. <span class="_ _10"> </span>kowenanty. <span class="_ _f"></span>Zmieniony <span class="_ _f"></span>standard <span class="_ _f"></span>MSR <span class="_ _f"></span>1 <span class="_ _f"></span>stanowi, <span class="_ _f"> </span>ż<span class="_ _9"></span>e </div><div class="t m0 x6e hd y152 ff4 fs8 fc1 sc0 ls0 ws0">zobowiązania <span class="_ _14"> </span>są <span class="_ _14"> </span>klasyfikowane <span class="_ _14"> </span>jako <span class="_ _1a"> </span>krtko<span class="ff3">- <span class="_ _1a"> </span>lub <span class="_ _14"> </span></span>długoterminowe <span class="_ _14"> </span>w <span class="_ _14"> </span>zależności <span class="_ _1a"> </span>od <span class="_ _14"> </span>praw <span class="_ _14"> </span>istniejących <span class="_ _14"> </span>na <span class="_ _1a"> </span>koniec <span class="_ _14"> </span>okresu </div><div class="t m0 x6e hd y1c8 ff3 fs8 fc1 sc0 ls0 ws0">sprawozdawczego. <span class="_ _f"></span>Na <span class="ff4">klasyfikacj <span class="_ _e"></span>nie <span class="_ _f"></span>mają <span class="_ _e"></span>w<span class="_ _9"></span>pływu <span class="_ _f"></span>ani <span class="_ _e"></span>ocz<span class="_ _9"></span>ekiwania <span class="_ _e"></span>jednostki <span class="_ _f"></span>ani <span class="_ _e"></span>z<span class="_ _9"></span>darzenia <span class="_ _f"></span>po <span class="_ _e"></span>dniu <span class="_ _f"></span>sprawozdawczym <span class="_ _f"></span>(na </span></div><div class="t m0 x6e hd y1c9 ff4 fs8 fc1 sc0 ls0 ws0">przykład <span class="_ _f"></span>rezygnacja <span class="_ _f"></span>z <span class="_ _f"></span>kowenantu <span class="_ _f"></span>lub <span class="_ _f"></span>jego <span class="_ _f"></span>naruszenie). <span class="_ _f"></span>Opublikowane <span class="_ _f"></span>zmiany<span class="_ _9"></span><span class="ff3"> <span class="_ _f"></span></span>obowiązują <span class="_ _f"></span>dla <span class="_ _f"></span>sprawozda <span class="_ _f"></span>finansowych <span class="_ _f"></span>za </div><div class="t m0 x6e hd y1ca ff4 fs8 fc1 sc0 ls0 ws0">okresy rozpoczynające si z dniem 1 stycznia 2024 r. lub po tej dacie.<span class="ff3"> </span></div><div class="t m0 xe hd y1cb ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Zmiany <span class="_ _1b"></span>do MSR <span class="_ _1b"></span>7 <span class="_ _0"></span><span class="ff9">Sprawozdan<span class="_ _9"></span>ie <span class="_ _1b"></span>z <span class="_ _0"></span>przepływów <span class="_ _0"></span>pieniężnych<span class="_ _9"></span><span class="ff3"> <span class="_ _1b"></span>i MSS<span class="_ _0"></span>F <span class="_ _0"></span>7 <span class="ffa">Instrumenty <span class="_ _1b"></span>finansowe: <span class="_ _0"></span>ujawnianie <span class="_ _1b"></span>info<span class="_ _9"></span>rmacji<span class="ff3"> <span class="ff4">–<span class="_ _0"></span><span class="ff3"> <span class="_ _0"></span>ujawnianie </span></span></span></span></span></span></span></span></div><div class="t m0 x6e hd y1cc ff4 fs8 fc1 sc0 ls0 ws0">informacji <span class="_ _9"></span>na <span class="_ _9"></span>temat <span class="_ _15"></span>umw <span class="_ _9"></span>fina<span class="_ _9"></span>nsowych <span class="_ _9"></span>z<span class="_ _9"></span> <span class="_ _9"></span>dostawcami <span class="_ _9"></span>(“supplier <span class="_ _15"></span>finance <span class="_ _9"></span>arrangement”). <span class="_ _15"></span>W <span class="_ _9"></span>maju <span class="_ _15"></span>2023 <span class="_ _9"></span>r. <span class="_ _15"></span>Rada <span class="_ _9"></span>opublikował<span class="_ _9"></span>a </div><div class="t m0 x6e hd y1cd ff3 fs8 fc1 sc0 ls0 ws0">zmiany do MSR 7 <span class="ff9">Sprawozdanie z<span class="_ _0"></span> przepływów pieniężnych<span class="ff3"> oraz MSSF 7 <span class="ffa">Instrumenty finansowe: ujaw<span class="_ _0"></span>nianie informacji<span class="ff3">. Zmiany </span></span></span></span></div><div class="t m0 x6e hd y1ce ff4 fs8 fc1 sc0 ls0 ws0">do <span class="_ _1a"> </span>standardw <span class="_ _14"> </span>wprowadzają <span class="_ _1a"> </span>wymogi <span class="_ _1a"> </span>w <span class="_ _1a"> </span>zakresie <span class="_ _14"> </span>ujawnie <span class="_ _1a"> </span>w <span class="_ _1a"> </span>odniesieniu <span class="_ _1a"> </span>do <span class="_ _1a"> </span>umw <span class="_ _1a"> </span>finansowania <span class="_ _14"> </span>zo<span class="_ _9"></span>bowiąza <span class="_ _14"> </span>wo<span class="_ _9"></span>bec<span class="_ _0"></span> </div><div class="t m0 x6e hd y1cf ff4 fs8 fc1 sc0 ls0 ws0">dostawcw <span class="_ _10"> </span>(tzw. <span class="_ _10"> </span>faktoring <span class="_ _10"> </span>odwrotny). <span class="_ _10"> </span>Zmiany <span class="_ _10"> </span>te <span class="_ _10"> </span>wym<span class="_ _9"></span>agają <span class="_ _10"> </span>ujaw<span class="_ _9"></span>nienia <span class="_ _f"> </span>specyficz<span class="_ _9"></span>nych <span class="_ _f"> </span>informac<span class="_ _9"></span>ji <span class="_ _f"> </span>dotycz<span class="_ _9"></span>ących <span class="_ _10"> </span>umw <span class="_ _10"> </span>tego </div><div class="t m0 x6e hd y1d0 ff4 fs8 fc1 sc0 ls0 ws0">rodzaju, <span class="_ _10"> </span>aby  umożli<span class="_ _0"></span>wić  u<span class="_ _0"></span>żytkownikom <span class="_ _10"> </span>sprawozda <span class="_ _13"> </span>finansowych <span class="_ _10"> </span>o<span class="_ _9"></span>cen <span class="_ _10"> </span>wpływu <span class="_ _13"> </span>tych <span class="_ _10"> </span>umw  na <span class="_ _f"> </span>zobow<span class="_ _9"></span>iązania <span class="_ _10"> </span>i <span class="_ _13"> </span>przepływy </div><div class="t m0 x6e hd y1d1 ff4 fs8 fc1 sc0 ls0 ws0">pieniżne <span class="_ _1b"></span>oraz ekspozycj <span class="_ _0"></span>jednostki <span class="_ _1b"></span>na ryzyko p<span class="_ _0"></span>łynności. N<span class="_ _0"></span>iniejsze <span class="_ _0"></span>zmiany mają <span class="_ _1b"></span>na celu <span class="_ _1b"></span>z<span class="_ _9"></span>wikszenie <span class="_ _0"></span>przejrzystości <span class="_ _0"></span>ujawnianych </div><div class="t m0 x6e hd y1d2 ff4 fs8 fc1 sc0 ls0 ws0">informacji <span class="_ _15"></span>na <span class="_ _e"></span>temat <span class="_ _e"></span>umw <span class="_ _e"></span>dotyczących <span class="_ _15"></span>finansowania <span class="_ _e"></span>zobowiąza, <span class="_ _15"></span>lecz <span class="_ _e"></span>nie <span class="_ _15"></span>wpływają <span class="_ _e"></span>na <span class="_ _15"></span>z<span class="_ _9"></span>asady <span class="_ _15"></span>ujmowania <span class="_ _15"></span>i <span class="_ _e"></span>wyceny. <span class="_ _15"></span>Now<span class="_ _9"></span>e </div><div class="t m0 x6e hd y1d3 ff4 fs8 fc1 sc0 ls0 ws0">obowiązki <span class="_ _15"></span>informacyjne <span class="_ _9"></span>bdą <span class="_ _15"></span>obo<span class="_ _9"></span>wiązywać <span class="_ _15"></span>dla <span class="_ _9"></span>rocz<span class="_ _9"></span>nych <span class="_ _9"></span>okresw <span class="_ _15"></span>sprawozdawczyc<span class="_ _9"></span>h <span class="_ _9"></span>rozpoc<span class="_ _9"></span>zynających <span class="_ _9"></span>si<span class="_ _15"></span><span class="ff3"> <span class="_ _9"></span>1 <span class="_ _e"></span>stycznia <span class="_ _9"></span>2024<span class="_ _9"></span> <span class="_ _15"></span>r. </span></div><div class="t m0 x6e hd y1d4 ff4 fs8 fc1 sc0 ls0 ws0">lub <span class="_ _9"></span>pź<span class="_ _9"></span>niej.<span class="ff3"> <span class="_ _9"></span></span>Na <span class="_ _15"></span>dzie <span class="_ _15"></span>sporządzenia <span class="_ _15"></span>niniejszego <span class="_ _15"></span>sprawozdania <span class="_ _9"></span>fi<span class="_ _9"></span>nansowego, <span class="_ _9"></span>z<span class="_ _9"></span>miany <span class="_ _9"></span>te <span class="_ _15"></span>nie <span class="_ _15"></span>zostały <span class="_ _15"></span>jeszcze <span class="_ _15"></span>zatwierdzone <span class="_ _9"></span>przez<span class="_ _9"></span> </div><div class="t m0 x6e hd y1d5 ff4 fs8 fc1 sc0 ls0 ws0">Uni Europejską.<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">13<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe hd y1d6 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Zmiana <span class="_ _1b"></span>do MSSF <span class="_ _1b"></span>16 „<span class="_ _0"></span>Leasing”.  <span class="_ _4"></span>W<span class="_ _9"></span>e <span class="_ _0"></span>wrześniu <span class="_ _0"></span>2022 <span class="_ _0"></span>r. <span class="_ _1b"></span>R<span class="_ _9"></span>ada <span class="_ _1b"></span>z<span class="_ _9"></span>mieniła stan<span class="_ _0"></span>dard <span class="_ _0"></span>MSSF <span class="_ _0"></span>16 <span class="_ _0"></span>„Leasing” <span class="_ _0"></span>uzupełniając wymogi <span class="_ _1b"></span>dotyczące </span></span></div><div class="t m0 x6e hd y1d7 ff4 fs8 fc1 sc0 ls0 ws0">pźniejszej  wyceny <span class="_ _14"> </span>obowiązania  leasingowego <span class="_ _14"> </span>w  przypadku <span class="_ _14"> </span>transakcji  sprzedaży <span class="_ _14"> </span>i <span class="_ _14"> </span>leasingu  zwrotnego, <span class="_ _14"> </span>w <span class="_ _14"> </span>sytuacji,  gdy </div><div class="t m0 x6e hd y1d8 ff4 fs8 fc1 sc0 ls0 ws0">spełnione <span class="_ _f"> </span>są <span class="_ _10"> </span>kryteria <span class="_ _10"> </span>MSSF <span class="_ _10"> </span>15 <span class="_ _10"> </span>i <span class="_ _10"> </span>gdy <span class="_ _10"> </span>transakcj <span class="_ _f"></span>należy <span class="_ _10"> </span>ująć <span class="_ _10"> </span>jako <span class="_ _10"> </span>sprzedaż. <span class="_ _10"> </span>Zmiana <span class="_ _10"> </span>wymaga <span class="_ _10"> </span>od <span class="_ _10"> </span>sprzedawcy<span class="ff3">-leasingobiorcy </span></div><div class="t m0 x6e hd y1d9 ff4 fs8 fc1 sc0 ls0 ws0">pźniejszej <span class="_ _9"></span>w<span class="_ _9"></span>yceny <span class="_ _15"></span>zobowiąza <span class="_ _15"></span>leasingowych <span class="_ _15"></span>wynikających <span class="_ _15"></span>z <span class="_ _e"></span>leasingu <span class="_ _9"></span>zwro<span class="_ _9"></span>tnego <span class="_ _9"></span>w<span class="_ _9"></span> <span class="_ _15"></span>taki <span class="_ _15"></span>sposb, <span class="_ _15"></span>aby <span class="_ _15"></span>nie <span class="_ _15"></span>ujmować<span class="_ _9"></span> <span class="_ _15"></span>zysku <span class="_ _15"></span>lub </div><div class="t m0 x6e hd y1da ff4 fs8 fc1 sc0 ls0 ws0">straty <span class="_ _e"></span>związanej <span class="_ _e"></span>z <span class="_ _e"></span>zachowanym <span class="_ _e"></span>prawem <span class="_ _e"></span>do <span class="_ _e"></span>u<span class="_ _9"></span>żytkowania. <span class="_ _e"></span>Nowy <span class="_ _e"></span>wymg <span class="_ _e"></span>ma <span class="_ _f"></span>szczeg<span class="_ _0"></span>lne <span class="_ _e"></span>znaczenie <span class="_ _e"></span>w <span class="_ _e"></span>przypadku, <span class="_ _e"></span>gdy <span class="_ _e"></span>leasing </div><div class="t m0 x6e hd y1db ff4 fs8 fc1 sc0 ls0 ws0">zwrotny obejmuje <span class="_ _0"></span>zmienne opłaty le<span class="_ _0"></span>asingowe, ktre ni<span class="_ _0"></span>e zależą od <span class="_ _0"></span>indeksu lub <span class="_ _1b"></span>stawki, gdyż opłaty te s<span class="_ _0"></span>ą wyłączone z „<span class="_ _0"></span>płatności </div><div class="t m0 x6e hd y1dc ff4 fs8 fc1 sc0 ls0 ws0">leasingowych” w myśl MSSF 16. Zmiana obowiązuje począwszy o<span class="ff3">d 1 stycznia 2024 r. </span></div><div class="t m0 x2 hd y1dd ff4 fs8 fc1 sc0 ls0 ws0">Zarząd jest w trakcie weryfikowania wpływu powyższych standardw<span class="_ _9"></span> na sytuacj finansową, wyniki działalności Spłki oraz na<span class="_ _15"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y1de ff4 fs8 fc1 sc0 ls0 ws0">zakres <span class="_ _1b"></span>informacji pre<span class="_ _0"></span>zentowanych <span class="_ _0"></span>w s<span class="_ _0"></span>prawozdaniu <span class="_ _1b"></span>fina<span class="_ _9"></span>nsowym. <span class="_ _0"></span>Zarząd <span class="_ _1b"></span>Spłki nie<span class="_ _0"></span> <span class="_ _0"></span>przewiduje<span class="ff3">, aby <span class="_ _1b"></span>n<span class="_ _9"></span>owe <span class="_ _0"></span>standardy <span class="_ _1b"></span>oraz zmiany<span class="_ _0"></span> </span></div><div class="t m0 x2 hd y1df ff4 fs8 fc1 sc0 ls0 ws0">do obecnie<span class="_ _0"></span> obowiązujących standardw mogły mie<span class="_ _0"></span>ć istotny <span class="_ _0"></span>wpływ na s<span class="_ _0"></span>prawozdanie finansowe Spłki <span class="_ _0"></span>za okres, w <span class="_ _0"></span>ktrym bdą<span class="_ _0"></span> </div><div class="t m0 x2 hd y1e0 ff3 fs8 fc1 sc0 ls0 ws0">one zastosowane po raz pierwszy. </div><div class="t m0 x2 hd y1af ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y1e1 ff1 fsa fc0 sc0 ls11 ws0">7.4<span class="ff5 ls0"> <span class="_ _d"> </span><span class="ff2 fc1">ISTOTNE ZASADY RACHUNKOWOŚCI<span class="ff1"> </span></span></span></div><div class="t m0 x4 he y1e2 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he y1e3 ff2 fs4 fc0 sc0 ls0 ws0">INWESTYCJE W JEDNOST<span class="_ _9"></span>KACH ZALEŻNYCH<span class="_ _9"></span>, ST<span class="_ _9"></span>OWARZYSZONYCH I <span class="_ _9"></span>WSPÓLNYCH PRZE<span class="_ _9"></span>DSIĘWZIĘCIACH<span class="_ _15"></span><span class="ff1"> </span></div><div class="t m0 x2 hd y1e4 ff4 fs8 fc1 sc0 ls0 ws0">Akcje  i  udziały  w  jednostkach  zależnych,  stowarzyszonych  i  wsplnych  przedsiwziciach  wykazywane  są<span class="_ _9"></span><span class="ff3"> </span>według  kosztu </div><div class="t m0 x2 hd yf7 ff4 fs8 fc1 sc0 ls0 ws0">historycznego po uwzgldnieniu odpisw z tytułu utraty wartości.<span class="ff3"> </span></div><div class="t m0 x2 he y1e5 ff2 fs4 fc0 sc0 ls0 ws0">RZECZOWE AKTYWA TRWA<span class="_ _9"></span>ŁE <span class="_ _9"></span><span class="ff1"> </span></div><div class="t m0 x2 hd y1e6 ff3 fs8 fc1 sc0 ls0 ws0">R<span class="ff4">zeczowe <span class="_ _14"> </span>aktywa  trwałe <span class="_ _14"> </span>są  wykazywane <span class="_ _14"> </span>według  ceny <span class="_ _14"> </span>nabycia <span class="_ _14"> </span>pomniejszonej  o <span class="_ _1a"> </span></span>umorzenie  (z<span class="_ _9"></span> <span class="ff4">wyjątkiem  gruntw) <span class="_ _14"> </span>oraz </span></div><div class="t m0 x2 hd y1e7 ff4 fs8 fc1 sc0 ls0 ws0">skumulowane <span class="_ _f"> </span>o<span class="_ _9"></span>dpisy <span class="_ _10"> </span>aktualizujące <span class="_ _10"> </span>z <span class="_ _10"> </span>tytułu <span class="_ _10"> </span>utraty <span class="_ _10"> </span>wartości. <span class="_ _10"> </span>W <span class="_ _13"> </span>skład <span class="_ _10"> </span>ceny <span class="_ _10"> </span>nabycia <span class="_ _10"> </span>wchodzi <span class="_ _10"> </span>rwnież <span class="_ _10"> </span>koszt <span class="_ _10"> </span>wymiany <span class="_ _10"> </span>czści </div><div class="t m0 x2 hd y1e8 ff4 fs8 fc1 sc0 ls0 ws0">składowych <span class="_ _e"></span>urządze <span class="_ _f"></span>w <span class="_ _e"></span>momencie <span class="_ _f"></span>poniesienia, <span class="_ _e"></span>jeśli <span class="_ _e"></span>je<span class="_ _9"></span>st <span class="_ _e"></span>to<span class="_ _9"></span> <span class="_ _e"></span>i<span class="_ _9"></span>stotne. <span class="_ _e"></span>Amortyzacja <span class="_ _f"></span>jest <span class="_ _e"></span>naliczana <span class="_ _f"></span>metodą <span class="_ _e"></span>liniową <span class="_ _f"></span>przez <span class="_ _10"> </span><span class="ff3">okres </span></div><div class="t m0 x2 hd y1e9 ff4 fs8 fc1 sc0 ls0 ws0">użytkowania dane<span class="_ _0"></span>go składnika aktyww. Budynki <span class="_ _0"></span>i<span class="ff3"> </span>budowle są amortyzowane stawkami <span class="_ _0"></span>od 2,5% do <span class="_ _0"></span>4,5%, środki tr<span class="_ _0"></span>ansportu są </div><div class="t m0 x2 hd y1ea ff4 fs8 fc1 sc0 ls0 ws0">amortyzowane stawką 20% a<span class="ff3"> </span>urządzenia i pozostałe środki trwałe od 10% do 30%. <span class="ff3"> </span></div><div class="t m0 x2 hd y1eb ff4 fs8 fc1 sc0 ls0 ws0">Prawo <span class="_ _16"> </span>do <span class="_ _1a"> </span>użytkowania <span class="_ _16"> </span>powierz<span class="_ _0"></span>chni <span class="_ _1a"> </span>bi<span class="_ _9"></span>urowych <span class="_ _1a"> </span>w<span class="_ _9"></span>ykazane <span class="_ _1a"> </span>jest <span class="_ _16"> </span>zgodnie <span class="_ _1a"> </span>z <span class="_ _16"> </span>zasadami <span class="_ _1a"> </span>określonymi <span class="_ _16"> </span>w <span class="_ _1a"> </span>MSSF <span class="_ _16"> </span>16 <span class="_ _16"> </span><span class="ffa">Leasing<span class="_ _9"></span><span class="ff3"> <span class="_ _16"> </span><span class="ls17">i </span></span></span></div><div class="t m0 x2 hd y1ec ff3 fs8 fc1 sc0 ls0 ws0">amortyzowane jest przez okres trwania umowy najmu.  </div><div class="t m0 x2 he y1ed ff1 fs4 fc0 sc0 ls0 ws0">ZAPASY  </div><div class="t m0 x2 h1c y1ee ff1 fs8 fc1 sc0 ls0 ws0">Wyroby gotowe </div><div class="t m0 x2 hd y1ef ff4 fs8 fc1 sc0 ls0 ws0">Wyroby gotowe to <span class="_ _0"></span>przede wszystki<span class="_ _0"></span>m jednostki mie<span class="_ _0"></span>szkalne i miejsca parki<span class="_ _0"></span>ngowe.  Wyroby <span class="_ _0"></span>gotowe wyceniane są <span class="_ _0"></span>według niższej </div><div class="t m0 x2 hd y1f0 ff4 fs8 fc1 sc0 ls0 ws0">z dwch wartości: kosztu wytworzenia i możliwej do uzyskani<span class="_ _0"></span>a ceny sprzedaży netto. <span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y1f1 ff4 fs8 fc1 sc0 ls0 ws0">Cena sprzedaży netto jest to szacowana cena sprzedaży oceniana przez Zarząd Spłki na podstawie cen rynkowych. <span class="ff3"> </span></div><div class="t m0 x2 h1c y1f2 ff1 fs8 fc1 sc0 ls0 ws0">Produkcja w toku </div><div class="t m0 x2 hd y1f3 ff4 fs8 fc1 sc0 ls0 ws0">Produkcja <span class="_ _9"></span>w<span class="_ _9"></span> <span class="_ _9"></span>toku <span class="_ _15"></span>jest <span class="_ _9"></span>wyceniana <span class="_ _15"></span>wg <span class="_ _15"></span>niższej <span class="_ _9"></span>z <span class="_ _15"></span>dwch <span class="_ _9"></span>wartości: <span class="_ _15"></span>cena <span class="_ _9"></span>nabycia/koszt <span class="_ _15"></span>wytworzenia <span class="_ _9"></span>i <span class="_ _15"></span>moż<span class="_ _9"></span>liwej <span class="_ _9"></span>do<span class="_ _15"></span><span class="ff3"> uzyskania <span class="_ _9"></span>ceny </span></div><div class="t m0 x2 hd y1f4 ff4 fs8 fc1 sc0 ls0 ws0">sprzedaży <span class="_ _e"></span>n<span class="_ _9"></span>etto. <span class="_ _f"></span>W <span class="_ _f"></span>przypadku <span class="_ _e"></span>r<span class="_ _9"></span>ozbieżności <span class="_ _f"></span>dokonywany <span class="_ _e"></span>jest <span class="_ _f"></span>odpis <span class="_ _f"></span>aktualizacyjny. <span class="_ _f"></span>W<span class="_ _9"></span><span class="ff3"> </span>przypadku <span class="_ _f"></span>projektw <span class="_ _f"></span>deweloperskich </div><div class="t m0 x2 hd y1f5 ff4 fs8 fc1 sc0 ls0 ws0">Spłki, ocena konieczności dokonania odpisu aktu<span class="_ _0"></span>alizacyjnego dokonywana jest na podstawie opisanego niżej „testu na utrat </div><div class="t m0 x2 hd y1f6 ff4 fs8 fc1 sc0 ls0 ws0">wartości” opartego na analizie kosztu wytworzenia i możliwej do uzyskania ceny sprzed<span class="_ _0"></span>aży netto.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 h1c y1f7 ff2 fs8 fc1 sc0 ls0 ws0">Test na utratę wartości zapasów<span class="ff1">  </span></div><div class="t m0 x2 hd y1f8 ff4 fs8 fc1 sc0 ls0 ws0">Jeśli przewidu<span class="_ _0"></span>je si, że projekt<span class="_ _0"></span> deweloperski b<span class="_ _0"></span>dzie generował strat, <span class="_ _0"></span>skutkuje to <span class="_ _0"></span>odpisem aktualizującym wartość produkcji <span class="_ _1b"></span>w<span class="_ _15"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y1f9 ff4 fs8 fc1 sc0 ls0 ws0">toku, kt<span class="_ _0"></span>ry ujmowany <span class="_ _1b"></span>jest niezwłocznie <span class="_ _1b"></span>w rachunku <span class="_ _1b"></span>zyskw i <span class="_ _0"></span>strat. <span class="_ _0"></span>Odpis <span class="_ _0"></span>aktualizacyjny może <span class="_ _0"></span>rwnież <span class="_ _1b"></span>dotycz<span class="_ _9"></span>yć ni<span class="_ _0"></span>eruchomości, </div><div class="t m0 x2 hd y1fa ff3 fs8 fc1 sc0 ls0 ws0">dla kt<span class="ff4">rych proces deweloperski obarczony jest ryzykiem istotnego przesunicia w czasie.</span> </div><div class="t m0 x2 hd y1fb ff4 fs8 fc1 sc0 ls0 ws0">Dla <span class="_ _1a"> </span>każdego <span class="_ _1a"> </span>projektu <span class="_ _1a"> </span>deweloperskiego <span class="_ _1a"> </span>przygotowywane <span class="_ _1a"> </span>są <span class="_ _1a"> </span>budżety, <span class="_ _1a"> </span>ktre <span class="_ _16"> </span>obejmują <span class="_ _14"> </span>zarwno <span class="_ _16"> </span>dokonane <span class="_ _14"> </span>jak <span class="_ _16"> </span>i<span class="_ _9"></span><span class="ff3"> </span>przyszłe </div><div class="t m0 x2 hd y1fc ff4 fs8 fc1 sc0 ls0 ws0">przepływy <span class="_ _0"></span>środkw pie<span class="_ _0"></span>niżnych dla <span class="_ _1b"></span>każdego realizowanego <span class="_ _1b"></span>projektu. Budżety <span class="_ _1b"></span>t<span class="_ _9"></span>e aktu<span class="_ _0"></span>alizow<span class="_ _9"></span>ane <span class="_ _0"></span>są<span class="_ _9"></span><span class="ff3"> </span>przynajmniej raz <span class="_ _1b"></span>na kwartał. </div><div class="t m0 x2 hd y156 ff4 fs8 fc1 sc0 ls0 ws0">Dla <span class="_ _17"> </span>celw <span class="_ _17"> </span>badania <span class="_ _16"> </span>utraty <span class="_ _17"> </span>w<span class="_ _9"></span>artości <span class="_ _17"> </span>budżety <span class="_ _17"> </span>projektw <span class="_ _17"> </span>obejmują <span class="_ _16"> </span>w<span class="_ _9"></span>szelkie <span class="_ _16"> </span>przeszł<span class="_ _9"></span>e <span class="_ _17"> </span>i <span class="_ _17"> </span>przewidywane <span class="_ _16"> </span>przychody <span class="_ _17"> </span>netto </div><div class="t m0 x2 hd y1fd ff4 fs8 fc1 sc0 ls0 ws0">pomniejszone <span class="_ _e"></span>o <span class="_ _f"></span>bezpośrednie <span class="_ _e"></span>koszty <span class="_ _f"></span>nabycia <span class="_ _e"></span>gruntu, <span class="_ _f"></span>projektowania, <span class="_ _e"></span>budow<span class="_ _9"></span>y <span class="_ _e"></span>o<span class="_ _9"></span>raz <span class="_ _e"></span>inne <span class="_ _f"></span>koszty <span class="_ _e"></span>z<span class="_ _9"></span>wiązane <span class="_ _e"></span>z<span class="_ _9"></span> <span class="_ _e"></span>przygotow<span class="_ _9"></span>aniem </div><div class="t m0 x2 hd y1fe ff3 fs8 fc1 sc0 ls0 ws0">p<span class="ff4">rojektu, <span class="_ _1b"></span>lokalami <span class="_ _0"></span>pokazowymi oraz <span class="_ _1b"></span>biurem <span class="_ _1b"></span>sprzedaży na <span class="_ _1b"></span>terenie <span class="_ _0"></span>budowy. <span class="_ _0"></span>Budżety <span class="_ _1b"></span>te są <span class="_ _1b"></span>rwnież <span class="_ _0"></span>obciążane <span class="_ _1b"></span>powiąz<span class="_ _9"></span>anymi <span class="_ _1b"></span>z nimi </span></div><div class="t m0 x2 hd y1ff ff4 fs8 fc1 sc0 ls0 ws0">przeszłymi i<span class="ff3"> </span>przewidywanymi kosztami <span class="_ _9"></span>finansowania zewntrznego <span class="_ _9"></span>oraz przewidywanymi roszcz<span class="_ _9"></span>eniami klientw (jeśli dotyczy </div><div class="t m0 x2 hd y200 ff3 fs8 fc1 sc0 ls0 ws0">to projektu). </div><div class="t m0 x2 h1c y201 ff2 fs8 fc1 sc0 ls0 ws0">Budżety projektów opracowywane są z zastosowaniem zasady ostrożnej wyceny<span class="ff3 ls16">. <span class="ls0"> </span></span></div><div class="t m0 x2 hd y202 ff4 fs8 fc1 sc0 ls0 ws0">Jeśli <span class="_ _9"></span>marż<span class="_ _9"></span>a <span class="_ _15"></span>na <span class="_ _15"></span>projekcie, <span class="_ _15"></span>wyliczona <span class="_ _e"></span>z <span class="_ _15"></span>uwzgldnieniem <span class="_ _15"></span>wszystkich <span class="_ _15"></span>przychodw <span class="_ _e"></span>i <span class="_ _15"></span>ww. <span class="_ _e"></span>kosztw, <span class="_ _15"></span>jest <span class="_ _15"></span>dodatnia, <span class="_ _9"></span>w<span class="_ _9"></span>wczas <span class="_ _15"></span>nie <span class="_ _15"></span>ma </div><div class="t m0 x2 hd y203 ff4 fs8 fc1 sc0 ls0 ws0">potrzeby tworzenia odpisu z tytułu <span class="_ _9"></span>utraty wartości zapasw<span class="_ _9"></span>. Ujemna marża wskazuje <span class="_ _9"></span>na potencjalny problem utraty wartości, </div><div class="t m0 x2 hd y204 ff4 fs8 fc1 sc0 ls0 ws0">co po <span class="_ _9"></span>dokładnej weryfikacji <span class="_ _9"></span>przepływw <span class="_ _9"></span>środkw pieniżnych dla <span class="_ _9"></span>danego projektu <span class="_ _9"></span>skutkuje zaksi<span class="_ _9"></span>gowaniem odpisu <span class="_ _9"></span>na <span class="_ _9"></span>utrat </div><div class="t m0 x2 hd y205 ff4 fs8 fc1 sc0 ls0 ws0">wartości zapasw w kwocie oszacowanej ujemnej wartości te<span class="_ _0"></span>j marży.<span class="_ _9"></span><span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">14<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y1a4 ff4 fs8 fc1 sc0 ls0 ws0">Odpis <span class="_ _f"></span>aktualizacyjny <span class="_ _f"> </span>ujmow<span class="_ _9"></span>any <span class="_ _f"></span>jest <span class="_ _f"></span>w <span class="_ _10"> </span>koszcie <span class="_ _f"> </span>własnym <span class="_ _f"> </span>sprzedaży <span class="_ _10"> </span>w <span class="_ _10"> </span>pozycji <span class="_ _f"></span>„Korekta <span class="_ _f"> </span>wartości <span class="_ _f"> </span>zapasw <span class="_ _10"> </span>do<span class="_ _9"></span><span class="ff3"> </span>wartości <span class="_ _10"> </span>netto </div><div class="t m0 x2 hd y206 ff4 fs8 fc1 sc0 ls0 ws0">możliwej <span class="_ _f"></span>do <span class="_ _f"></span>uzyskani<span class="_ _0"></span>a”. <span class="_ _f"></span>Ewentualne <span class="_ _f"></span>odwrcenie <span class="_ _f"></span>takiego <span class="_ _e"></span>o<span class="_ _9"></span>dpisu <span class="_ _f"></span>na <span class="_ _f"></span>utrat <span class="_ _e"></span>w<span class="_ _9"></span>artości <span class="_ _f"></span>dla<span class="ff3"> <span class="_ _9"></span></span>danego <span class="_ _f"></span>projektu <span class="_ _f"></span>jest <span class="_ _f"></span>możliwe, <span class="_ _f"></span>jeśli </div><div class="t m0 x2 hd y8c ff4 fs8 fc1 sc0 ls0 ws0">przewidywana wartość marży na tym projekcie przybierze wartość dodatnią.<span class="ff3"> </span></div><div class="t m0 x2 hd y207 ff4 fs8 fc1 sc0 ls0 ws0">Jeśli projekt składa si z kilku etapw, wwczas badan<span class="_ _0"></span>ie utraty wartości zapasw przeprowadza si w<span class="_ _9"></span><span class="ff3"> </span>nastpujący sposb:<span class="ff3"> </span></div><div class="t m0 x2 hd y208 ff3 fs8 fc1 sc0 ls13 ws0">a)<span class="ls18">  <span class="ff4 ls0">wszelkie przyszłe etapy p<span class="_ _0"></span>rojektu traktowane są jako jeden projekt dla celw badania utraty wartości.<span class="_ _9"></span><span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y209 ff3 fs8 fc1 sc0 ls11 ws0">b)<span class="ls19">  <span class="ff4 ls0">każdy <span class="_ _9"></span>etap <span class="_ _15"></span>projektu, <span class="_ _9"></span>w <span class="_ _15"></span>ktrym <span class="_ _9"></span>rozpocz<span class="_ _9"></span>to <span class="_ _9"></span>sprzedaż <span class="_ _9"></span>i <span class="_ _9"></span>proces <span class="_ _15"></span>budowy, <span class="_ _9"></span>zo<span class="_ _9"></span>staje <span class="_ _9"></span>odłączony <span class="_ _15"></span>od <span class="_ _9"></span>reszty <span class="_ _9"></span>projektu <span class="_ _9"></span>(<span class="_ _9"></span>budowy) <span class="_ _9"></span>i <span class="_ _9"></span>dla </span></span></div><div class="t m0 x2 hd y20a ff4 fs8 fc1 sc0 ls0 ws0">celw badania utraty wartości rozpatruje s<span class="_ _0"></span>i go osobno.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 he y20b ff2 fs4 fc0 sc0 ls0 ws0">KOSZTY FINANSOWANI<span class="_ _9"></span>A ZEWNĘTRZN<span class="_ _9"></span>EGO<span class="ff1"> </span></div><div class="t m0 x2 hd y20c ff4 fs8 fc1 sc0 ls0 ws0">Koszty <span class="_ _f"> </span>finansowania <span class="_ _f"> </span>z<span class="_ _9"></span>ewntrznego <span class="_ _f"></span>ujmuje <span class="_ _f"></span>si <span class="_ _10"> </span>jako <span class="_ _f"> </span>ko<span class="_ _9"></span>szty <span class="_ _f"></span>w <span class="_ _10"> </span>rachunku <span class="_ _f"></span>zyskw <span class="_ _10"> </span>i <span class="_ _f"></span>strat <span class="_ _f"> </span>w <span class="_ _10"> </span>okresie <span class="_ _f"> </span>w<span class="_ _9"></span> <span class="_ _f"> </span>ktrym <span class="_ _10"> </span>je <span class="_ _f"> </span>poniesiono <span class="_ _f"> </span>z </div><div class="t m0 x2 hd y20d ff4 fs8 fc1 sc0 ls0 ws0">wyjątkiem <span class="_ _f"> </span>ko<span class="_ _9"></span>sztw <span class="_ _10"> </span>aktywowanych, <span class="_ _f"> </span>cz<span class="_ _9"></span>yli <span class="_ _f"> </span>ko<span class="_ _9"></span>sztw <span class="_ _10"> </span>ktre <span class="_ _f"> </span>mo<span class="_ _9"></span>żna <span class="_ _10"> </span>przyporządkować <span class="_ _f"> </span>do <span class="_ _10"> </span>kosztw <span class="_ _10"> </span>wytworzenia <span class="_ _10"> </span>dostosowanych </div><div class="t m0 x2 hd y17c ff4 fs8 fc1 sc0 ls0 ws0">składnikw aktyww (w przypadku Spłki: do produkcji w toku) jako czść ich kosztu wytworzenia. <span class="ff3"> </span></div><div class="t m0 x2 hd y20e ff4 fs8 fc1 sc0 ls0 ws0">Koszty finansowe aktywow<span class="_ _9"></span>ane są do <span class="_ _9"></span>produkcji w toku <span class="_ _9"></span>tylko w <span class="_ _9"></span>okresie kiedy projekt deweloperski je<span class="_ _9"></span>st aktywny. Projekt <span class="_ _9"></span>uważa </div><div class="t m0 x2 hd y20f ff4 fs8 fc1 sc0 ls0 ws0">si <span class="_ _14"> </span>za <span class="_ _14"> </span>aktywny, <span class="_ _14"> </span>gdy <span class="_ _14"> </span>dla  z<span class="_ _9"></span>akupionych <span class="_ _14"> </span>gruntw <span class="_ _14"> </span>prowadzone <span class="_ _14"> </span>są <span class="_ _14"> </span>prace  projektowe <span class="_ _14"> </span>lub <span class="_ _14"> </span>budowlane <span class="_ _14"> </span>oraz <span class="_ _1a"> </span>podczas <span class="_ _14"> </span>procesu </div><div class="t m0 x2 hd y210 ff3 fs8 fc1 sc0 ls0 ws0">uzyskiwania kluczowych decyzji administracyjnych potrzebnych do prowadzenia projektu.  </div><div class="t m0 x2 hd y211 ff4 fs8 fc1 sc0 ls0 ws0">Koszty  finansowe <span class="_ _13"> </span>przestają  być  aktywowane  z <span class="_ _13"> </span>chwilą,  gdy <span class="_ _13"> </span>zasadniczo  wszystkie  działania, <span class="_ _13"> </span>ktrych  przeprowadzenie  jest </div><div class="t m0 x2 hd y212 ff4 fs8 fc1 sc0 ls0 ws0">konieczne do przygotowania mieszka do przekazania klientom zostały zakoczone.<span class="ff3"> </span></div><div class="t m0 x2 hd y213 ff4 fs8 fc1 sc0 ls0 ws0">Aktywowanie kosztw finansowych jest zawieszane w przypadku wstrzymania działa związanych z działalnością inwestycyjną </div><div class="t m0 x2 hd y214 ff4 fs8 fc1 sc0 ls0 ws0">na <span class="_ _15"></span>projekcie, <span class="_ _15"></span>w <span class="_ _15"></span>tym <span class="_ _15"></span>prac <span class="_ _e"></span>związanych <span class="_ _9"></span>z <span class="_ _e"></span>projektowaniem, <span class="_ _15"></span>procesem <span class="_ _15"></span>budowlanym <span class="_ _15"></span>lub <span class="_ _9"></span>uzysk<span class="_ _9"></span>iwaniem <span class="_ _15"></span>odpowiednich <span class="_ _15"></span>zezwole <span class="_ _15"></span>i </div><div class="t m0 x2 hd ya1 ff4 fs8 fc1 sc0 ls0 ws0">postanowie administracyjnych dotyczących projektu.<span class="ff3"> </span></div><div class="t m0 x2 he y215 ff2 fs4 fc0 sc0 ls0 ws0">NALEŻNOŚCI Z TYTUŁU <span class="_ _9"></span>DOSTAW I USŁUG OR<span class="_ _9"></span>AZ POZ<span class="_ _9"></span>OSTAŁE N<span class="_ _9"></span>ALEŻNOŚCI<span class="_ _9"></span><span class="ff1"> </span></div><div class="t m0 x2 hd y1b6 ff4 fs8 fc1 sc0 ls0 ws0">Należności <span class="_ _9"></span>z<span class="_ _9"></span> <span class="_ _15"></span>tytułu <span class="_ _15"></span>dostaw <span class="_ _e"></span>i <span class="_ _15"></span>usług <span class="_ _15"></span>oraz <span class="_ _e"></span>pozostałe <span class="_ _15"></span>należności <span class="_ _15"></span>wyceniane <span class="_ _15"></span>są <span class="_ _e"></span>w <span class="_ _15"></span>oparciu <span class="_ _15"></span>o <span class="_ _e"></span>MSSF <span class="_ _15"></span>9, <span class="_ _15"></span>kt<span class="_ _9"></span>ry <span class="_ _15"></span>wprowadził <span class="_ _f"></span>koncepcj </div><div class="t m0 x2 hd y216 ff4 fs8 fc1 sc0 ls0 ws0">szacowania <span class="_ _16"> </span>odpisw <span class="_ _1a"> </span>z <span class="_ _16"> </span>tytułu <span class="_ _1a"> </span>utraty <span class="_ _16"> </span>wartości <span class="_ _1a"> </span>aktyw<span class="_ _9"></span>w <span class="_ _16"> </span>finansowych<span class="ff3"> <span class="_ _16"> </span>z <span class="_ _16"> </span>zastosowaniem <span class="_ _1a"> </span>modelu <span class="_ _16"> </span></span>bazującym <span class="_ _16"> </span>na <span class="_ _1a"> </span>stratach </div><div class="t m0 x2 hd yc4 ff3 fs8 fc1 sc0 ls0 ws0">oczekiwanych. </div><div class="t m0 x2 he y217 ff2 fs4 fc0 sc0 ls0 ws0">LOKATY BANKOWE POW<span class="_ _9"></span>YŻEJ TRZE<span class="_ _9"></span>CH MIESIĘCY<span class="_ _9"></span><span class="ff1"> </span></div><div class="t m0 x2 hd y218 ff4 fs8 fc1 sc0 ls0 ws0">Lokaty  bankowe <span class="_ _10"> </span>z  okresem <span class="_ _10"> </span>zap<span class="_ _9"></span>adalności  powyżej <span class="_ _13"> </span>trzech <span class="_ _13"> </span>miesicy  (na <span class="_ _10"> </span>dzie<span class="_ _9"></span> <span class="_ _13"> </span>ich  utworzenia) <span class="_ _13"> </span>prezentowane  s<span class="_ _0"></span>ą  w  p<span class="_ _0"></span>ozycji </div><div class="t m0 x2 hd y219 ff4 fs8 fc1 sc0 ls0 ws0">„Krtkoterminowe aktywa finansowe”.<span class="ff3"> </span></div><div class="t m0 x2 he y21a ff2 fs4 fc0 sc0 ls0 ws0">ŚRODKI PIENIĘŻNE I E<span class="_ _9"></span>KWIWALENTY ŚRODKÓ<span class="_ _9"></span>W PIENIĘŻNYCH<span class="_ _9"></span><span class="ff1"> <span class="_ _9"></span> </span></div><div class="t m0 x2 hd y21b ff4 fs8 fc1 sc0 ls0 ws0">Środki pi<span class="_ _9"></span>eniżne <span class="_ _9"></span>i <span class="_ _9"></span>lokaty <span class="_ _9"></span>krtkot<span class="_ _9"></span>erminowe <span class="_ _9"></span>z <span class="_ _9"></span>o<span class="_ _9"></span>kresem z<span class="_ _9"></span>apadalności <span class="_ _9"></span>do <span class="_ _9"></span>trzech <span class="_ _15"></span>miesicy (na <span class="_ _15"></span>dzie <span class="_ _9"></span>ic<span class="_ _9"></span>h <span class="_ _9"></span>utworzenia) <span class="_ _9"></span>wykazane <span class="_ _9"></span>są  </div><div class="t m0 x2 hd y21c ff4 fs8 fc1 sc0 ls0 ws0">w <span class="_ _15"></span>bilansie <span class="_ _9"></span>w <span class="_ _15"></span>wartości <span class="_ _15"></span>nominalnej <span class="_ _15"></span>i <span class="_ _15"></span>obejmują <span class="_ _15"></span>środki <span class="_ _15"></span>pieniżne <span class="_ _15"></span>w <span class="_ _15"></span>banku <span class="_ _15"></span>i <span class="_ _15"></span>w <span class="_ _15"></span>kasie <span class="_ _15"></span>oraz <span class="_ _15"></span>lokaty <span class="_ _15"></span>krtkoterminowe <span class="_ _9"></span>o <span class="_ _15"></span>pierwotnym </div><div class="t m0 x2 hd y21d ff4 fs8 fc1 sc0 ls0 ws0">okresie  zapadalności <span class="_ _14"> </span>nie  przekraczając<span class="_ _9"></span>ym  trzech <span class="_ _14"> </span>miesicy.  Saldo <span class="_ _14"> </span>środkw  pieniżnych  i <span class="_ _14"> </span>ich  ekwiw<span class="_ _9"></span>alentw  wykazane <span class="_ _14"> </span>w </div><div class="t m0 x2 hd y1bf ff4 fs8 fc1 sc0 ls0 ws0">sprawozdaniu w rachunku przepływw pieniżnych składa si z określonych pow<span class="_ _9"></span>yżej środkw pieniżnych i ich ekwiwalentw </div><div class="t m0 x2 hd y1c0 ff4 fs8 fc1 sc0 ls0 ws0">pomniejszonych o niespłacone kredyty w rachunkach bieżących.<span class="ff3"> </span></div><div class="t m0 x2 he y21e ff2 fs4 fc0 sc0 ls0 ws0">OPROCENTOWANE KRED<span class="_ _9"></span>YTY BANKOWE<span class="_ _9"></span>, POŻYCZKI I PAPIE<span class="_ _9"></span>RY DŁUŻNE<span class="_ _9"></span><span class="ff1"> </span></div><div class="t m0 x2 hd y21f ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _10"> </span>momencie <span class="_ _10"> </span>początkowego <span class="_ _13"> </span>ujcia, <span class="_ _10"> </span>wszystkie <span class="_ _10"> </span>kredyty <span class="_ _10"> </span>bankowe, <span class="_ _10"> </span>pożycz<span class="_ _9"></span>ki <span class="_ _10"> </span>i <span class="_ _10"> </span>papiery  dłużne <span class="_ _f"></span>są <span class="_ _10"> </span>uj<span class="_ _9"></span>mowane <span class="_ _10"> </span>według <span class="_ _10"> </span>warto<span class="_ _9"></span>ści </div><div class="t m0 x2 hd y193 ff4 fs8 fc1 sc0 ls0 ws0">godziwej, pomniejszonej o koszty związane z uzyskaniem kred<span class="_ _0"></span>ytu lub pożyczki.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y171 ff4 fs8 fc1 sc0 ls0 ws0">Po <span class="_ _0"></span>początkowym <span class="_ _0"></span>ujciu <span class="_ _1b"></span>oprocentowane kr<span class="_ _0"></span>edyty, <span class="_ _1b"></span>poż<span class="_ _9"></span>yczki <span class="_ _0"></span>i <span class="_ _1b"></span>papiery dłużne<span class="_ _0"></span> <span class="_ _0"></span>są <span class="_ _0"></span>wyceniane <span class="_ _1b"></span>według zamortyzowanego <span class="_ _1b"></span>ko<span class="_ _9"></span>sztu, <span class="_ _1b"></span>przy </div><div class="t m0 x2 hd y220 ff3 fs8 fc1 sc0 ls0 ws0">zastosowaniu metody efektywnej stopy procentowej.  </div><div class="t m0 x2 hd y221 ff4 fs8 fc1 sc0 ls0 ws0">Przy <span class="_ _9"></span>ustalaniu <span class="_ _9"></span>zamortyzowanego <span class="_ _15"></span>kosztu <span class="_ _9"></span>uwzgldnia s<span class="_ _9"></span>i <span class="_ _9"></span>koszty <span class="_ _9"></span>z<span class="_ _9"></span>wiązane <span class="_ _9"></span>z <span class="_ _9"></span>uzyskaniem <span class="_ _9"></span>kredytu <span class="_ _9"></span>l<span class="_ _9"></span>ub <span class="_ _9"></span>pożycz<span class="_ _9"></span>ki <span class="_ _9"></span>oraz <span class="_ _9"></span>dyskonta <span class="_ _9"></span>lub </div><div class="t m0 x2 hd y222 ff4 fs8 fc1 sc0 ls0 ws0">premie uzyskane w związku z ich pozyskaniem.<span class="ff3"> </span></div><div class="t m0 x2 hd y223 ff4 fs8 fc1 sc0 ls0 ws0">Zaciągnicia <span class="_ _f"> </span>i <span class="_ _13"> </span>spłaty <span class="_ _10"> </span>dokonywane <span class="_ _10"> </span>dla <span class="_ _13"> </span>kredytw<span class="ff3"> <span class="_ _10"> </span></span>bankowych, <span class="_ _13"> </span>pożyczek <span class="_ _10"> </span>i <span class="_ _10"> </span>papierw <span class="_ _10"> </span>dłużnych,<span class="_ _9"></span> <span class="_ _10"> </span>prezentowane <span class="_ _f"> </span>są <span class="_ _13"> </span>w <span class="_ _10"> </span>rachunku </div><div class="t m0 x2 hd y224 ff4 fs8 fc1 sc0 ls0 ws0">przepływw pieniżnych odpowiednio jako wpływ<span class="_ _9"></span>y lub wydatki<span class="_ _9"></span><span class="ff3"> </span>w działalności <span class="_ _9"></span>finansowej<span class="ff3"> </span>i <span class="_ _9"></span>nie są ze sobą <span class="_ _9"></span>netowane w o<span class="_ _9"></span>kresie </div><div class="t m0 x2 hd y225 ff3 fs8 fc1 sc0 ls0 ws0">sprawozdawczym<span class="ff4">. Wyjątek stanowią z<span class="_ _9"></span>aciągnicia i spłaty dokonywane dla kredytw w <span class="_ _9"></span>rachunku bieżącycm (typu „overdraft”) </span></div><div class="t m0 x2 hd y226 ff4 fs8 fc1 sc0 ls0 ws0">dla <span class="_ _f"></span>ktrych <span class="_ _f"></span>zaciągnicia <span class="_ _f"></span>i <span class="_ _f"></span>spłaty <span class="_ _f"></span>p<span class="ff3">rezentowane <span class="_ _f"></span></span>są <span class="_ _f"></span>per <span class="_ _f"></span><span class="ff3">saldo </span>ze <span class="_ _f"></span>wzgldu <span class="_ _f"></span>na <span class="_ _f"></span>krtkie <span class="_ _e"></span>t<span class="_ _9"></span>erminy <span class="_ _f"></span>płatności, <span class="_ _f"></span>duże <span class="_ _f"></span>i <span class="_ _f"></span>szybkie <span class="_ _f"></span>kwoty </div><div class="t m0 x2 hd y3a ff4 fs8 fc1 sc0 ls0 ws0">spłat/zaciągnić<span class="ff3">. </span></div><div class="t m0 x2 he y227 ff2 fs4 fc0 sc0 ls0 ws0">ZOBOWIĄZANIA Z TYTUŁ<span class="_ _9"></span>U DOSTAW, USŁ<span class="_ _9"></span>UG I PODATKÓW<span class="_ _9"></span> ORAZ POZOSTAŁE ZOBO<span class="_ _9"></span>WIĄZANIA<span class="_ _9"></span><span class="ff1"> <span class="_ _9"></span> </span></div><div class="t m0 x2 hd y228 ff4 fs8 fc1 sc0 ls0 ws0">Zobowiązania <span class="_ _f"> </span>krtkoterminowe <span class="_ _f"></span>z <span class="_ _10"> </span>tytułu <span class="_ _f"></span>dostaw, <span class="_ _10"> </span>usług <span class="_ _f"></span>i <span class="_ _f"></span>podatkw <span class="_ _f"> </span>oraz<span class="_ _9"></span> <span class="_ _f"> </span>pozostałe <span class="_ _10"> </span>zobowiązania <span class="_ _f"></span>wykazywane <span class="_ _f"></span>są <span class="_ _f"> </span>w <span class="_ _10"> </span>kwocie </div><div class="t m0 x2 hd y229 ff4 fs8 fc1 sc0 ls0 ws0">wymagającej zapłaty.<span class="ff3"> </span></div><div class="t m0 x2 hd y22a ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _16"> </span>przypadku, <span class="_ _16"> </span>gdy <span class="_ _16"> </span>wpływ <span class="_ _17"> </span>wartości <span class="_ _16"> </span>pieni<span class="_ _0"></span>ądza <span class="_ _17"> </span>w <span class="_ _16"> </span>czasie <span class="_ _16"> </span>jest <span class="_ _16"> </span>istotny <span class="_ _16"> </span>(w <span class="_ _17"> </span>szczeglności <span class="_ _16"> </span>dotyczy <span class="_ _16"> </span>to <span class="_ _16"> </span>zatrzymanych <span class="_ _16"> </span>kaucji </div><div class="t m0 x2 hd y22b ff4 fs8 fc1 sc0 ls0 ws0">gwarancyjnych), <span class="_ _19"> </span>wartość <span class="_ _19"> </span>zo<span class="_ _9"></span>bowiąza <span class="_ _19"> </span>jest <span class="_ _19"> </span>ustalana <span class="_ _19"> </span>poprzez <span class="_ _19"> </span>zdyskontowanie <span class="_ _19"> </span>prognozow<span class="_ _9"></span>anych <span class="_ _19"> </span>przyszłych <span class="_ _19"> </span>przepływw </div><div class="t m0 x2 hd y22c ff4 fs8 fc1 sc0 ls0 ws0">pieniżnych do wartości bieżącej. Jeżeli zastosowana została metoda polegająca na dyskontowaniu, zwikszenie zobowiązania </div><div class="t m0 x2 hd y22d ff4 fs8 fc1 sc0 ls0 ws0">w związku z upływem czasu jest ujmowane jako koszty finansowe.<span class="ff3"> </span></div><div class="t m0 x2 hd y22e ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">15<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 he y22f ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 he y230 ff1 fs4 fc0 sc0 ls0 ws0">REZERWY </div><div class="t m0 x2 hd y231 ff4 fs8 fc1 sc0 ls0 ws0">Rezerwy <span class="_ _9"></span>tworzone <span class="_ _9"></span>są <span class="_ _9"></span>w<span class="_ _9"></span>wczas, <span class="_ _9"></span>gdy <span class="_ _9"></span>na <span class="_ _9"></span>Spłce <span class="_ _9"></span>ciąży <span class="_ _15"></span>istniejący <span class="_ _9"></span>obowiązek <span class="_ _9"></span>(prawny <span class="_ _9"></span>lub <span class="_ _9"></span>zw<span class="_ _9"></span>yczajowo <span class="_ _9"></span>oczekiwany) <span class="_ _15"></span>wynikający z<span class="_ _9"></span>e </div><div class="t m0 x2 hd y232 ff4 fs8 fc1 sc0 ls0 ws0">zdarze <span class="_ _10"> </span>przeszłych  i<span class="_ _0"></span> <span class="_ _13"> </span>gdy <span class="_ _10"> </span>prawd<span class="_ _9"></span>opodobne <span class="_ _10"> </span>jest, <span class="_ _13"> </span>że <span class="_ _13"> </span>wypełnienie <span class="_ _13"> </span>tego <span class="_ _10"> </span>obow<span class="_ _9"></span>iązku <span class="_ _10"> </span>spowo<span class="_ _9"></span>duje <span class="_ _10"> </span>konieczność <span class="_ _13"> </span>wypływu <span class="_ _13"> </span>korzyści </div><div class="t m0 x2 hd y233 ff4 fs8 fc1 sc0 ls0 ws0">ekonomicznych oraz można dokon<span class="_ _0"></span>ać wiarygodnego oszacowania kwoty te<span class="_ _0"></span>go zobowiązania. Koszty dotyczące dan<span class="_ _0"></span>ej rezerwy są </div><div class="t m0 x2 hd y234 ff4 fs8 fc1 sc0 ls0 ws0">wykazane w rachunku zyskw i strat po pomniejszeniu o wszelkie zwroty<span class="ff3">. </span></div><div class="t m0 x2 he y235 ff2 fs4 fc0 sc0 ls0 ws0">UJMOWANIE PRZYCHO<span class="_ _9"></span>DÓW<span class="_ _9"></span><span class="ff1"> </span></div><div class="t m0 x2 hd y236 ff4 fs8 fc1 sc0 ls0 ws0">Przychody <span class="_ _9"></span>są <span class="_ _9"></span>ujmowane <span class="_ _9"></span>w <span class="_ _9"></span>takiej <span class="_ _9"></span>w<span class="_ _9"></span>ysokości, <span class="_ _9"></span>w <span class="_ _9"></span>jakiej <span class="_ _9"></span>jest <span class="_ _9"></span>prawdopodobne, <span class="_ _9"></span>że <span class="_ _9"></span>Spłka <span class="_ _15"></span>uzyska <span class="_ _9"></span>korzyści ekonomiczne <span class="_ _9"></span>związane <span class="_ _15"></span>z </div><div class="t m0 x2 hd y237 ff4 fs8 fc1 sc0 ls0 ws0">daną <span class="_ _e"></span>transakcją <span class="_ _f"></span>oraz <span class="_ _e"></span>gdy <span class="_ _f"></span>kwot <span class="_ _e"></span>przychodw <span class="_ _f"></span>można <span class="_ _e"></span>wycenić <span class="_ _e"></span>w<span class="_ _9"></span> <span class="_ _e"></span>wiarygodny <span class="_ _e"></span>sposb. <span class="_ _f"></span>Zanim <span class="_ _e"></span>przyc<span class="_ _9"></span>hody <span class="_ _e"></span>zo<span class="_ _9"></span>staną <span class="_ _e"></span>ujte, <span class="_ _e"></span>mu<span class="_ _9"></span>szą </div><div class="t m0 x2 hd y94 ff4 fs8 fc1 sc0 ls0 ws0">zostać spełnione nastpujące kryteria:<span class="ff3"> </span></div><div class="t m0 x2 h1c y238 ff2 fs8 fc1 sc0 ls0 ws0">Sprzedaż produktów<span class="ff1"> </span></div><div class="t m0 x2 hd y239 ff4 fs8 fc1 sc0 ls0 ws0">Przychody <span class="_ _1b"></span>ze <span class="_ _0"></span>sprzedaży <span class="_ _1b"></span>nieruchomości <span class="_ _1b"></span>(jednostek <span class="_ _1b"></span>mieszkalnych, <span class="_ _1b"></span>po<span class="_ _9"></span>wierzchni <span class="_ _1b"></span>komercyjnych <span class="_ _1b"></span>itp.) <span class="_ _1b"></span>są<span class="_ _9"></span><span class="ff3"> rozpoz<span class="_ _9"></span>nawane <span class="_ _1b"></span>w <span class="_ _1b"></span>momencie </span></div><div class="t m0 x2 hd y23a ff4 fs8 fc1 sc0 ls0 ws0">przejścia <span class="_ _15"></span>na <span class="_ _15"></span>nabywc <span class="_ _15"></span>nieruchomości <span class="_ _15"></span>ko<span class="_ _9"></span>ntroli <span class="_ _15"></span>nad <span class="_ _15"></span>nabywaną <span class="_ _15"></span>nieruchomością <span class="_ _15"></span>oraz <span class="_ _15"></span>znaczących <span class="_ _15"></span>ryzyk <span class="_ _15"></span>i <span class="_ _15"></span>korzyści <span class="_ _e"></span>właściwych <span class="_ _15"></span>dla </div><div class="t m0 x2 hd y23b ff4 fs8 fc1 sc0 ls0 ws0">prawa <span class="_ _1a"> </span>własności. <span class="_ _1a"> </span>W<span class="_ _9"></span>edług <span class="_ _14"> </span>o<span class="_ _9"></span>ceny <span class="_ _1a"> </span>Spłki <span class="_ _1a"> </span>nastpuje <span class="_ _1a"> </span>to <span class="_ _1a"> </span>w<span class="_ _9"></span> <span class="_ _1a"> </span>momencie <span class="_ _1a"> </span>wydania <span class="_ _16"> </span>nieruchomości <span class="_ _1a"> </span>kupującemu <span class="_ _1a"> </span>na <span class="_ _1a"> </span>podstawie </div><div class="t m0 x2 hd y23c ff3 fs8 fc1 sc0 ls0 ws0">podpi<span class="ff4">sanego p<span class="_ _0"></span>rzez strony protokołu odbioru, <span class="_ _0"></span>pod warunkiem d<span class="_ _0"></span>oko<span class="_ _9"></span>nania p<span class="_ _0"></span>rzez kupującego 100% <span class="_ _0"></span>wpłat na poczet <span class="_ _0"></span>ceny nabycia </span></div><div class="t m0 x2 hd y23d ff4 fs8 fc1 sc0 ls0 ws0">nieruchomości.<span class="ff3"> </span></div><div class="t m0 x2 hd y23e ff3 fs8 fc1 sc0 ls0 ws0">W <span class="_ _17"> </span>przypadku <span class="_ _19"> </span>gdy <span class="_ _17"> </span>projekt <span class="_ _19"> </span>deweloperski <span class="_ _17"> </span><span class="ff4">związany <span class="_ _19"> </span>ze <span class="_ _17"> </span>sprzedaż<span class="_ _9"></span>ą</span> <span class="_ _17"> </span><span class="ff4">nieruchomości <span class="_ _17"> </span>(jed<span class="_ _9"></span>nostek <span class="_ _17"> </span>mieszkalnych, <span class="_ _17"> </span>powierzchni </span></div><div class="t m0 x2 hd y23f ff3 fs8 fc1 sc0 ls0 ws0">komercyjnych  itp.) <span class="_ _13"> </span><span class="ff4">prowadzony  jest <span class="_ _10"> </span>na  nieruchomości  (gruncie)  nale<span class="_ _0"></span>żącym  do  strony <span class="_ _13"> </span>trzeciej,  j<span class="_ _0"></span>ednak  <span class="ff3">realizacja  projektu </span></span></div><div class="t m0 x2 hd y240 ff4 fs8 fc1 sc0 ls0 ws0">(marketing, sprzedaż, <span class="_ _15"></span>obsługa <span class="_ _9"></span>klienta <span class="_ _9"></span>i <span class="_ _15"></span>obsługa <span class="_ _9"></span>projektowo<span class="_ _9"></span><span class="ff3">-</span>budowlana) <span class="_ _9"></span>prowadzo<span class="_ _9"></span>na <span class="_ _9"></span>jest <span class="_ _9"></span>przez <span class="_ _9"></span>Spłk <span class="_ _9"></span>o<span class="_ _9"></span>raz <span class="_ _9"></span>ryzyka <span class="_ _9"></span>związane <span class="_ _9"></span>z </div><div class="t m0 x2 hd y241 ff4 fs8 fc1 sc0 ls0 ws0">prowadzeniem  taki<span class="_ _9"></span>ego <span class="_ _14"> </span>projektu <span class="_ _14"> </span>leżą <span class="_ _14"> </span>po <span class="_ _14"> </span>stronie <span class="_ _14"> </span>Spłki<span class="_ _9"></span><span class="ff3 ls1">, <span class="_ _14"> </span><span class="ls0">przychody <span class="_ _14"> </span>ze <span class="_ _14"> </span></span></span>sprzedaży <span class="_ _14"> </span><span class="ff3">takich <span class="_ _1a"> </span></span>nieruchomości <span class="_ _14"> </span>są<span class="ff3"> rozpoz<span class="_ _9"></span>nawane<span class="_ _0"></span> </span></div><div class="t m0 x2 hd y242 ff4 fs8 fc1 sc0 ls0 ws0">analogicznie <span class="_ _e"></span>jak <span class="_ _f"></span>to <span class="_ _e"></span>zostało <span class="_ _f"></span>wyżej <span class="_ _e"></span>opisane <span class="_ _e"></span>w <span class="_ _f"></span>odniesieniu <span class="_ _e"></span>do <span class="_ _f"></span>projektw<span class="_ _9"></span><span class="ff3"> <span class="_ _f"></span>dewelopers<span class="_ _0"></span>kich <span class="_ _f"></span><span class="ff4">prowadzonych <span class="_ _e"></span>na <span class="_ _f"></span>nieruchomośc</span>iach </span></div><div class="t m0 x2 hd y243 ff4 fs8 fc1 sc0 ls0 ws0">należąc<span class="ff3">ych </span>do Spłki lub bdący<span class="ff3 ls1a">ch<span class="_ _0"></span><span class="ls0"> <span class="ff4">w jej wieczystym użytkowa</span>niu. </span></span></div><div class="t m0 x2 hd y244 ff4 fs8 fc1 sc0 ls0 ws0">Spłka rozpoznaje przychody z tytułu us<span class="_ _0"></span>ług budowlanych<span class="_ _9"></span><span class="ff3">  </span>(budowa nieruchomości) w miar upływu czasu. Przychody ustalane </div><div class="t m0 x2 hd y245 ff4 fs8 fc1 sc0 ls0 ws0">są <span class="_ _1b"></span>metodą stopn<span class="_ _0"></span>ia <span class="_ _0"></span>zaawansowania. <span class="_ _0"></span>Spłka <span class="_ _0"></span>określa <span class="_ _1b"></span>stopie <span class="_ _0"></span>zaawansowania <span class="_ _0"></span>realizacji <span class="_ _1b"></span>umow<span class="_ _9"></span>y <span class="_ _1b"></span>poprzez <span class="_ _1b"></span>ustalenie <span class="_ _0"></span>udziału <span class="_ _0"></span>kosztw, </div><div class="t m0 x2 hd y246 ff3 fs8 fc1 sc0 ls0 ws0">poniesionych o<span class="ff4">d dnia zawarcia umowy do dnia ustalenia przychodu, w szacowanych łącznych kosztach umowy. </span> </div><div class="t m0 x2 hd y57 ff4 fs8 fc1 sc0 ls0 ws0">Jeżeli <span class="_ _9"></span>nie <span class="_ _9"></span>mo<span class="_ _9"></span>żna <span class="_ _15"></span>w <span class="_ _9"></span>wiarygodny <span class="_ _15"></span>sposb <span class="_ _9"></span>oszac<span class="_ _9"></span>ować <span class="_ _9"></span>wyniku <span class="_ _9"></span>umo<span class="_ _9"></span>wy <span class="_ _9"></span>wwczas <span class="_ _15"></span>przychody <span class="_ _9"></span>ujmuje <span class="_ _15"></span>si <span class="_ _9"></span>do <span class="_ _15"></span>wysokości <span class="_ _15"></span>poniesionych </div><div class="t m0 x2 hd y247 ff4 fs8 fc1 sc0 ls0 ws0">kosztw, <span class="_ _e"></span>co<span class="_ _9"></span> <span class="_ _e"></span>do <span class="_ _f"></span>ktrych <span class="_ _e"></span>istnieje <span class="_ _e"></span>prawdopodobiestwo <span class="_ _f"></span>ich <span class="_ _e"></span>odzyskania, <span class="_ _e"></span>przy <span class="_ _f"></span>czym <span class="_ _e"></span>koszty <span class="_ _f"></span>umowy <span class="_ _e"></span>ujmuje <span class="_ _e"></span>si <span class="_ _f"></span>jako <span class="_ _e"></span>koszty <span class="_ _f"></span>tego </div><div class="t m0 x2 hd y248 ff4 fs8 fc1 sc0 ls0 ws0">okresu, w ktrym został<span class="ff3">y poniesione.  </span></div><div class="t m0 x2 h1c y249 ff2 fs8 fc1 sc0 ls0 ws0">Sprzedaż usług budowlanych<span class="ff1"> </span></div><div class="t m0 x2 hd y24a ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _1b"></span>przypadku, <span class="_ _1b"></span>kiedy <span class="_ _1b"></span>i<span class="_ _9"></span>stnieje <span class="_ _1b"></span>prawdopodobiestwo, <span class="_ _1b"></span>iż<span class="_ _9"></span> <span class="_ _1b"></span>łączne <span class="_ _1b"></span>koszty <span class="_ _0"></span>związane <span class="_ _1b"></span>z <span class="_ _0"></span>realizacją <span class="_ _1b"></span>kontraktu <span class="_ _1b"></span>przekroczą łą<span class="_ _0"></span>czne <span class="_ _1b"></span>przychody,<span class="_ _15"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y24b ff4 fs8 fc1 sc0 ls0 ws0">przewidywana <span class="_ _1b"></span>strata <span class="_ _1b"></span>(nadwyżka <span class="_ _1b"></span>łąc<span class="_ _9"></span>znych <span class="_ _1b"></span>szacowanych <span class="_ _1b"></span>kosztw <span class="_ _0"></span>nad <span class="_ _1b"></span>łącznymi <span class="_ _1b"></span>szac<span class="_ _9"></span>owanymi <span class="_ _1b"></span>przychodami) <span class="_ _1b"></span>obciąża <span class="_ _1b"></span>koszty <span class="_ _1b"></span>o<span class="_ _9"></span>kresu </div><div class="t m0 x2 hd y24c ff3 fs8 fc1 sc0 ls0 ws0">i wykazywan<span class="ff4">a <span class="_ _9"></span>jest w koszcie własnym sprzedaży (koszt <span class="_ _9"></span>sprzedaży usług). W sytuacji, <span class="_ _9"></span>kiedy wartość oszacowanych przychodw </span></div><div class="t m0 x2 hd y24d ff4 fs8 fc1 sc0 ls0 ws0">metodą  stopnia  z<span class="_ _9"></span>aawansowania  kontraktu <span class="_ _14"> </span>przekracza  przychody  z<span class="_ _9"></span>afakturowane,  powstałą <span class="_ _14"> </span>rżnic  ujmuje <span class="_ _14"> </span>si  w  pozyc<span class="_ _9"></span>ji </div><div class="t m0 x2 hd y10a ff4 fs8 fc1 sc0 ls0 ws0">Przychody  ze <span class="_ _14"> </span>sprzedaży  (Przychody<span class="ff3"> <span class="_ _14"> </span></span>ze  sprzedaży  usług)  o<span class="_ _9"></span>raz  rozpoz<span class="_ _9"></span>naje  aktywa  w <span class="_ _14"> </span>pozycji  Pozostałe  aktywa <span class="_ _14"> </span>obrotowe. </div><div class="t m0 x2 hd y1f4 ff4 fs8 fc1 sc0 ls0 ws0">Natomiast <span class="_ _13"> </span>jeżeli <span class="_ _13"> </span>wartość  oszaco<span class="_ _0"></span>wanych  przychodw <span class="_ _10"> </span>metodą  stopni<span class="_ _0"></span>a  zaawansowania <span class="_ _10"> </span>ko<span class="_ _9"></span>ntraktu <span class="_ _13"> </span>jest <span class="_ _13"> </span>niższa <span class="_ _13"> </span>niż  przychod<span class="_ _1b"></span>y </div><div class="t m0 x2 hd y24e ff4 fs8 fc1 sc0 ls0 ws0">zafakturowane, powstałą <span class="_ _9"></span>rżnic ujmuje si <span class="_ _9"></span>w <span class="_ _9"></span>pozycji Przychod<span class="_ _9"></span>y <span class="_ _9"></span>ze sprzedaży (Prz<span class="_ _9"></span>ychody ze sprzedaży <span class="_ _9"></span>usług) oraz <span class="_ _9"></span>rozpoznaje </div><div class="t m0 x2 hd y24f ff4 fs8 fc1 sc0 ls0 ws0">zobowiązanie w pozycji Przychody przyszłych okresw. <span class="ff3"> </span></div><div class="t m0 x2 h1c y1f7 ff2 fs8 fc1 sc0 ls0 ws0">Sprzedaż pozostałych usług<span class="ff1"> </span></div><div class="t m0 x2 hd y250 ff4 fs8 fc1 sc0 ls0 ws0">Przychody <span class="_ _e"></span>z<span class="_ _9"></span>e <span class="_ _e"></span>sprzedaży <span class="_ _e"></span>usług <span class="_ _f"></span>innych <span class="_ _e"></span>niż <span class="_ _f"></span>budowlane, <span class="_ _e"></span>w <span class="_ _f"></span>tym <span class="_ _e"></span>przychody <span class="_ _f"></span>z <span class="_ _e"></span>tytułu <span class="_ _f"></span>administrowania <span class="_ _e"></span>osiedlami, <span class="_ _e"></span>w<span class="_ _9"></span>ykazywane <span class="_ _e"></span>są </div><div class="t m0 x2 hd y1f9 ff3 fs8 fc1 sc0 ls0 ws0">w <span class="ff4">okresie, w ktrym usługa jest świadczona.</span> </div><div class="t m0 x2 he y251 ff2 fs4 fc0 sc0 ls0 ws0">PRZELICZANIE POZYCJI W<span class="_ _9"></span>YRAŻONYCH W <span class="_ _9"></span>WALUCIE OBCEJ<span class="_ _9"></span><span class="ff1"> </span></div><div class="t m0 x2 hd y252 ff4 fs8 fc1 sc0 ls0 ws0">Sprawozdanie finansowe zostało przygotowane w złotych polskich, ktre są walutą funkcjonalną (wyceny) i<span class="_ _9"></span><span class="ff3"> </span>walutą prezentacji </div><div class="t m0 x2 hd y253 ff4 fs8 fc1 sc0 ls0 ws0">Spłki. Transakcje <span class="_ _1b"></span>w<span class="_ _9"></span>yrażone w walutach <span class="_ _1b"></span>o<span class="_ _9"></span>bcych są początkowo ujmowane <span class="_ _1b"></span>w<span class="_ _9"></span>edług ku<span class="_ _0"></span>rsu waluty funkcjonalnej <span class="_ _0"></span>obowiązującego </div><div class="t m0 x2 hd y254 ff4 fs8 fc1 sc0 ls0 ws0">na <span class="_ _15"></span>dzie <span class="_ _15"></span>zawarcia <span class="_ _e"></span>transakcji. <span class="_ _15"></span>Aktywa <span class="_ _15"></span>i <span class="_ _15"></span>zo<span class="_ _9"></span>bowiązania <span class="_ _15"></span>pieniżne <span class="_ _15"></span>wyrażone <span class="_ _15"></span>w <span class="_ _15"></span>w<span class="_ _9"></span>alutach <span class="_ _15"></span>obcych <span class="_ _15"></span>są<span class="_ _9"></span><span class="ff3"> <span class="_ _e"></span>przeliczane <span class="_ _15"></span>po <span class="_ _15"></span>kursie <span class="_ _15"></span>wal<span class="_ _9"></span>uty </span></div><div class="t m0 x2 hd y255 ff4 fs8 fc1 sc0 ls0 ws0">funkcjonalnej <span class="_ _17"> </span>obowiązującym <span class="_ _19"> </span>na <span class="_ _19"> </span>dzie <span class="_ _19"> </span>bilansowy. <span class="_ _19"> </span>Rż<span class="_ _9"></span>nice <span class="_ _17"> </span>kursowe <span class="_ _19"> </span>są <span class="_ _19"> </span>ujmowane <span class="_ _17"> </span>w <span class="_ _19"> </span>rachunku <span class="_ _19"> </span>zyskw <span class="_ _19"> </span>i <span class="_ _19"> </span>strat <span class="_ _19"> </span>jako </div><div class="t m0 x2 hd y256 ff3 fs8 fc1 sc0 ls0 ws0">przychody/koszty finansowe. </div><div class="t m0 x2 he y257 ff1 fs4 fc0 sc0 ls0 ws0">PODATKI </div><div class="t m0 x2 h1c y258 ff2 fs8 fc1 sc0 ls0 ws0">Podatek bieżący<span class="ff1"> </span></div><div class="t m0 x2 hd y259 ff4 fs8 fc1 sc0 ls0 ws0">Zobowiązania <span class="_ _f"></span>i <span class="_ _f"></span>należności <span class="_ _f"></span>z <span class="_ _f"></span>tytułu <span class="_ _f"></span>bieżącego <span class="_ _f"></span>podatku <span class="_ _f"></span>za <span class="_ _f"> </span>okres <span class="_ _f"></span>bieżący <span class="_ _f"> </span>i <span class="_ _10"> </span>okresy <span class="_ _f"></span>poprzednie <span class="_ _f"></span>wycenia <span class="_ _f"></span>si <span class="_ _f"></span>w<span class="_ _9"></span><span class="ff3"> <span class="_ _9"></span></span>wysokości <span class="_ _f"></span>kwot </div><div class="t m0 x2 hd y25a ff4 fs8 fc1 sc0 ls0 ws0">przewidywanej zapłaty <span class="_ _9"></span>na <span class="_ _9"></span>rzecz organw <span class="_ _9"></span>podatkowych <span class="_ _9"></span>(podlegających <span class="_ _9"></span>zwrotowi od<span class="_ _9"></span><span class="ff3"> </span>o<span class="_ _9"></span>rganw podatkowych) <span class="_ _9"></span>z zastosow<span class="_ _9"></span>aniem </div><div class="t m0 x2 hd y25b ff4 fs8 fc1 sc0 ls0 ws0">stawek podatkowych i przepisw podatkowych, ktre obowiązywały na dzie<span class="_ _0"></span> bilansowy. <span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y25c ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y25d ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">16<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h1c y1a4 ff1 fs8 fc1 sc0 ls0 ws0">Podatek odroczony </div><div class="t m0 x2 hd y25e ff4 fs8 fc1 sc0 ls0 ws0">Na potrzeby <span class="_ _9"></span>sprawozdawczości <span class="_ _9"></span>finansowej podatek <span class="_ _9"></span>odroczony <span class="_ _9"></span>jest <span class="_ _9"></span>obliczany <span class="_ _9"></span>metodą z<span class="_ _9"></span>obowiąza bilansowych <span class="_ _9"></span>w <span class="_ _9"></span>stosunku do </div><div class="t m0 x2 hd y1a6 ff4 fs8 fc1 sc0 ls0 ws0">rżnic <span class="_ _15"></span>przejściowych <span class="_ _15"></span>wystpujących <span class="_ _15"></span>na <span class="_ _15"></span>dzie <span class="_ _15"></span>bila<span class="_ _9"></span>nsowy <span class="_ _15"></span>midzy <span class="_ _15"></span>w<span class="_ _9"></span>artością <span class="_ _15"></span>podatkową <span class="_ _15"></span>aktyww <span class="_ _e"></span>i <span class="_ _9"></span>zo<span class="_ _9"></span>bowiąza <span class="_ _15"></span>a <span class="_ _15"></span>ich <span class="_ _15"></span>wartością </div><div class="t m0 x2 hd y207 ff4 fs8 fc1 sc0 ls0 ws0">bilansową wykazaną w <span class="ff3">sprawozdaniu finansowym.  </span></div><div class="t m0 x2 hd y208 ff4 fs8 fc1 sc0 ls0 ws0">Aktywa <span class="_ _1b"></span>z tytułu <span class="_ _1b"></span>odroczonego <span class="_ _1b"></span>podatku <span class="_ _1b"></span>doc<span class="_ _9"></span>hodowego <span class="_ _0"></span>ujmowane <span class="_ _1b"></span>są <span class="_ _0"></span>w <span class="_ _0"></span>odniesieniu <span class="_ _1b"></span>do <span class="_ _0"></span>wszystkich <span class="_ _1b"></span>ujem<span class="_ _9"></span>nych <span class="_ _1b"></span>rżnic przejściowych,<span class="_ _0"></span> </div><div class="t m0 x2 hd y25f ff4 fs8 fc1 sc0 ls0 ws0">jak <span class="_ _15"></span>rwnież <span class="_ _15"></span>niewykorzystanych <span class="_ _15"></span>u<span class="_ _9"></span>lg <span class="_ _15"></span>podatkowych <span class="_ _15"></span>i <span class="_ _e"></span>niewykorzystanych <span class="_ _15"></span>strat <span class="_ _15"></span>podatkowyc<span class="_ _9"></span>h <span class="_ _15"></span>przeniesionych <span class="_ _15"></span>na <span class="_ _15"></span>nastpne <span class="_ _e"></span>lata <span class="_ _15"></span>w </div><div class="t m0 x2 hd y260 ff4 fs8 fc1 sc0 ls0 ws0">takiej <span class="_ _9"></span>wysokości, <span class="_ _15"></span>w<span class="_ _9"></span><span class="ff3"> <span class="_ _9"></span></span>jakiej <span class="_ _15"></span>jest <span class="_ _15"></span>prawdopodobne, <span class="_ _9"></span>ż<span class="_ _9"></span>e <span class="_ _9"></span>zo<span class="_ _9"></span>stanie <span class="_ _9"></span>osiągnity <span class="_ _9"></span>doc<span class="_ _9"></span>hd <span class="_ _9"></span>do <span class="_ _15"></span>opodatkowania, <span class="_ _15"></span>ktry <span class="_ _15"></span>pozwoli <span class="_ _15"></span>wykorzystać </div><div class="t m0 x2 hd y261 ff4 fs8 fc1 sc0 ls0 ws0">ww.  rżnice, ulgi i straty.<span class="ff3"> </span></div><div class="t m0 x2 hd y262 ff4 fs8 fc1 sc0 ls0 ws0">Wartość <span class="_ _f"> </span>bilansowa <span class="_ _f"> </span>składnika <span class="_ _10"> </span>aktyww <span class="_ _f"></span>z <span class="_ _10"> </span>tytułu <span class="_ _f"></span>odroczonego <span class="_ _f"> </span>podatku <span class="_ _f"></span>jest <span class="_ _f"> </span>weryfikowana <span class="_ _10"> </span>na <span class="_ _f"> </span>każdy <span class="_ _10"> </span>dzie <span class="_ _f"></span>bilansowy <span class="_ _10"> </span>i <span class="_ _f"></span>ulega </div><div class="t m0 x2 hd y263 ff4 fs8 fc1 sc0 ls0 ws0">stosownemu obniżeniu o tyle, o il<span class="_ _0"></span>e przestało być prawdopodobne osiągni<span class="_ _0"></span>cie dochodu do opodatkowania wystarczającego do </div><div class="t m0 x2 hd y264 ff4 fs8 fc1 sc0 ls0 ws0">czściowego lub całkowitego zreali<span class="_ _0"></span>zowania składnika aktyww z tytułu odroczonego podatku<span class="_ _0"></span> dochodowego. Nieujty s<span class="_ _0"></span>kładnik </div><div class="t m0 x2 hd y265 ff4 fs8 fc1 sc0 ls0 ws0">aktyww z tytułu odroczonego podatku d<span class="_ _0"></span>ochodowego podlega ponownej ocenie na każdy dzie bilansowy i jest ujmowany do </div><div class="t m0 x2 hd y266 ff4 fs8 fc1 sc0 ls0 ws0">wysokości odzwierciedlającej prawdopodobiestwo osiągnicia w <span class="_ _9"></span>przyszłości dochodw do o<span class="_ _9"></span>podatkowania, ktre pozwolą na </div><div class="t m0 x2 hd y267 ff4 fs8 fc1 sc0 ls0 ws0">odzyskanie tego składnika aktyww.<span class="ff3"> </span></div><div class="t m0 x2 hd y268 ff4 fs8 fc1 sc0 ls0 ws0">Rezerwa na podatek odroczony jest tworzona w wysokości kwoty <span class="_ _0"></span>podatku dochodowego wymagającej w<span class="_ _9"></span><span class="ff3"> </span>przyszłości zapłaty w </div><div class="t m0 x2 hd y269 ff4 fs8 fc1 sc0 ls0 ws0">związku z wystp<span class="_ _0"></span>owaniem dodatnich <span class="_ _0"></span>przejściowych rżnic, to <span class="_ _0"></span>jest rżnic, kt<span class="_ _0"></span>re spowodują w <span class="_ _0"></span>przyszłości zwikszen<span class="_ _0"></span>ia podstawy </div><div class="t m0 x2 hd y26a ff3 fs8 fc1 sc0 ls0 ws0">obliczenia podatku dochodowego.  </div><div class="t m0 x2 hd y26b ff4 fs8 fc1 sc0 ls0 ws0">Aktywa <span class="_ _10"> </span>z <span class="_ _10"> </span>tytułu <span class="_ _13"> </span>odroczonego <span class="_ _10"> </span>podatku <span class="_ _10"> </span>dochodowego <span class="_ _10"> </span>o<span class="_ _9"></span>raz <span class="_ _10"> </span>rezerwy <span class="_ _10"> </span>na <span class="_ _10"> </span>podatek <span class="_ _10"> </span>o<span class="_ _9"></span>droczony <span class="_ _10"> </span>wyceniane <span class="_ _10"> </span>są <span class="_ _10"> </span>z<span class="_ _15"></span><span class="ff3"> zastosowaniem </span></div><div class="t m0 x2 hd y26c ff4 fs8 fc1 sc0 ls0 ws0">stawek <span class="_ _9"></span>podatkowych, <span class="_ _9"></span>ktre <span class="_ _9"></span>w<span class="_ _9"></span>edług <span class="_ _9"></span>przewidywa <span class="_ _9"></span>b<span class="_ _9"></span>dą <span class="_ _9"></span>obowiązywać <span class="_ _15"></span>w <span class="_ _9"></span>o<span class="_ _9"></span>kresie, gdy <span class="_ _15"></span>składnik <span class="_ _9"></span>akty<span class="_ _9"></span>ww <span class="_ _9"></span>zostanie <span class="_ _9"></span>zrealizowany </div><div class="t m0 x2 hd y26d ff4 fs8 fc1 sc0 ls0 ws0">lub <span class="_ _16"> </span>r<span class="_ _9"></span>ezerwa <span class="_ _17"> </span>rozwiązana, <span class="_ _17"> </span>przyjmując <span class="_ _17"> </span>za <span class="_ _17"> </span>podstaw <span class="_ _17"> </span>stawki <span class="_ _16"> </span>po<span class="_ _9"></span>datkowe <span class="_ _17"> </span>(i <span class="_ _17"> </span>przepisy <span class="_ _17"> </span>podatkowe) <span class="_ _17"> </span>prawnie <span class="_ _17"> </span>lub <span class="_ _16"> </span>faktycz<span class="_ _9"></span>nie </div><div class="t m0 x2 hd y26e ff4 fs8 fc1 sc0 ls0 ws0">obowiązujące na dzie bilansowy.<span class="ff3"> </span></div><div class="t m0 x2 hd y26f ff4 fs8 fc1 sc0 ls0 ws0">Podatek <span class="_ _0"></span>dochodowy d<span class="_ _0"></span>otyczący p<span class="_ _0"></span>ozycji ujm<span class="_ _0"></span>owanych poza <span class="_ _1b"></span>zyskiem <span class="_ _0"></span>lub <span class="_ _0"></span>stratą je<span class="_ _0"></span>st u<span class="_ _0"></span>jmowany poza <span class="_ _0"></span>zyskiem <span class="_ _1b"></span>lub<span class="_ _9"></span><span class="ff3"> </span>stratą:  <span class="_ _0"></span>  <span class="_ _1b"></span>  <span class="_ _1b"></span>w inn<span class="_ _0"></span>ych </div><div class="t m0 x2 hd y270 ff4 fs8 fc1 sc0 ls0 ws0">całkowitych <span class="_ _f"> </span>doc<span class="_ _9"></span>hodach <span class="_ _f"> </span>dotycz<span class="_ _9"></span>ący <span class="_ _f"> </span>poz<span class="_ _9"></span>ycji <span class="_ _10"> </span>ujtych <span class="_ _f"> </span>w <span class="_ _10"> </span>innych <span class="_ _10"> </span>całk<span class="_ _9"></span>owitych <span class="_ _10"> </span>dochodach <span class="_ _10"> </span>lub <span class="_ _f"> </span>b<span class="_ _9"></span>ezpośrednio <span class="_ _f"> </span>w <span class="_ _10"> </span>kapita<span class="_ _9"></span>le <span class="_ _f"> </span>w<span class="_ _9"></span>łasnym </div><div class="t m0 x2 hd y271 ff4 fs8 fc1 sc0 ls0 ws0">dotyczący pozycji ujtych bezpośrednio w kapitale własnym.<span class="ff3"> </span></div><div class="t m0 x2 hd y272 ff4 fs8 fc1 sc0 ls0 ws0">Spłka <span class="_ _15"></span>kompensuje <span class="_ _9"></span>ze <span class="_ _e"></span>sobą <span class="_ _15"></span>aktywa <span class="_ _15"></span>z <span class="_ _15"></span>tytułu <span class="_ _15"></span>odroczonego <span class="_ _15"></span>podatku <span class="_ _15"></span>dochodowego <span class="_ _15"></span>z <span class="_ _e"></span>rezerwami <span class="_ _9"></span>z <span class="_ _e"></span>tytułu <span class="_ _9"></span>odrocz<span class="_ _9"></span>onego <span class="_ _15"></span>podatku </div><div class="t m0 x2 hd y273 ff4 fs8 fc1 sc0 ls0 ws0">dochodowego <span class="_ _15"></span>wtedy <span class="_ _15"></span>i <span class="_ _15"></span>tylko <span class="_ _e"></span>wtedy, <span class="_ _15"></span>gdy <span class="_ _e"></span>posiada <span class="_ _15"></span>możliwy <span class="_ _15"></span>do <span class="_ _e"></span>wyegzekwowania <span class="_ _15"></span>tytuł <span class="_ _15"></span>prawny <span class="_ _e"></span>do <span class="_ _15"></span>pr<span class="_ _9"></span>zeprowadzenia <span class="_ _9"></span>ko<span class="_ _9"></span>mpensat </div><div class="t m0 x2 hd y274 ff4 fs8 fc1 sc0 ls0 ws0">należności <span class="_ _9"></span>z <span class="_ _15"></span>rezerwami <span class="_ _15"></span>z <span class="_ _15"></span>tytułu <span class="_ _15"></span>bieżącego <span class="_ _9"></span>podatku <span class="_ _15"></span>i <span class="_ _9"></span>o<span class="_ _9"></span>droczony <span class="_ _15"></span>podatek <span class="_ _9"></span>dochodowy <span class="_ _15"></span>ma <span class="_ _15"></span>związek <span class="_ _15"></span>z <span class="_ _9"></span>tym <span class="_ _15"></span>samym <span class="_ _15"></span>podatnikiem <span class="_ _9"></span>i<span class="_ _9"></span> </div><div class="t m0 x2 hd y275 ff3 fs8 fc1 sc0 ls0 ws0">tym samym organem podatkowym. </div><div class="t m0 x2 he y276 ff1 fs4 fc0 sc0 ls0 ws0">DYWIDENDY </div><div class="t m0 x2 hd y277 ff4 fs8 fc1 sc0 ls0 ws0">Dywidendy są ujmowane w momencie ustalenia praw akcjonariuszy lub udziałowcw do ich otrzymania.<span class="ff3"> </span></div><div class="t m0 x2 he y278 ff2 fs4 fc0 sc0 ls0 ws0">ZYSK NETTO NA AKCJ<span class="_ _9"></span>Ę<span class="ff1"> </span></div><div class="t m0 x2 hd y279 ff4 fs8 fc1 sc0 ls0 ws0">Zysk <span class="_ _1b"></span>netto n<span class="_ _0"></span>a <span class="_ _0"></span>akcj <span class="_ _0"></span>dla <span class="_ _1b"></span>każdego okre<span class="_ _0"></span>su <span class="_ _1b"></span>je<span class="_ _9"></span>st <span class="_ _0"></span>obliczony <span class="_ _1b"></span>poprzez podziele<span class="_ _0"></span>nie <span class="_ _0"></span>zysku <span class="_ _1b"></span>n<span class="_ _9"></span>etto <span class="_ _1b"></span>z<span class="_ _9"></span>a <span class="_ _0"></span>dany <span class="_ _1b"></span>okres <span class="_ _0"></span>przez <span class="_ _0"></span>średnią <span class="_ _1b"></span>waż<span class="_ _9"></span>oną <span class="_ _0"></span>licz<span class="_ _9"></span>b </div><div class="t m0 x2 hd y27a ff3 fs8 fc1 sc0 ls0 ws0">akcji w danym okresie sprawozdawczym.  </div><div class="t m0 x2 he y27b ff1 fs4 fc0 sc0 ls0 ws0">LEASING </div><div class="t m0 x2 hd y27c ff4 fs8 fc1 sc0 ls0 ws0">Spłka ujmuje aktywa i zobowiązania dla wszystkich transakcji leasingu zawartych na okres powyżej 12 miesi<span class="_ _0"></span>cy, za<span class="_ _9"></span><span class="ff3"> </span>wyjątkiem </div><div class="t m0 x2 hd y27d ff4 fs8 fc1 sc0 ls0 ws0">sytuacji, <span class="_ _0"></span>gdy <span class="_ _0"></span>dane <span class="_ _0"></span>aktywo jest <span class="_ _1b"></span>nis<span class="_ _9"></span>kiej <span class="_ _0"></span>wartości; oraz <span class="_ _1b"></span>amortyzacj leas<span class="_ _0"></span>ingowanego <span class="_ _0"></span>aktywa odrbn<span class="_ _0"></span>ie od <span class="_ _1b"></span>odsetek od <span class="_ _1b"></span>zo<span class="_ _9"></span>bowiązania </div><div class="t m0 x2 hd y27e ff3 fs8 fc1 sc0 ls0 ws0">leasingowego w <span class="ff4">rachunku zyskw i strat.</span> </div><div class="t m0 x2 hd y27f ff4 fs8 fc1 sc0 ls0 ws0">Aktywa <span class="_ _1b"></span>z tytułu <span class="_ _1b"></span>prawa <span class="_ _0"></span>do <span class="_ _0"></span>użytkowania <span class="_ _1b"></span>ujte są <span class="_ _1b"></span>w b<span class="_ _0"></span>ilansie <span class="_ _1b"></span>w ramach <span class="_ _1b"></span>tej <span class="_ _0"></span>samej p<span class="_ _0"></span>ozycji, w<span class="ff3"> </span>ramach <span class="_ _1b"></span>kt<span class="_ _9"></span>rej <span class="_ _1b"></span>przedstawione <span class="_ _1b"></span>z<span class="_ _9"></span>ostałyby </div><div class="t m0 x2 hd y280 ff4 fs8 fc1 sc0 ls0 ws0">odpowiednie bazowe składniki aktyww, gdyby były własnością Spłki (leasin<span class="_ _0"></span>gobiorcy). <span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y281 ff3 fs8 fc1 sc0 ls0 ws0">P<span class="ff4">rawo do użytkowania powierzchni biurowych</span> </div><div class="t m0 x2 hd y282 ff3 fs8 fc1 sc0 ls0 ws0">P<span class="ff4">rawo <span class="_ _f"></span>do <span class="_ _15"></span>użytkow<span class="_ _9"></span>ania <span class="_ _e"></span>powierzchni <span class="_ _e"></span>biurowej <span class="_ _e"></span>jest <span class="_ _f"></span>amortyzowane <span class="_ _e"></span>oraz <span class="_ _e"></span>roz<span class="_ _9"></span>poznawane <span class="_ _e"></span>są <span class="_ _e"></span>koszty <span class="_ _f"></span>finansowe <span class="_ _15"></span>z<span class="_ _9"></span> <span class="_ _e"></span>tytułu <span class="_ _f"></span>leasingu.<span class="_ _9"></span></span> </div><div class="t m0 x2 hd y283 ff4 fs8 fc1 sc0 ls0 ws0">Aktywo  z <span class="_ _14"> </span>tego  tytułu  wykazane  zostało  w <span class="_ _14"> </span>bilans<span class="_ _0"></span>ie  w <span class="_ _14"> </span>pozycji <span class="_ _14"> </span><span class="ff9">Rzeczowe  aktywa  trwałe<span class="ff3 ls16">. <span class="_ _14"> </span><span class="ls0">Z</span></span></span>obowiązanie  zostało  wykazane </div><div class="t m0 x2 hd y115 ff4 fs8 fc1 sc0 ls0 ws0">odpowiednio w zobowiązaniach długo lub<span class="_ _0"></span> krtkoterminowych.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y284 ff3 fs8 fc1 sc0 ls0 ws0">P<span class="ff4">rawa wieczystego użytkowania gruntw</span> </div><div class="t m0 x2 hd y285 ff3 fs8 fc1 sc0 ls0 ws0">Koszty <span class="_ _e"></span><span class="ff4">–</span> <span class="_ _f"></span><span class="ff4">koszty <span class="_ _e"></span>związane <span class="_ _f"></span>z <span class="_ _e"></span>leasingiem <span class="_ _e"></span>prawa <span class="_ _e"></span>w<span class="_ _9"></span>ieczystego <span class="_ _e"></span>użytkow<span class="_ _9"></span>ania <span class="_ _e"></span>gruntw <span class="_ _f"></span>są <span class="_ _e"></span>odnoszone <span class="_ _e"></span>do<span class="_ _15"></span></span> <span class="_ _e"></span>pozyc<span class="_ _9"></span>ji <span class="_ _e"></span><span class="ffa">Zapasy</span> <span class="_ _f"></span><span class="ls1b">(w</span> pozycji </div><div class="t m0 x2 hd y286 ff9 fs8 fc1 sc0 ls0 ws0">Półprodukty i produkcja w toku<span class="ff3">) w trakcie realizacji projektu deweloperskiego. </span></div><div class="t m0 x2 hd y287 ff3 fs8 fc1 sc0 ls0 ws0">Aktywo <span class="ff4">–</span> <span class="ff4">aktywo z tego tytułu wykazane zostało w bilansi<span class="_ _0"></span>e w pozyc<span class="_ _9"></span>ji <span class="ffa">Zapa<span class="_ _9"></span>sy<span class="ff3"> lub <span class="ff9">Należności krótkoterminowe</span>. </span></span></span></div><div class="t m0 x2 hd y288 ff4 fs8 fc1 sc0 ls0 ws0">Zobowiązanie –<span class="ff3"> </span>zobowiązanie zostało wykazane w całości w zobowiązaniach krtkotermi<span class="_ _0"></span>nowych.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y289 ff4 fs8 fc1 sc0 ls0 ws0">Powyższy  sposb  alokacj<span class="_ _9"></span>i  opłat  z  tytułu  prawa  w<span class="_ _9"></span>ieczystego  użytkowania  gruntw  wynika <span class="_ _14"> </span>z  faktu,  że  prawa <span class="_ _14"> </span>te  dotyczą </div><div class="t m0 x2 hd y28a ff4 fs8 fc1 sc0 ls0 ws0">nieruchomości, <span class="_ _1a"> </span>na <span class="_ _14"> </span>ktrych <span class="_ _1a"> </span>Spłka <span class="_ _1a"> </span>realizuje <span class="_ _1a"> </span>swoje <span class="_ _1a"> </span>projekty <span class="_ _1a"> </span>deweloperskie. <span class="_ _1a"> </span>Dlatego <span class="_ _1a"> </span>koszty <span class="_ _1a"> </span>leasingu <span class="_ _1a"> </span>prawa <span class="_ _1a"> </span>wieczystego </div><div class="t m0 x2 hd y28b ff4 fs8 fc1 sc0 ls0 ws0">użytkowania  odnoszone  są  do<span class="ff3">  </span>zapasw  (<span class="ffa">Produkcja  w  toku</span>)  a  nastpn<span class="_ _0"></span>ie,  wraz  z  kosztem  sprzedaży  wyrobw  gotowych </div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x3 y11 w3 h4" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">17<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y1a4 ff4 fs8 fc1 sc0 ls0 ws0">odnoszone <span class="_ _1b"></span>są <span class="_ _1b"></span>do <span class="_ _0"></span>rachunku <span class="_ _4"></span>zysk<span class="_ _9"></span>w <span class="_ _1b"></span>i <span class="_ _0"></span>strat <span class="_ _1b"></span>w <span class="_ _0"></span>okresie <span class="_ _4"></span>w<span class="_ _9"></span> <span class="_ _1b"></span>ktrym <span class="_ _0"></span>dane <span class="_ _4"></span>w<span class="_ _9"></span>yroby <span class="_ _1b"></span>gotowe <span class="_ _0"></span>są <span class="_ _1b"></span>przekazywane <span class="_ _1b"></span>klientom <span class="_ _1b"></span>(czyli <span class="_ _1b"></span>w <span class="_ _0"></span>momencie </div><div class="t m0 x2 hd y1a5 ff4 fs8 fc1 sc0 ls0 ws0">rozpoznania sprzedaży).<span class="ff3"> </span></div><div class="t m0 x2 hd y1a6 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _9"></span>dniu <span class="_ _9"></span>20 <span class="_ _9"></span>l<span class="_ _9"></span>ipca <span class="_ _9"></span>2018 <span class="_ _9"></span>r. <span class="_ _15"></span>weszła <span class="_ _9"></span>w <span class="_ _15"></span>życie <span class="_ _9"></span>Ustawa <span class="_ _9"></span>o<span class="_ _9"></span> <span class="_ _9"></span>przekształceniu <span class="_ _9"></span>prawa <span class="_ _15"></span>wieczystego <span class="_ _9"></span>użytkowania <span class="_ _9"></span>gruntw <span class="_ _9"></span>zabudowanych <span class="_ _9"></span>na </div><div class="t m0 x2 hd y1a7 ff4 fs8 fc1 sc0 ls0 ws0">cele <span class="_ _14"> </span>mieszkaniowe <span class="_ _14"> </span>w <span class="_ _1a"> </span>prawo <span class="_ _14"> </span>własności <span class="_ _14"> </span>tych <span class="_ _14"> </span>gruntw. <span class="_ _1a"> </span>Grunty <span class="_ _14"> </span>objte <span class="_ _14"> </span>wyżej <span class="_ _1a"> </span>opisanym <span class="_ _14"> </span>przekształceniem <span class="_ _14"> </span>Spłka <span class="_ _14"> </span>traktuje </div><div class="t m0 x2 hd y1a8 ff3 fs8 fc1 sc0 ls0 ws0">analogicznie <span class="_ _9"></span>do <span class="_ _15"></span>tych, <span class="_ _15"></span>w <span class="_ _15"></span>st<span class="ff4">osu<span class="_ _9"></span>nku <span class="_ _9"></span>do <span class="_ _15"></span>ktrych <span class="_ _15"></span>była <span class="_ _15"></span>dotychczas <span class="_ _15"></span>użytkow<span class="_ _9"></span>nikiem <span class="_ _9"></span>wieczystym, <span class="_ _15"></span>traktując <span class="_ _15"></span>opłaty <span class="_ _15"></span>przekształceniowe </span></div><div class="t m0 x2 hd y1a9 ff4 fs8 fc1 sc0 ls0 ws0">analogicznie do opłat z tytułu wieczystego użytkowania.<span class="ff3"> </span></div><div class="t m0 x2 h1c y260 ff1 fs8 fc1 sc0 ls0 ws0">Uzasadnienie klasyfikacji <span class="ff2">aktywów i zobowiązań z tytułu leasingu prawa wieczystego użytkowania gruntów </span>w bilansie </div><div class="t m0 x2 hd y28c ff4 fs8 fc1 sc0 ls0 ws0">Generalnie, prawa do wieczystego użytkowania gruntw, na ktrych prowadzone są projekty deweloperskie, klasyfikowane są </div><div class="t m0 x2 hd y262 ff4 fs8 fc1 sc0 ls0 ws0">jako <span class="_ _f"> </span>zapasy. <span class="_ _10"> </span>Zobowiązania <span class="_ _f"></span>do <span class="_ _f"> </span>zapłaty <span class="_ _10"> </span>za <span class="_ _f"> </span>te <span class="_ _10"> </span>prawa <span class="_ _f"></span>zostaną <span class="_ _f"> </span>rozliczone <span class="_ _f"> </span>poprzez <span class="_ _10"> </span>ich <span class="_ _f"> </span>przeniesienie <span class="_ _f"> </span>na <span class="_ _10"> </span>nabywcw <span class="_ _f"> </span>mieszka, <span class="_ _10"> </span>z </div><div class="t m0 x2 hd y263 ff4 fs8 fc1 sc0 ls0 ws0">ktrymi <span class="_ _9"></span>te <span class="_ _15"></span>prawa <span class="_ _15"></span>są <span class="_ _15"></span>związane. <span class="_ _15"></span>Zobow<span class="_ _9"></span>iązania <span class="_ _9"></span>dotycz<span class="_ _9"></span>ące <span class="_ _9"></span>tych <span class="_ _15"></span>praw <span class="_ _15"></span>klasyfikuje <span class="_ _15"></span>si <span class="_ _9"></span>jako<span class="_ _9"></span> <span class="_ _15"></span>zobowiązania <span class="_ _e"></span>krtkoterminowe <span class="_ _15"></span>co <span class="_ _15"></span>jest </div><div class="t m0 x2 hd y264 ff4 fs8 fc1 sc0 ls0 ws0">spjne z klas<span class="_ _0"></span>yfikacją zapasw, ktrych te zobowiązania <span class="_ _0"></span>dotyczą (wykazanych jako aktywa obroto<span class="_ _0"></span>we). Klasyfikacja zobowiąza i </div><div class="t m0 x2 hd y265 ff4 fs8 fc1 sc0 ls0 ws0">zapasw do krtk<span class="_ _0"></span>oterminowych <span class="_ _0"></span>wynika z faktu, <span class="_ _0"></span>iż ich r<span class="_ _1b"></span>o<span class="_ _9"></span>zliczenie (tj. <span class="_ _0"></span>zbycie lokali <span class="_ _0"></span>i przeni<span class="_ _0"></span>esienie związanyc<span class="_ _9"></span>h z nimi <span class="_ _1b"></span>z<span class="_ _9"></span>obowiąza) </div><div class="t m0 x2 hd y266 ff4 fs8 fc1 sc0 ls0 ws0">nastpuje <span class="_ _9"></span>w <span class="_ _15"></span>ciągu <span class="_ _9"></span>o<span class="_ _9"></span>kresu <span class="_ _9"></span>sta<span class="_ _9"></span>nowiącego <span class="_ _9"></span>tz<span class="_ _9"></span>w. <span class="_ _15"></span>„cykl <span class="_ _9"></span>operacyjny” <span class="_ _9"></span>S<span class="_ _9"></span>płki. <span class="_ _9"></span>Cykl <span class="_ _15"></span>operacyjny <span class="_ _15"></span>to <span class="_ _15"></span>okres <span class="_ _9"></span>od <span class="_ _15"></span>dnia <span class="_ _9"></span>rozpoc<span class="_ _9"></span>zcia <span class="_ _9"></span>projektu </div><div class="t m0 x2 hd y267 ff4 fs8 fc1 sc0 ls0 ws0">deweloperskiego do realizacji zapasw w postaci środkw pieni<span class="_ _0"></span>żnych.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y268 ff4 fs8 fc1 sc0 ls0 ws0">Spłka  zostaje  prawnie  zwolniona  z  długu  wynikającego  z  obowiązku  zapłaty  opłat  za  wieczyste  użytkowanie  lub  opłat </div><div class="t m0 x2 hd y269 ff4 fs8 fc1 sc0 ls0 ws0">przekształceniowych <span class="_ _0"></span>dopiero <span class="_ _0"></span>w momencie <span class="_ _1b"></span>prawne<span class="_ _9"></span>go (notarialnego) <span class="_ _0"></span>przeniesienia <span class="_ _1b"></span>na<span class="_ _9"></span> nabywc <span class="_ _1b"></span>udz<span class="_ _9"></span>iału w <span class="_ _1b"></span>gruncie przynależnym </div><div class="t m0 x2 hd y28d ff3 fs8 fc1 sc0 ls0 ws0">do <span class="_ _10"> </span>sprzedanego <span class="_ _10"> </span>lokalu. <span class="_ _10"> </span><span class="ff4">W <span class="_ _10"> </span>związku <span class="_ _10"> </span>z <span class="_ _10"> </span>tym, <span class="_ _10"> </span>do <span class="_ _10"> </span>momentu <span class="_ _13"> </span>przeniesienia <span class="_ _f"> </span>ww. <span class="_ _13"> </span>własności, <span class="_ _10"> </span>zobowiązani<span class="_ _9"></span></span>e <span class="_ _10"> </span>z <span class="_ _10"> </span>tyt. <span class="_ _10"> </span>leasingu <span class="_ _10"> </span>gruntu<span class="_ _9"></span> </div><div class="t m0 x2 hd y28e ff3 fs8 fc1 sc0 ls0 ws0">pozostaje <span class="_ _e"></span>w<span class="_ _9"></span> <span class="_ _e"></span><span class="ff4">bilansie <span class="_ _f"></span>Spłki. <span class="_ _e"></span>Z <span class="_ _f"></span>tego <span class="_ _f"></span>wzgldu, <span class="_ _15"></span>w<span class="_ _9"></span> <span class="_ _e"></span>mo<span class="_ _9"></span>mencie <span class="_ _e"></span>przekaz<span class="_ _9"></span>ania <span class="_ _e"></span>nabywcy <span class="_ _f"></span>lokalu <span class="_ _e"></span>(ktry <span class="_ _f"></span>jest <span class="_ _e"></span>jednocześnie <span class="_ _f"></span>momentem </span></div><div class="t m0 x2 hd y28f ff4 fs8 fc1 sc0 ls0 ws0">ujcia <span class="_ _10"> </span>przychodu <span class="_ _10"> </span>ze  sp<span class="_ _0"></span>rzedaży <span class="_ _13"> </span>lokalu) <span class="_ _10"> </span>nastpu<span class="_ _9"></span>je <span class="_ _10"> </span>p<span class="_ _9"></span>rzeniesienie <span class="_ _10"> </span>związanej <span class="_ _13"> </span>z <span class="_ _10"> </span>tym <span class="_ _13"> </span>lokalem <span class="_ _10"> </span>cz<span class="_ _9"></span>ści <span class="_ _10"> </span>aktywa <span class="_ _13"> </span>z <span class="_ _10"> </span>tytułu <span class="_ _10"> </span>l<span class="_ _9"></span>easingu <span class="_ _10"> </span>z </div><div class="t m0 x2 hd y290 ff9 fs8 fc1 sc0 ls0 ws0">Zapasów<span class="ff3"> na </span>Należności<span class="ff3"> <span class="ff4">od nabywcy, w kwocie korespondującej z ujtym zobowiązaniem z tyt. leasingu d<span class="_ _0"></span>anego gruntu.<span class="_ _15"></span><span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y26e ff4 fs8 fc1 sc0 ls0 ws0">Do <span class="_ _0"></span>momentu <span class="_ _1b"></span>przeniesienia <span class="_ _0"></span>na <span class="_ _1b"></span>na<span class="_ _9"></span>bywc <span class="_ _0"></span>własności, <span class="_ _1b"></span>zarw<span class="_ _9"></span>no <span class="_ _1b"></span>należność <span class="_ _0"></span>jak <span class="_ _0"></span>i <span class="_ _1b"></span>zobowiązanie <span class="_ _0"></span>wykazywane <span class="_ _1b"></span>są jako <span class="_ _1b"></span>krtkoterminowe </div><div class="t m0 x2 hd y291 ff4 fs8 fc1 sc0 ls0 ws0">gdyż, <span class="_ _f"></span>ich <span class="_ _f"> </span>ro<span class="_ _9"></span>zliczenie <span class="_ _f"> </span>nastąpi <span class="_ _10"> </span>poprzez <span class="_ _f"> </span>przeniesienie <span class="_ _10"> </span>na <span class="_ _f"> </span>na<span class="_ _9"></span>bywc <span class="_ _f"> </span>w<span class="_ _9"></span> <span class="_ _f"> </span>okresie <span class="_ _f"> </span>„cyklu <span class="_ _10"> </span>operacyjnego”. <span class="_ _10"> </span>W <span class="_ _f"> </span>dacie <span class="_ _10"> </span>przeniesienia <span class="_ _f"></span>na </div><div class="t m0 x2 hd y292 ff4 fs8 fc1 sc0 ls0 ws0">nabywc <span class="_ _0"></span>własności<span class="ff3"> </span>nast<span class="_ _0"></span>puje wyksigowanie <span class="_ _1b"></span>zobow<span class="_ _9"></span>iązania <span class="_ _0"></span>z tytułu <span class="_ _1b"></span>leasingu gruntu <span class="_ _1b"></span>oraz należności z <span class="_ _1b"></span>tego tytułu <span class="_ _1b"></span>od nabywcw </div><div class="t m0 x2 hd y55 ff3 fs8 fc1 sc0 ls0 ws0">lokali. </div><div class="t m0 x2 hd y293 ff3 fs8 fc1 sc0 ls0 ws0">W<span class="ff4">szystkie przyszłe płatności wynikające z posiad<span class="_ _0"></span>ania prawa do wieczystego użytkowania, wyni<span class="_ _0"></span>kające z okresu na jaki to p<span class="_ _0"></span>rawo </span></div><div class="t m0 x2 hd y294 ff4 fs8 fc1 sc0 ls0 ws0">jest  udzielone  dla <span class="_ _14"> </span>poszczeglnych  nieruchomości  (mo<span class="_ _9"></span>że  wynosić <span class="_ _14"> </span>do  99  lat)<span class="_ _9"></span><span class="ff3"> <span class="_ _14"> </span></span>są  dyskontowane.<span class="_ _9"></span>  Okres  te<span class="_ _9"></span>n  nie  z<span class="_ _9"></span>ależy  od </div><div class="t m0 x2 hd y295 ff4 fs8 fc1 sc0 ls0 ws0">przewidywanego <span class="_ _10"> </span>przez <span class="_ _10"> </span>Spłk <span class="_ _10"> </span>okresu, <span class="_ _10"> </span>w <span class="_ _13"> </span>ktrym <span class="_ _10"> </span>Spłka <span class="_ _13"> </span>bdzie <span class="_ _10"> </span>właścicielem <span class="_ _10"> </span>prawa <span class="_ _10"> </span>do  wie<span class="_ _0"></span>czystego <span class="_ _10"> </span>użytkowania, <span class="_ _10"> </span>czyli <span class="_ _10"> </span>od </div><div class="t m0 x2 hd y296 ff4 fs8 fc1 sc0 ls0 ws0">planowanego wykorzystania tych nieruchomości pod inwestycje dewelope<span class="_ _0"></span>rskie.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y297 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y298 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y299 ff1 fsa fc0 sc0 ls11 ws0">7.5<span class="ff5 ls0"> <span class="_ _d"> </span><span class="ff2 fc1">KLUCZOWE WARTOŚCI OPARTE NA PROFESJONALNYM OSĄDZIE I ŹRÓDŁA </span></span></div><div class="t m0 x4 h29 y29a ff2 fsa fc1 sc0 ls0 ws0">SZACUNKÓW<span class="ff1"> </span></div><div class="t m0 x2 hd y29b ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y27c ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _13"> </span>procesie <span class="_ _10"> </span>stosowania <span class="_ _13"> </span>zasad <span class="_ _13"> </span>(polityki) <span class="_ _10"> </span>rachunkowości  wobec <span class="_ _f"> </span>zagadnie  p<span class="_ _0"></span>odanych <span class="_ _10"> </span>poniżej,  najwiksze <span class="_ _10"> </span>znaczenie, <span class="_ _10"> </span>oprcz </div><div class="t m0 x2 hd y29c ff4 fs8 fc1 sc0 ls0 ws0">szacunkw ksigowych, miał profesjonaln<span class="_ _0"></span>y osąd kierownictwa i przyjte założ<span class="_ _9"></span>enia.<span class="ff3"> </span></div><div class="t m0 x2 he y29d ff2 fs4 fc0 sc0 ls0 ws0">BUDŻETY PROJEKTÓW <span class="_ _9"></span>DEWELOPERSKICH<span class="_ _9"></span><span class="ff1"> </span></div><div class="t m0 x2 hd y29e ff4 fs8 fc1 sc0 ls0 ws0">Podstawą <span class="_ _f"> </span>do <span class="_ _10"> </span>decyzji <span class="_ _f"> </span>o <span class="_ _10"> </span>zakupie <span class="_ _f"> </span>nieruchomości <span class="_ _10"> </span>(gruntw) <span class="_ _f"> </span>są <span class="_ _10"> </span>analizy, <span class="_ _10"> </span>ktrych <span class="_ _f"> </span>jednym <span class="_ _f"> </span>z <span class="_ _10"> </span>najważniejszych <span class="_ _10"> </span>elementw <span class="_ _f"> </span>są <span class="_ _10"> </span>tzw. </div><div class="t m0 x2 hd y29f ff4 fs8 fc1 sc0 ls0 ws0">budżety zakupowe <span class="_ _9"></span>sporządzane <span class="_ _15"></span>w <span class="_ _9"></span>celu oceny<span class="_ _9"></span> przyszł<span class="_ _9"></span>ej zyskow<span class="_ _9"></span>ności projektw. <span class="_ _9"></span>Od <span class="_ _9"></span>momen<span class="_ _9"></span>tu zaku<span class="_ _9"></span>pu <span class="_ _9"></span>nieruchomości, <span class="_ _9"></span>budżety </div><div class="t m0 x2 hd y2a0 ff4 fs8 fc1 sc0 ls0 ws0">dla <span class="_ _e"></span>tych <span class="_ _f"></span>projektw <span class="_ _e"></span>budowlanych <span class="_ _f"></span>są <span class="_ _e"></span>aktualizowane <span class="_ _e"></span>zgodnie <span class="_ _e"></span>z<span class="_ _9"></span> <span class="_ _e"></span>najl<span class="_ _9"></span>epszą <span class="_ _e"></span>wiedzą <span class="_ _f"></span>i <span class="_ _e"></span>doświadczeniem <span class="_ _e"></span>kadry <span class="_ _f"></span>kierowniczej <span class="_ _e"></span>Spłki. </div><div class="t m0 x2 hd y2a1 ff4 fs8 fc1 sc0 ls0 ws0">Wszystkie <span class="_ _9"></span>budżety <span class="_ _15"></span>projektw <span class="_ _15"></span>budowlanych <span class="_ _15"></span>są <span class="_ _9"></span>w<span class="_ _9"></span>eryfikowane <span class="_ _9"></span>i <span class="_ _15"></span>w <span class="_ _15"></span>razie <span class="_ _15"></span>potrzeby <span class="_ _15"></span>aktualizowane <span class="_ _15"></span>nie <span class="_ _9"></span>rzadziej <span class="_ _15"></span>niż <span class="_ _15"></span>co <span class="_ _15"></span>3 <span class="_ _15"></span>miesiące. </div><div class="t m0 x2 hd y252 ff4 fs8 fc1 sc0 ls0 ws0">Aktualizowane budżety projektw stanowią podstaw do:<span class="ff3"> </span></div><div class="t m0 x2 hd y2a2 ff4 fs8 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _1d"> </span></span>weryfikacji ich rentowności i weryfikacji ewentualneg<span class="_ _0"></span>o odpisu aktualizującego wartość zapasw,<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y2a3 ff4 fs8 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _1d"> </span></span>tworzenia prognoz finansowych, budżetw rocznych i planw średni<span class="_ _0"></span>oterminowych.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 he y2a4 ff1 fs4 fc0 sc0 ls0 ws0">UJMOWANIE <span class="ff2">PRZYC<span class="_ _9"></span>HODÓW <span class="_ _9"></span>ZE SPRZEDAŻY PRO<span class="_ _9"></span>DUKTÓW <span class="_ _9"></span></span> </div><div class="t m0 x2 hd y2a5 ff4 fs8 fc1 sc0 ls0 ws0">Przychody <span class="_ _1b"></span>ze <span class="_ _0"></span>sprzedaży <span class="_ _1b"></span>nieruchomości <span class="_ _1b"></span>(<span class="_ _9"></span>jednostek <span class="_ _4"></span>mi<span class="_ _9"></span>eszkalnych, <span class="_ _1b"></span>po<span class="_ _9"></span>wierzchni <span class="_ _1b"></span>komercyjnych <span class="_ _1b"></span>itp.) <span class="_ _0"></span>są <span class="_ _1b"></span>ro<span class="_ _9"></span>zpoznawane <span class="_ _1b"></span>w <span class="_ _0"></span>momencie </div><div class="t m0 x2 hd y2a6 ff4 fs8 fc1 sc0 ls0 ws0">przejścia <span class="_ _15"></span>na <span class="_ _15"></span>nabywc <span class="_ _15"></span>nieruchomości <span class="_ _15"></span>ko<span class="_ _9"></span>ntroli <span class="_ _15"></span>nad <span class="_ _15"></span>nabywaną <span class="_ _15"></span>nieruchomością <span class="_ _15"></span>oraz <span class="_ _15"></span>znaczących <span class="_ _15"></span>ryzyk <span class="_ _15"></span>i <span class="_ _15"></span>korzyści <span class="_ _e"></span>właściwych <span class="_ _15"></span>dla </div><div class="t m0 x2 hd y2a7 ff4 fs8 fc1 sc0 ls0 ws0">prawa w<span class="_ _9"></span>łasności.<span class="ff3"> <span class="_ _9"></span></span>Według oceny <span class="_ _9"></span>kadry <span class="_ _9"></span>zarządzającej <span class="_ _9"></span>Spłki <span class="_ _9"></span>nastpuje to <span class="_ _9"></span>w <span class="_ _9"></span>momencie <span class="_ _9"></span>wydania nieruchomości <span class="_ _9"></span>kupującemu na<span class="_ _9"></span> </div><div class="t m0 x2 hd y2a8 ff4 fs8 fc1 sc0 ls0 ws0">podstawie <span class="_ _9"></span>podpisanego <span class="_ _e"></span>przez <span class="_ _15"></span>strony <span class="_ _15"></span>protokołu <span class="_ _15"></span>odbioru, <span class="_ _15"></span>pod <span class="_ _15"></span>warunkiem <span class="_ _15"></span>dokonania <span class="_ _15"></span>przez <span class="_ _15"></span>kupującego <span class="_ _15"></span>100% <span class="_ _15"></span>wpłat <span class="_ _15"></span>na <span class="_ _15"></span>poczet </div><div class="t m0 x2 hd y2a9 ff4 fs8 fc1 sc0 ls0 ws0">ceny nabycia nieruchomości.<span class="ff3"> </span></div><div class="t m0 x2 he y2aa ff2 fs4 fc0 sc0 ls0 ws0">SEZONOWOŚĆ<span class="_ _9"></span><span class="ff1"> </span></div><div class="t m0 x2 hd y2ab ff4 fs8 fc1 sc0 ls0 ws0">Działalność operacyjna Spłki<span class="ff3"> </span>nie podlega istotnym zjawiskom sezonowości<span class="ff3">. </span></div></div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi x3 y11 w3 h4" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">18<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h29 y173 ff1 fsa fc0 sc0 ls11 ws0">7.6<span class="ff5 ls0"> <span class="_ _d"> </span><span class="ff2 fc1">WARTOŚCI NIEMATERIALNE<span class="ff1"> </span></span></span></div><div class="t m0 x2 hd y174 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y175 ff4 fs8 fc1 sc0 ls0 ws0">Rok bieżący<span class="ff3"> </span></div></div><div class="c x2 y2ac w30 h2a"><div class="t m0 x0 h9 y2ad ff2 fs5 fc1 sc0 ls0 ws0">WARTOŚCI NIEMATERIALNE<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x6f y2ac w31 h2a"><div class="t m0 x63 h9 y2ad ff2 fs5 fc1 sc0 ls0 ws0">Inne wartości </div><div class="t m0 x4a h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">niematerialne </div></div><div class="c x33 y2ac w32 h2a"><div class="t m0 x3c h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0">Oprogramowanie </div><div class="t m0 x6b h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">komputerowe </div></div><div class="c x59 y2ac w33 h2a"><div class="t m0 x1f h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0">Znak  towarowy </div></div><div class="c x70 y2ac w32 h2a"><div class="t m0 x71 h9 y2ad ff2 fs5 fc1 sc0 ls0 ws0">Wartości </div><div class="t m0 x15 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">niematerialne w </div><div class="t m0 x71 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">realizacji </div></div><div class="c x5c y2ac w34 h2a"><div class="t m0 x61 h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x2 y2ae w30 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Wartość brutto na początek okr<span class="_ _0"></span>esu<span class="ff1"> </span></div></div><div class="c x6f y2ae w31 h12"><div class="t m0 x22 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">033</span> </div></div><div class="c x33 y2ae w32 h12"><div class="t m0 x49 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">35<span class="ls0"> </span>535<span class="ls0"> </span></div></div><div class="c x59 y2ae w33 h12"><div class="t m0 x72 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2ae w32 h12"><div class="t m0 x73 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">182<span class="ls0"> </span></div></div><div class="c x5c y2ae w34 h12"><div class="t m0 x17 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">42<span class="ls0"> </span>750<span class="ls0"> </span></div></div><div class="c x2 y62 w30 h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia <span class="ff3">- </span>nab<span class="_ _0"></span>ycie spłek<span class="ff3"> </span></div></div><div class="c x6f y62 w31 h10"><div class="t m0 x74 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x33 y62 w32 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y62 w33 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y62 w32 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y62 w34 h10"><div class="t m0 x75 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y2af w30 h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia p<span class="_ _0"></span>ozostałe<span class="ff3"> </span></div></div><div class="c x6f y2af w31 h12"><div class="t m0 x74 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x33 y2af w32 h12"><div class="t m0 x72 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y2af w33 h12"><div class="t m0 x72 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2af w32 h12"><div class="t m0 x30 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">715</span> </div></div><div class="c x5c y2af w34 h12"><div class="t m0 x49 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">715</span> </div></div><div class="c x2 y2b0 w30 h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Przeniesieni<span class="_ _0"></span>a </div></div><div class="c x6f y2b0 w31 h10"><div class="t m0 x1 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">514<span class="ls0"> </span></div></div><div class="c x33 y2b0 w32 h10"><div class="t m0 x30 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">968</span> </div></div><div class="c x59 y2b0 w33 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2b0 w32 h10"><div class="t m0 x22 h11 y8b ff3 fs5 fc1 sc0 ls8 ws0">(5<span class="ls0"> <span class="ls7">482)</span> </span></div></div><div class="c x5c y2b0 w34 h10"><div class="t m0 x75 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y2b1 w30 h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(Zmniejszenia) </div></div><div class="c x6f y2b1 w31 h10"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(61) </div></div><div class="c x33 y2b1 w32 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y2b1 w33 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2b1 w32 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y2b1 w34 h10"><div class="t m0 x1 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(61) </div></div><div class="c x2 y2b2 w30 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Wartość brutto na koniec okresu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x6f y2b2 w31 h12"><div class="t m0 x22 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">486</span> </div></div><div class="c x33 y2b2 w32 h12"><div class="t m0 x49 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">40<span class="ls0"> </span>503<span class="ls0"> </span></div></div><div class="c x59 y2b2 w33 h12"><div class="t m0 x72 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2b2 w32 h12"><div class="t m0 x73 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">415<span class="ls0"> </span></div></div><div class="c x5c y2b2 w34 h12"><div class="t m0 x17 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">48<span class="ls0"> </span>404<span class="ls0"> </span></div></div><div class="c x2 y9 w30 h2b"><div class="t m0 x0 h9 y2b3 ff1 fs5 fc1 sc0 ls0 ws0">Skumulowana amortyzacja na </div><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">początek okresu<span class="ff1"> </span></div></div><div class="c x6f y9 w31 h2b"><div class="t m0 x22 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">864</span> </div></div><div class="c x33 y9 w32 h2b"><div class="t m0 x49 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">17<span class="ls0"> </span>227<span class="ls0"> </span></div></div><div class="c x59 y9 w33 h2b"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y9 w32 h2b"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y9 w34 h2b"><div class="t m0 x17 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">23<span class="ls0"> </span>091<span class="ls0"> </span></div></div><div class="c x2 y2b4 w30 h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia <span class="ff3">- </span>nab<span class="_ _0"></span>ycie spłek<span class="ff3"> </span></div></div><div class="c x6f y2b4 w31 h10"><div class="t m0 x74 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x33 y2b4 w32 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y2b4 w33 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2b4 w32 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y2b4 w34 h10"><div class="t m0 x75 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y2b5 w30 h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia p<span class="_ _0"></span>ozostałe<span class="ff3"> </span></div></div><div class="c x6f y2b5 w31 h12"><div class="t m0 x1 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">728<span class="ls0"> </span></div></div><div class="c x33 y2b5 w32 h12"><div class="t m0 x30 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">388</span> </div></div><div class="c x59 y2b5 w33 h12"><div class="t m0 x72 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2b5 w32 h12"><div class="t m0 x72 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y2b5 w34 h12"><div class="t m0 x49 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">116</span> </div></div><div class="c x2 y2b6 w30 h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(Zmniejszenia) </div></div><div class="c x6f y2b6 w31 h10"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(17) </div></div><div class="c x33 y2b6 w32 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y2b6 w33 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2b6 w32 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y2b6 w34 h10"><div class="t m0 x1 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(17) </div></div><div class="c x2 y1b3 w30 h2c"><div class="t m0 x0 h9 y2b3 ff1 fs5 fc1 sc0 ls0 ws0">Skumulowana amortyzacja na </div><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">koniec okresu </div></div><div class="c x6f y1b3 w31 h2c"><div class="t m0 x22 h9 y2b3 ff1 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">575</span> </div></div><div class="c x33 y1b3 w32 h2c"><div class="t m0 x49 h9 y2b3 ff1 fs5 fc1 sc0 ls7 ws0">22<span class="ls0"> </span>615<span class="ls0"> </span></div></div><div class="c x59 y1b3 w33 h2c"><div class="t m0 x72 h9 y2b3 ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y1b3 w32 h2c"><div class="t m0 x72 h9 y2b3 ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y1b3 w34 h2c"><div class="t m0 x17 h9 y2b3 ff1 fs5 fc1 sc0 ls7 ws0">29<span class="ls0"> </span>190<span class="ls0"> </span></div></div><div class="c x2 y2b7 w30 h2d"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Wartość netto na koniec <span class="ff1">okresu </span></div></div><div class="c x6f y2b7 w31 h2d"><div class="t m0 x1 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">911<span class="ls0"> </span></div></div><div class="c x33 y2b7 w32 h2d"><div class="t m0 x49 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">17<span class="ls0"> </span>888<span class="ls0"> </span></div></div><div class="c x59 y2b7 w33 h2d"><div class="t m0 x72 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2b7 w32 h2d"><div class="t m0 x73 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">415<span class="ls0"> </span></div></div><div class="c x5c y2b7 w34 h2d"><div class="t m0 x17 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">19<span class="ls0"> </span>214<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y2b8 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y2b9 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y2ba ff3 fs8 fc1 sc0 ls0 ws0">Rok poprzedni </div></div><div class="c x2 y2bb w30 h2e"><div class="t m0 x0 h9 y2bc ff2 fs5 fc1 sc0 ls0 ws0">WARTOŚCI NIEMATERIALNE<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x6f y2bb w31 h2e"><div class="t m0 x63 h9 y2bc ff2 fs5 fc1 sc0 ls0 ws0">Inne wartości </div><div class="t m0 x4a h9 y2b3 ff1 fs5 fc1 sc0 ls0 ws0">niematerialne </div></div><div class="c x33 y2bb w32 h2e"><div class="t m0 x3c h9 y2bc ff1 fs5 fc1 sc0 ls0 ws0">Oprogramowanie </div><div class="t m0 x6b h9 y2b3 ff1 fs5 fc1 sc0 ls0 ws0">komputerowe </div></div><div class="c x59 y2bb w33 h2e"><div class="t m0 x1f h9 y2bc ff1 fs5 fc1 sc0 ls0 ws0">Znak  towarowy </div></div><div class="c x70 y2bb w32 h2e"><div class="t m0 x71 h9 y2bc ff2 fs5 fc1 sc0 ls0 ws0">Wartości </div><div class="t m0 x15 h9 y2b3 ff1 fs5 fc1 sc0 ls0 ws0">niematerialne w </div><div class="t m0 x71 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">realizacji </div></div><div class="c x5c y2bb w34 h2e"><div class="t m0 x61 h9 y2bc ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x2 y2bd w30 h15"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Wartość brutto na początek okr<span class="_ _0"></span>esu<span class="ff1"> </span></div></div><div class="c x6f y2bd w31 h15"><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">43</span>2 </div></div><div class="c x33 y2bd w32 h15"><div class="t m0 x49 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">30<span class="ls0"> </span>036<span class="ls0"> </span></div></div><div class="c x59 y2bd w33 h15"><div class="t m0 x72 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2bd w32 h15"><div class="t m0 x73 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">270<span class="ls0"> </span></div></div><div class="c x5c y2bd w34 h15"><div class="t m0 x17 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">36<span class="ls0"> </span>738<span class="ls0"> </span></div></div><div class="c x2 y2be w30 h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia <span class="ff3">- </span>nab<span class="_ _0"></span>ycie spłek<span class="ff3"> </span></div></div><div class="c x6f y2be w31 h10"><div class="t m0 x74 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x33 y2be w32 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y2be w33 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2be w32 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y2be w34 h10"><div class="t m0 x75 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y2bf w30 h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia p<span class="_ _0"></span>ozostałe<span class="ff3"> </span></div></div><div class="c x6f y2bf w31 h12"><div class="t m0 x1 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">601<span class="ls0"> </span></div></div><div class="c x33 y2bf w32 h12"><div class="t m0 x72 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y2bf w33 h12"><div class="t m0 x72 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2bf w32 h12"><div class="t m0 x30 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">411</span> </div></div><div class="c x5c y2bf w34 h12"><div class="t m0 x49 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">012</span> </div></div><div class="c x2 y2c0 w30 h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Przeniesieni<span class="_ _0"></span>a </div></div><div class="c x6f y2c0 w31 h10"><div class="t m0 x74 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x33 y2c0 w32 h10"><div class="t m0 x30 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">499</span> </div></div><div class="c x59 y2c0 w33 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2c0 w32 h10"><div class="t m0 x22 h11 y8b ff3 fs5 fc1 sc0 ls8 ws0">(5<span class="ls0"> <span class="ls7">499)</span> </span></div></div><div class="c x5c y2c0 w34 h10"><div class="t m0 x75 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y2c1 w30 h12"><div class="t m0 x4a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(Zmniejszenia) </div></div><div class="c x6f y2c1 w31 h12"><div class="t m0 x74 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x33 y2c1 w32 h12"><div class="t m0 x72 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y2c1 w33 h12"><div class="t m0 x72 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2c1 w32 h12"><div class="t m0 x72 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y2c1 w34 h12"><div class="t m0 x75 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y2c2 w30 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Wartość brutto na koniec okresu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x6f y2c2 w31 h12"><div class="t m0 x22 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">033</span> </div></div><div class="c x33 y2c2 w32 h12"><div class="t m0 x49 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">35<span class="ls0"> </span>53<span class="ls0">5 </span></div></div><div class="c x59 y2c2 w33 h12"><div class="t m0 x72 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2c2 w32 h12"><div class="t m0 x73 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">182<span class="ls0"> </span></div></div><div class="c x5c y2c2 w34 h12"><div class="t m0 x17 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">42<span class="ls0"> </span>750<span class="ls0"> </span></div></div><div class="c x2 y2c3 w30 h2f"><div class="t m0 x0 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">Skumulowana amortyzacja na </div><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">początek okresu<span class="ff1"> </span></div></div><div class="c x6f y2c3 w31 h2f"><div class="t m0 x22 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">193</span> </div></div><div class="c x33 y2c3 w32 h2f"><div class="t m0 x49 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">12<span class="ls0"> </span>886<span class="ls0"> </span></div></div><div class="c x59 y2c3 w33 h2f"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2c3 w32 h2f"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y2c3 w34 h2f"><div class="t m0 x17 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">18<span class="ls0"> </span>079<span class="ls0"> </span></div></div><div class="c x2 y2c4 w30 h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia <span class="ff3">- </span>nab<span class="_ _0"></span>ycie spłek<span class="ff3"> </span></div></div><div class="c x6f y2c4 w31 h10"><div class="t m0 x74 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x33 y2c4 w32 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y2c4 w33 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2c4 w32 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y2c4 w34 h10"><div class="t m0 x75 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y2c5 w30 h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia p<span class="_ _0"></span>ozostałe<span class="ff3"> </span></div></div><div class="c x6f y2c5 w31 h12"><div class="t m0 x1 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">67<span class="ls0">1 </span></div></div><div class="c x33 y2c5 w32 h12"><div class="t m0 x30 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">341</span> </div></div><div class="c x59 y2c5 w33 h12"><div class="t m0 x72 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2c5 w32 h12"><div class="t m0 x72 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y2c5 w34 h12"><div class="t m0 x49 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">01</span>2 </div></div><div class="c x2 y2c6 w30 h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(Zmniejszenia) </div></div><div class="c x6f y2c6 w31 h10"><div class="t m0 x74 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x33 y2c6 w32 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y2c6 w33 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2c6 w32 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y2c6 w34 h10"><div class="t m0 x75 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y2c7 w30 h30"><div class="t m0 x0 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">Skumulowana amortyzacja na </div><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">koniec okresu </div></div><div class="c x6f y2c7 w31 h30"><div class="t m0 x22 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">864</span> </div></div><div class="c x33 y2c7 w32 h30"><div class="t m0 x49 h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">17<span class="ls0"> </span>227<span class="ls0"> </span></div></div><div class="c x59 y2c7 w33 h30"><div class="t m0 x72 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2c7 w32 h30"><div class="t m0 x72 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y2c7 w34 h30"><div class="t m0 x17 h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">23<span class="ls0"> </span>091<span class="ls0"> </span></div></div><div class="c x2 y2c8 w30 h2d"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Wartość netto na koniec okresu<span class="ff1"> </span></div></div><div class="c x6f y2c8 w31 h2d"><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">16</span>9 </div></div><div class="c x33 y2c8 w32 h2d"><div class="t m0 x49 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">18<span class="ls0"> </span>30<span class="ls0">8 </span></div></div><div class="c x59 y2c8 w33 h2d"><div class="t m0 x72 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2c8 w32 h2d"><div class="t m0 x73 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">182<span class="ls0"> </span></div></div><div class="c x5c y2c8 w34 h2d"><div class="t m0 x17 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">19<span class="ls0"> </span>659<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y2c9 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y2ca ff4 fs8 fc1 sc0 ls0 ws0">Wartości <span class="_ _15"></span>niematerialne <span class="_ _9"></span>są <span class="_ _e"></span>amortyzowane <span class="_ _15"></span>przez <span class="_ _15"></span>o<span class="_ _9"></span>kres <span class="_ _9"></span>ich <span class="_ _e"></span>szacunkowej, <span class="_ _15"></span>ekonomicznej <span class="_ _15"></span>użyteczności, <span class="_ _15"></span>ktry <span class="_ _15"></span>wynosi <span class="_ _15"></span>przecitnie<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y2cb ff3 fs8 fc1 sc0 ls1c ws0">od<span class="ls0"> <span class="ff4">2 do 5 lat. Nie wystpu<span class="_ _0"></span>ją warto<span class="_ _9"></span>ści niematerialne o nieokreśl<span class="_ _0"></span>onym okresie użytkowania.<span class="_ _9"></span><span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y1fd ff4 fs8 fc1 sc0 ls0 ws0">Na <span class="_ _15"></span>dzie <span class="_ _e"></span><span class="ff3">31 <span class="_ _15"></span>grudnia <span class="_ _e"></span>2023 <span class="_ _e"></span></span>roku <span class="_ _15"></span>n<span class="_ _9"></span>ie <span class="_ _15"></span>wystąpiły <span class="_ _e"></span>okoliczności, <span class="_ _15"></span>w<span class="_ _9"></span> <span class="_ _15"></span>wyniku <span class="_ _15"></span>ktrych <span class="_ _e"></span>Spłka <span class="_ _e"></span>winna <span class="_ _15"></span>utworzyć <span class="_ _e"></span>odpisy <span class="_ _15"></span>aktualizujące <span class="_ _e"></span>na </div><div class="t m0 x2 hd y2cc ff4 fs8 fc1 sc0 ls0 ws0">wartości niematerialne. <span class="ff3"> </span></div><div class="t m0 x2 hd y2cd ff4 fs8 fc1 sc0 ls0 ws0">Koszty amortyzacji wartości niematerialnych<span class="_ _0"></span> zostały ujte w kosztac<span class="_ _9"></span>h sprzedaży i kosztach oglnego zarządu.<span class="ff3"> </span></div><div class="t m0 x2 hd y2ce ff4 fs8 fc1 sc0 ls0 ws0">Na wartościach niematerialnych nie ustanowiono żadnych zabezpiecze.<span class="ff3"> </span></div><div class="t m0 x1 hd y2cf ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y2d0 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y2d1 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi x3 y11 w3 h4" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">19<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h29 y173 ff1 fsa fc0 sc0 ls11 ws0">7.7<span class="ff5 ls0"> <span class="_ _d"> </span><span class="ff2 fc1">RZECZOWE AKTYWA TRWAŁE<span class="ff1"> </span></span></span></div><div class="t m0 x2 hd y174 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y175 ff4 fs8 fc1 sc0 ls0 ws0">Rok bieżący<span class="ff3"> </span></div></div><div class="c x2 y2ac w30 h2a"><div class="t m0 x0 h9 y2ad ff2 fs5 fc1 sc0 ls0 ws0">RZECZOWE AKTYWA TRWAŁE<span class="ff1"> </span></div></div><div class="c x6f y2ac w31 h2a"><div class="t m0 x67 h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0">Prawo do </div><div class="t m0 x6b h9 ye7 ff2 fs5 fc1 sc0 ls0 ws0">użytkowania </div><div class="t m0 x76 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">lokali </div></div><div class="c x33 y2ac w32 h2a"><div class="t m0 x15 h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0">Grunty i budynki </div></div><div class="c x59 y2ac w33 h2a"><div class="t m0 x43 h9 y2ad ff2 fs5 fc1 sc0 ls0 ws0">Środki  transportu<span class="ff1"> </span></div></div><div class="c x70 y2ac w32 h2a"><div class="t m0 x46 h9 y2ad ff2 fs5 fc1 sc0 ls0 ws0">Urządzenia i </div><div class="t m0 x15 h9 ye7 ff2 fs5 fc1 sc0 ls0 ws0">pozostałe  środki </div><div class="t m0 x6c h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">trwałe<span class="ff1"> </span></div></div><div class="c x5c y2ac w34 h2a"><div class="t m0 x61 h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x2 y2ae w30 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Wartość brutto na początek okr<span class="_ _0"></span>esu<span class="ff1"> </span></div></div><div class="c x6f y2ae w31 h12"><div class="t m0 x4c h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">30<span class="ls0"> </span>978<span class="ls0"> </span></div></div><div class="c x33 y2ae w32 h12"><div class="t m0 x72 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y2ae w33 h12"><div class="t m0 x30 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">804</span> </div></div><div class="c x70 y2ae w32 h12"><div class="t m0 x49 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">11<span class="ls0"> </span>606<span class="ls0"> </span></div></div><div class="c x5c y2ae w34 h12"><div class="t m0 x17 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>388<span class="ls0"> </span></div></div><div class="c x2 y62 w30 h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia <span class="ff3">- </span>nab<span class="_ _0"></span>ycie spłek<span class="ff3"> </span></div></div><div class="c x6f y62 w31 h10"><div class="t m0 x74 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x33 y62 w32 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y62 w33 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y62 w32 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y62 w34 h10"><div class="t m0 x75 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y2af w30 h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia p<span class="_ _0"></span>ozostałe<span class="ff3"> </span></div></div><div class="c x6f y2af w31 h12"><div class="t m0 x22 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">988</span> </div></div><div class="c x33 y2af w32 h12"><div class="t m0 x30 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">406</span> </div></div><div class="c x59 y2af w33 h12"><div class="t m0 x30 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">369</span> </div></div><div class="c x70 y2af w32 h12"><div class="t m0 x73 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">897<span class="ls0"> </span></div></div><div class="c x5c y2af w34 h12"><div class="t m0 x49 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">660</span> </div></div><div class="c x2 y2b0 w30 h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(Zmniejszenia) </div></div><div class="c x6f y2b0 w31 h10"><div class="t m0 x74 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x33 y2b0 w32 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y2b0 w33 h10"><div class="t m0 x22 h11 y8b ff3 fs5 fc1 sc0 ls8 ws0">(1<span class="ls0"> <span class="ls7">236)</span> </span></div></div><div class="c x70 y2b0 w32 h10"><div class="t m0 x1 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(365) </div></div><div class="c x5c y2b0 w34 h10"><div class="t m0 x4c h11 y8b ff3 fs5 fc1 sc0 ls8 ws0">(1<span class="ls0"> <span class="ls7">601)</span> </span></div></div><div class="c x2 y2b1 w30 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Wartość brutto na koniec okresu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x6f y2b1 w31 h10"><div class="t m0 x4c h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">32<span class="ls0"> </span>966<span class="ls0"> </span></div></div><div class="c x33 y2b1 w32 h10"><div class="t m0 x30 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">406</span> </div></div><div class="c x59 y2b1 w33 h10"><div class="t m0 x30 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">937</span> </div></div><div class="c x70 y2b1 w32 h10"><div class="t m0 x49 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">12<span class="ls0"> </span>138<span class="ls0"> </span></div></div><div class="c x5c y2b1 w34 h10"><div class="t m0 x17 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">55<span class="ls0"> </span>447<span class="ls0"> </span></div></div><div class="c x2 y2d2 w30 h2b"><div class="t m0 x0 h9 y2d3 ff1 fs5 fc1 sc0 ls0 ws0">Skumulowana amortyzacja na </div><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">początek okresu<span class="ff1"> </span></div></div><div class="c x6f y2d2 w31 h2b"><div class="t m0 x4c h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">15<span class="ls0"> </span>296<span class="ls0"> </span></div></div><div class="c x33 y2d2 w32 h2b"><div class="t m0 x72 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y2d2 w33 h2b"><div class="t m0 x30 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">51</span>3 </div></div><div class="c x70 y2d2 w32 h2b"><div class="t m0 x49 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">10<span class="ls0"> </span>013<span class="ls0"> </span></div></div><div class="c x5c y2d2 w34 h2b"><div class="t m0 x17 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">30<span class="ls0"> </span>82<span class="ls0">2 </span></div></div><div class="c x2 y9 w30 h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia <span class="ff3">- </span>nab<span class="_ _0"></span>ycie spłek<span class="ff3"> </span></div></div><div class="c x6f y9 w31 h10"><div class="t m0 x74 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x33 y9 w32 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y9 w33 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y9 w32 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y9 w34 h10"><div class="t m0 x75 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y2b4 w30 h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia p<span class="_ _0"></span>ozostałe<span class="ff3"> </span></div></div><div class="c x6f y2b4 w31 h10"><div class="t m0 x22 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">328</span> </div></div><div class="c x33 y2b4 w32 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y2b4 w33 h10"><div class="t m0 x73 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">810<span class="ls0"> </span></div></div><div class="c x70 y2b4 w32 h10"><div class="t m0 x30 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">176</span> </div></div><div class="c x5c y2b4 w34 h10"><div class="t m0 x49 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">314</span> </div></div><div class="c x2 y2b5 w30 h12"><div class="t m0 x4a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(Zmniejszenia) </div></div><div class="c x6f y2b5 w31 h12"><div class="t m0 x74 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x33 y2b5 w32 h12"><div class="t m0 x72 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y2b5 w33 h12"><div class="t m0 x22 h11 y8e ff3 fs5 fc1 sc0 ls8 ws0">(1<span class="ls0"> <span class="ls7">19</span>5) </span></div></div><div class="c x70 y2b5 w32 h12"><div class="t m0 x1 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(355) </div></div><div class="c x5c y2b5 w34 h12"><div class="t m0 x4c h11 y8e ff3 fs5 fc1 sc0 ls8 ws0">(1<span class="ls0"> <span class="ls7">55</span>0) </span></div></div><div class="c x2 y2d4 w30 h30"><div class="t m0 x0 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">Skumulowana amortyzacja na </div><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">koniec okresu </div></div><div class="c x6f y2d4 w31 h30"><div class="t m0 x4c h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">19<span class="ls0"> </span>624<span class="ls0"> </span></div></div><div class="c x33 y2d4 w32 h30"><div class="t m0 x72 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y2d4 w33 h30"><div class="t m0 x30 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">128</span> </div></div><div class="c x70 y2d4 w32 h30"><div class="t m0 x49 h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">10<span class="ls0"> </span>834<span class="ls0"> </span></div></div><div class="c x5c y2d4 w34 h30"><div class="t m0 x17 h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">35<span class="ls0"> </span>586<span class="ls0"> </span></div></div><div class="c x2 y2d5 w30 h31"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Wartość netto na <span class="ff1">koniec okresu </span></div></div><div class="c x6f y2d5 w31 h31"><div class="t m0 x4c h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">13<span class="ls0"> </span>342<span class="ls0"> </span></div></div><div class="c x33 y2d5 w32 h31"><div class="t m0 x30 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">406</span> </div></div><div class="c x59 y2d5 w33 h31"><div class="t m0 x30 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">809</span> </div></div><div class="c x70 y2d5 w32 h31"><div class="t m0 x30 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">304</span> </div></div><div class="c x5c y2d5 w34 h31"><div class="t m0 x17 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">19<span class="ls0"> </span>861<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h5 y2d6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y2d7 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y2d8 ff3 fs2 fc1 sc0 ls0 ws0"> <span class="_ _1e"> </span><span class="fs8">Rok poprzedni </span></div></div><div class="c x2 y2d9 w30 h2a"><div class="t m0 x0 h9 y2ad ff2 fs5 fc1 sc0 ls0 ws0">RZECZOWE AKTYWA TRWAŁE<span class="ff1"> </span></div></div><div class="c x6f y2d9 w31 h2a"><div class="t m0 x67 h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0">Prawo do </div><div class="t m0 x6b h9 ye7 ff2 fs5 fc1 sc0 ls0 ws0">użytkowania </div><div class="t m0 x76 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">lokali </div></div><div class="c x33 y2d9 w32 h2a"><div class="t m0 x15 h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0">Grunty i budynki </div></div><div class="c x59 y2d9 w33 h2a"><div class="t m0 x43 h9 y2ad ff2 fs5 fc1 sc0 ls0 ws0">Środki  transportu<span class="ff1"> </span></div></div><div class="c x70 y2d9 w32 h2a"><div class="t m0 x46 h9 y2ad ff2 fs5 fc1 sc0 ls0 ws0">Urządzenia i </div><div class="t m0 x15 h9 ye7 ff2 fs5 fc1 sc0 ls0 ws0">pozostałe  środki </div><div class="t m0 x6c h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">trwałe<span class="ff1"> </span></div></div><div class="c x5c y2d9 w34 h2a"><div class="t m0 x61 h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x2 y2da w30 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Wartość brutto na początek okr<span class="_ _0"></span>esu<span class="ff1"> </span></div></div><div class="c x6f y2da w31 h12"><div class="t m0 x4c h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">30<span class="ls0"> </span>354<span class="ls0"> </span></div></div><div class="c x33 y2da w32 h12"><div class="t m0 x72 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y2da w33 h12"><div class="t m0 x30 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">669</span> </div></div><div class="c x70 y2da w32 h12"><div class="t m0 x49 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">11<span class="ls0"> </span>104<span class="ls0"> </span></div></div><div class="c x5c y2da w34 h12"><div class="t m0 x17 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">49<span class="ls0"> </span>127<span class="ls0"> </span></div></div><div class="c x2 y2db w30 h15"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia <span class="ff3">- </span>nab<span class="_ _0"></span>ycie spłek<span class="ff3"> </span></div></div><div class="c x6f y2db w31 h15"><div class="t m0 x74 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x33 y2db w32 h15"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y2db w33 h15"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2db w32 h15"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y2db w34 h15"><div class="t m0 x75 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y2dc w30 h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia p<span class="_ _0"></span>ozostałe<span class="ff3"> </span></div></div><div class="c x6f y2dc w31 h10"><div class="t m0 x1 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">624<span class="ls0"> </span></div></div><div class="c x33 y2dc w32 h10"><div class="t m0 x73 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">390<span class="ls0"> </span></div></div><div class="c x59 y2dc w33 h10"><div class="t m0 x30 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">035</span> </div></div><div class="c x70 y2dc w32 h10"><div class="t m0 x73 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">332<span class="ls0"> </span></div></div><div class="c x5c y2dc w34 h10"><div class="t m0 x49 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">38</span>1 </div></div><div class="c x2 y2dd w30 h12"><div class="t m0 x4a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(Zmniejszenia) </div></div><div class="c x6f y2dd w31 h12"><div class="t m0 x74 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x33 y2dd w32 h12"><div class="t m0 x72 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y2dd w33 h12"><div class="t m0 x31 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(900) </div></div><div class="c x70 y2dd w32 h12"><div class="t m0 x1 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(220) </div></div><div class="c x5c y2dd w34 h12"><div class="t m0 x4c h11 y8e ff3 fs5 fc1 sc0 ls8 ws0">(1<span class="ls0"> <span class="ls7">12</span>0) </span></div></div><div class="c x2 y2de w30 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Wartość brutto na koniec okresu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x6f y2de w31 h10"><div class="t m0 x4c h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">30<span class="ls0"> </span>978<span class="ls0"> </span></div></div><div class="c x33 y2de w32 h10"><div class="t m0 x73 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">390<span class="ls0"> </span></div></div><div class="c x59 y2de w33 h10"><div class="t m0 x30 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">804</span> </div></div><div class="c x70 y2de w32 h10"><div class="t m0 x49 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">11<span class="ls0"> </span>216<span class="ls0"> </span></div></div><div class="c x5c y2de w34 h10"><div class="t m0 x17 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>388<span class="ls0"> </span></div></div><div class="c x2 y2df w30 h2f"><div class="t m0 x0 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">Skumulowana amortyzacja na </div><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">początek okresu<span class="ff1"> </span></div></div><div class="c x6f y2df w31 h2f"><div class="t m0 x4c h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">11<span class="ls0"> </span>337<span class="ls0"> </span></div></div><div class="c x33 y2df w32 h2f"><div class="t m0 x72 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y2df w33 h2f"><div class="t m0 x30 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">407</span> </div></div><div class="c x70 y2df w32 h2f"><div class="t m0 x30 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">9 <span class="ls7">012</span> </div></div><div class="c x5c y2df w34 h2f"><div class="t m0 x17 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">25<span class="ls0"> </span>756<span class="ls0"> </span></div></div><div class="c x2 y2e0 w30 h12"><div class="t m0 x4a h9 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia <span class="ff3">- </span>nab<span class="_ _0"></span>ycie spłek<span class="ff1"> </span></div></div><div class="c x6f y2e0 w31 h12"><div class="t m0 x74 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x33 y2e0 w32 h12"><div class="t m0 x72 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y2e0 w33 h12"><div class="t m0 x72 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x70 y2e0 w32 h12"><div class="t m0 x72 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5c y2e0 w34 h12"><div class="t m0 x75 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y2e1 w30 h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia p<span class="_ _0"></span>ozostałe<span class="ff3"> </span></div></div><div class="c x6f y2e1 w31 h10"><div class="t m0 x22 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">959</span> </div></div><div class="c x33 y2e1 w32 h10"><div class="t m0 x73 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">133<span class="ls0"> </span></div></div><div class="c x59 y2e1 w33 h10"><div class="t m0 x73 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">910<span class="ls0"> </span></div></div><div class="c x70 y2e1 w32 h10"><div class="t m0 x30 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">04</span>7 </div></div><div class="c x5c y2e1 w34 h10"><div class="t m0 x49 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">6 0<span class="ls7">49</span> </div></div><div class="c x2 y2e2 w30 h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(Zmniejszenia) </div></div><div class="c x6f y2e2 w31 h10"><div class="t m0 x74 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x33 y2e2 w32 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x59 y2e2 w33 h10"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(804) </div></div><div class="c x70 y2e2 w32 h10"><div class="t m0 x1 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(179) </div></div><div class="c x5c y2e2 w34 h10"><div class="t m0 x1d h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(983) </div></div><div class="c x2 y2e3 w30 h30"><div class="t m0 x0 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">Skumulowana amortyzacja na </div><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">koniec okresu </div></div><div class="c x6f y2e3 w31 h30"><div class="t m0 x4c h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">15<span class="ls0"> </span>296<span class="ls0"> </span></div></div><div class="c x33 y2e3 w32 h30"><div class="t m0 x73 h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">133<span class="ls0"> </span></div></div><div class="c x59 y2e3 w33 h30"><div class="t m0 x30 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">51</span>3 </div></div><div class="c x70 y2e3 w32 h30"><div class="t m0 x30 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">9 <span class="ls7">880</span> </div></div><div class="c x5c y2e3 w34 h30"><div class="t m0 x17 h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">30<span class="ls0"> </span>82<span class="ls0">2 </span></div></div><div class="c x2 y2e4 w30 h2d"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Wartość netto na <span class="ff1">koniec okresu </span></div></div><div class="c x6f y2e4 w31 h2d"><div class="t m0 x4c h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">15<span class="ls0"> </span>682<span class="ls0"> </span></div></div><div class="c x33 y2e4 w32 h2d"><div class="t m0 x73 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">257<span class="ls0"> </span></div></div><div class="c x59 y2e4 w33 h2d"><div class="t m0 x30 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">291</span> </div></div><div class="c x70 y2e4 w32 h2d"><div class="t m0 x30 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">336</span> </div></div><div class="c x5c y2e4 w34 h2d"><div class="t m0 x17 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">19<span class="ls0"> </span>566<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y2e5 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y2e6 ff4 fs8 fc1 sc0 ls0 ws0">Zwikszenia rzeczowych aktyww trwałych nastąpiły w wyniku nab<span class="_ _0"></span>ycia.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y2e7 ff4 fs8 fc1 sc0 ls0 ws0">Na <span class="_ _15"></span>dzie <span class="_ _e"></span><span class="ff3">31 <span class="_ _15"></span>grudnia <span class="_ _e"></span>2023 <span class="_ _e"></span></span>roku <span class="_ _15"></span>n<span class="_ _9"></span>ie <span class="_ _15"></span>wystąpiły <span class="_ _e"></span>okoliczności, <span class="_ _15"></span>w<span class="_ _9"></span> <span class="_ _15"></span>wyniku <span class="_ _15"></span>ktrych <span class="_ _e"></span>Spłka <span class="_ _e"></span>winna <span class="_ _15"></span>utworzyć <span class="_ _e"></span>odpisy <span class="_ _15"></span>aktualizujące <span class="_ _e"></span>na </div><div class="t m0 x2 hd y2e8 ff4 fs8 fc1 sc0 ls0 ws0">rzeczowe aktywa trwałe. <span class="ff3"> </span></div><div class="t m0 x2 hd y2e9 ff4 fs8 fc1 sc0 ls0 ws0">Na środkach trwałych nie ustanowiono żadnych zabezpiecze.<span class="ff3"> </span></div><div class="t m0 x2 hd y2ea ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y2eb ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y2ec ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y2ed ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y2ee ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">20<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h29 y173 ff1 fsa fc0 sc0 ls11 ws0">7.8<span class="ff5 ls0"> <span class="_ _d"> </span><span class="ff2 fc1">INWESTYCJE W JEDNOSTKACH ZALEŻNYCH, STOWARZYSZONYCH </span></span></div><div class="t m0 x4 h29 y2ef ff1 fsa fc1 sc0 ls0 ws0">I <span class="ff2">WSPÓLNYCH PRZEDSIĘWZIĘCIACH</span> </div><div class="t m0 x2 hd y2f0 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y2f1 w35 h30"><div class="t m0 x0 h9 ye7 ff2 fs5 fc1 sc0 ls0 ws0">INWESTYCJE W JEDNOSTKA<span class="_ _0"></span>CH ZALEŻNYCH, STOWARZYSZONYC<span class="_ _0"></span>H  I WSPÓLNYM </div><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">PRZEDSIĘWZIĘCIU<span class="ff1"> </span></div></div><div class="c x77 y2f1 w36 h30"><div class="t m0 x3d h9 ye8 ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y2f1 w37 h30"><div class="t m0 x79 h9 ye8 ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y2f2 w35 h10"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Udziały w jednostkach zale<span class="_ _0"></span>żnych, stowarzyszonych i wspl<span class="_ _0"></span>nym przedsiwziciu<span class="ff1"> </span></div></div><div class="c x77 y2f2 w36 h10"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">472<span class="ls0"> </span>613<span class="ls0"> </span></div></div><div class="c x78 y2f2 w37 h10"><div class="t m0 x2e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">486<span class="ls0"> </span>050<span class="ls0"> </span></div></div><div class="c x2 y2f3 w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Stan na koniec okresu </div></div><div class="c x77 y2f3 w36 h10"><div class="t m0 x31 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">472<span class="ls0"> </span>613<span class="ls0"> </span></div></div><div class="c x78 y2f3 w37 h10"><div class="t m0 x2e h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">486<span class="ls0"> </span>050<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y2f4 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hd yef ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he y2f5 ff1 fs4 fc0 sc0 ls0 ws0">U<span class="ff2">DZIAŁY W JEDNOSTK<span class="_ _9"></span>ACH ZALEŻNYCH<span class="_ _9"></span>, STOWARZYSZON<span class="_ _9"></span>YCH I WSPÓLNYM PRZE<span class="_ _9"></span>DSIĘWZIĘCIU <span class="_ _15"></span></span> </div><div class="t m0 x2 he y2f6 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y23a ff4 fs8 fc1 sc0 ls0 ws0">Na dzie <span class="ff3">31 grudnia 2023 i 2022 </span>roku Spłka nie posiadała inwestycji we wspłnych przeds<span class="_ _0"></span>iwziciach.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y1e2 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y2f7 ff4 fs8 fc1 sc0 ls0 ws0">Inwestycje w jednostkach zależnych<span class="ff3"> i stowarzyszonych przedstawiono w </span>poniższej tabeli:<span class="ff3"> </span></div><div class="t m0 x2 h11 y2f8 ff3 fs5 fc1 sc0 ls1d ws0">*)<span class="ls0"> <span class="ff4">W <span class="_ _9"></span>drugim kwartale 2023 roku Sento S.A. (jako spłka przejmowana)<span class="_ _0"></span> zostało połączone z Dom <span class="_ _9"></span>Development Krakw Sp. z o.o. (jako </span></span></div><div class="t m0 x7a h11 y2f9 ff4 fs5 fc1 sc0 ls0 ws0">spłką przejmującą). <span class="ff3"> </span></div><div class="t m0 x2 h11 y2e1 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h11 y2fa ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe hd y2fb ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Grupa Kapitałowa Euro Styl S.A.<span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y2fc ff4 fs8 fc1 sc0 ls0 ws0">Euro <span class="_ _14"> </span>Styl <span class="_ _14"> </span>S.A.  jest <span class="_ _14"> </span>podmiotem <span class="_ _14"> </span>dominującym <span class="_ _14"> </span>Grupy <span class="_ _14"> </span>Kapitałowej <span class="_ _14"> </span>Euro <span class="_ _14"> </span>Styl <span class="_ _14"> </span>S.A. <span class="_ _14"> </span>Przedmiotem  działalności <span class="_ _14"> </span>tej <span class="_ _14"> </span>grupy <span class="_ _14"> </span>jest </div><div class="t m0 x2 hd y2fd ff4 fs8 fc1 sc0 ls0 ws0">prowadzenie projektw deweloperski<span class="_ _0"></span>ch na terenie Trjmiasta i okolic.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y111 ff4 fs8 fc1 sc0 ls0 ws0">Skład Grupy Euro Styl na dzie <span class="ff3">31 grudnia 2023 </span>r. przedstawia poniższa tabela:<span class="ff3"> </span></div><div class="t m0 x2 hd yc1 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y2fe ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y2ff ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y300 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y301 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x7b y302 w38 h32"><div class="t m0 x0 h9 y303 ff2 fs5 fc1 sc0 ls0 ws0">UDZIAŁY <span class="ff1"> </span></div><div class="t m0 x0 h9 y304 ff2 fs5 fc1 sc0 ls0 ws0">W JEDNOSTKACH ZALEŻNYCH, <span class="ff1"> </span></div><div class="t m0 x0 h9 y305 ff1 fs5 fc1 sc0 ls0 ws0">STOWARZYSZONYCH </div><div class="t m0 x0 h9 y14e ff1 fs5 fc1 sc0 ls0 ws0">I <span class="ff2">WSPÓLNYM PRZEDSIĘWZIĘ<span class="_ _0"></span>CIU<span class="ff1"> </span></span></div></div><div class="c x7c y306 w39 h33"><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Stan na <span class="ls7">31</span>.<span class="ls7">12<span class="ls1e">.2023</span></span><span class="ff3"> </span></div></div><div class="c x69 y306 w3a h33"><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Stan na 31.12.2022 </div></div><div class="c x7c y302 w3b h34"><div class="t m0 x43 h9 y307 ff2 fs5 fc1 sc0 ls0 ws0">Udziały Spółki<span class="ff1"> </span></div><div class="t m0 x4c h9 y2bc ff1 fs5 fc1 sc0 ls0 ws0">(%) </div></div><div class="c x7d y302 w3c h34"><div class="t m0 x76 h9 y307 ff2 fs5 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 x2d h9 y2bc ff1 fs5 fc1 sc0 ls0 ws0">inwestycji </div><div class="t m0 x7e h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">brutto </div></div><div class="c x7f y302 w3d h34"><div class="t m0 x2d h9 y307 ff2 fs5 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 x6b h9 y2bc ff1 fs5 fc1 sc0 ls0 ws0">bilansowa </div><div class="t m0 x57 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">inwestycji </div><div class="t m0 x80 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">netto </div></div><div class="c x81 y302 w3e h34"><div class="t m0 x54 h9 y307 ff2 fs5 fc1 sc0 ls0 ws0">Udziały Spółki<span class="ff1"> </span></div><div class="t m0 x3d h9 y2bc ff1 fs5 fc1 sc0 ls0 ws0">(%) </div></div><div class="c x82 y302 w3b h34"><div class="t m0 x83 h9 y307 ff2 fs5 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 x62 h9 y2bc ff1 fs5 fc1 sc0 ls0 ws0">inwestycji </div><div class="t m0 x84 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">brutto </div></div><div class="c x85 y302 w3c h34"><div class="t m0 x86 h9 y307 ff2 fs5 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 x6b h9 y2bc ff1 fs5 fc1 sc0 ls0 ws0">bilansowa </div><div class="t m0 x6b h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">inwestycji </div><div class="t m0 x80 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">netto </div></div><div class="c x7b y308 w38 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Development Grun<span class="_ _0"></span>ty sp. z o.o.  </div></div><div class="c x7c y308 w3b h10"><div class="t m0 x87 h9 y8b ff3 fs5 fc1 sc0 ls7 ws0">46%<span class="ff1 ls0"> </span></div></div><div class="c x7d y308 w3c h10"><div class="t m0 x2e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">24<span class="ls0"> </span></div></div><div class="c x7f y308 w3d h10"><div class="t m0 x87 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">24<span class="ls0"> </span></div></div><div class="c x81 y308 w3e h10"><div class="t m0 x23 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">46%<span class="ls0"> </span></div></div><div class="c x82 y308 w3b h10"><div class="t m0 x88 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">24<span class="ls0"> </span></div></div><div class="c x85 y308 w3c h10"><div class="t m0 x23 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">24<span class="ls0"> </span></div></div><div class="c x7b y292 w38 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o.<span class="ff3"> </span></div></div><div class="c x7c y292 w3b h12"><div class="t m0 x6d h9 y8e ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ff1 ls0"> </span></div></div><div class="c x7d y292 w3c h12"><div class="t m0 x89 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">35 802<span class="ls0"> </span></div></div><div class="c x7f y292 w3d h12"><div class="t m0 x76 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">35 802<span class="ls0"> </span></div></div><div class="c x81 y292 w3e h12"><div class="t m0 x79 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x82 y292 w3b h12"><div class="t m0 x5e h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">51 002<span class="ls0"> </span></div></div><div class="c x85 y292 w3c h12"><div class="t m0 x8a h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">51 002<span class="ls0"> </span></div></div><div class="c x7b y309 w38 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Dom Development Kred<span class="_ _0"></span>yty sp. z o.o. </div></div><div class="c x7c y309 w3b h12"><div class="t m0 x6d h9 y8e ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ff1 ls0"> </span></div></div><div class="c x7d y309 w3c h12"><div class="t m0 x88 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">505<span class="ls0"> </span></div></div><div class="c x7f y309 w3d h12"><div class="t m0 x6d h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">505<span class="ls0"> </span></div></div><div class="c x81 y309 w3e h12"><div class="t m0 x79 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x82 y309 w3b h12"><div class="t m0 x8b h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">505<span class="ls0"> </span></div></div><div class="c x85 y309 w3c h12"><div class="t m0 x79 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">505<span class="ls0"> </span></div></div><div class="c x7b y30a w38 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Mirabelle Inve<span class="_ _0"></span>stments sp. z o.o. </div></div><div class="c x7c y30a w3b h10"><div class="t m0 x30 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x7d y30a w3c h10"><div class="t m0 x30 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x7f y30a w3d h10"><div class="t m0 x1e h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x81 y30a w3e h10"><div class="t m0 x79 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x82 y30a w3b h10"><div class="t m0 x88 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">58<span class="ls0"> </span></div></div><div class="c x85 y30a w3c h10"><div class="t m0 x23 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">58<span class="ls0"> </span></div></div><div class="c x7b y30b w38 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl S.A. </div></div><div class="c x7c y30b w3b h12"><div class="t m0 x6d h9 y8e ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ff1 ls0"> </span></div></div><div class="c x7d y30b w3c h12"><div class="t m0 x5e h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">265 473<span class="ls0"> </span></div></div><div class="c x7f y30b w3d h12"><div class="t m0 x2a h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">265 473<span class="ls0"> </span></div></div><div class="c x81 y30b w3e h12"><div class="t m0 x79 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x82 y30b w3b h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">265 473<span class="ls0"> </span></div></div><div class="c x85 y30b w3c h12"><div class="t m0 x2a h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">265 473<span class="ls0"> </span></div></div><div class="c x7b y30c w38 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl Developme<span class="_ _0"></span>nt sp. z o.o. w likwidacji </div></div><div class="c x7c y30c w3b h10"><div class="t m0 x30 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x7d y30c w3c h10"><div class="t m0 x30 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x7f y30c w3d h10"><div class="t m0 x1e h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x81 y30c w3e h10"><div class="t m0 x79 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x82 y30c w3b h10"><div class="t m0 x8b h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">252<span class="ls0"> </span></div></div><div class="c x85 y30c w3c h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">252<span class="ls0"> </span></div></div><div class="c x7b y30d w38 h35"><div class="t m0 x0 h11 y17 ff3 fs5 fc1 sc0 ls0 ws0">Dom Construction sp. z o.o. </div></div><div class="c x7c y30d w3b h35"><div class="t m0 x6d h9 ydc ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ff1 ls0"> </span></div></div><div class="c x7d y30d w3c h35"><div class="t m0 x6d h11 ydc ff3 fs5 fc1 sc0 ls7 ws0">3 103<span class="ls0"> </span></div></div><div class="c x7f y30d w3d h35"><div class="t m0 x80 h9 ydc ff1 fs5 fc1 sc0 ls7 ws0">3 103<span class="ls0"> </span></div></div><div class="c x81 y30d w3e h35"><div class="t m0 x79 h11 ydc ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x82 y30d w3b h35"><div class="t m0 x60 h11 ydc ff3 fs5 fc1 sc0 ls7 ws0">3 103<span class="ls0"> </span></div></div><div class="c x85 y30d w3c h35"><div class="t m0 x80 h9 ydc ff1 fs5 fc1 sc0 ls7 ws0">3 103<span class="ls0"> </span></div></div><div class="c x7b y30e w38 h15"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Sento S.A. <span class="ls1d">*)</span> </div></div><div class="c x7c y30e w3b h15"><div class="t m0 x30 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x7d y30e w3c h15"><div class="t m0 x30 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x7f y30e w3d h15"><div class="t m0 x1e h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x81 y30e w3e h15"><div class="t m0 x79 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x82 y30e w3b h15"><div class="t m0 x5e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">42 865<span class="ls0"> </span></div></div><div class="c x85 y30e w3c h15"><div class="t m0 x8a h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">42 865<span class="ls0"> </span></div></div><div class="c x7b y30f w38 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w sp. z o.o.<span class="ff3"> </span></div></div><div class="c x7c y30f w3b h10"><div class="t m0 x6d h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x7d y30f w3c h10"><div class="t m0 x5e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">162 72<span class="ls0">2 </span></div></div><div class="c x7f y30f w3d h10"><div class="t m0 x2a h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">162 72<span class="ls0">2 </span></div></div><div class="c x81 y30f w3e h10"><div class="t m0 x79 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x82 y30f w3b h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">113 970<span class="ls0"> </span></div></div><div class="c x85 y30f w3c h10"><div class="t m0 x2a h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">113 970<span class="ls0"> </span></div></div><div class="c x7b y310 w38 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w 12 sp. z o.o.<span class="ff3"> </span></div></div><div class="c x7c y310 w3b h12"><div class="t m0 x6d h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x7d y310 w3c h12"><div class="t m0 x6d h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">8 784<span class="ls0"> </span></div></div><div class="c x7f y310 w3d h12"><div class="t m0 x80 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">4 984<span class="ls0"> </span></div></div><div class="c x81 y310 w3e h12"><div class="t m0 x79 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x82 y310 w3b h12"><div class="t m0 x60 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">8 784<span class="ls0"> </span></div></div><div class="c x85 y310 w3c h12"><div class="t m0 x80 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">8 784<span class="ls0"> </span></div></div><div class="c x7b y311 w38 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Issogne sp. z o.o. </div></div><div class="c x7c y311 w3b h10"><div class="t m0 x30 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x7d y311 w3c h10"><div class="t m0 x30 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x7f y311 w3d h10"><div class="t m0 x1e h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x81 y311 w3e h10"><div class="t m0 x79 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x82 y311 w3b h10"><div class="t m0 x88 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">14<span class="ls0"> </span></div></div><div class="c x85 y311 w3c h10"><div class="t m0 x23 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">14<span class="ls0"> </span></div></div><div class="c x7b y312 w38 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x7c y312 w3b h10"><div class="t m0 x8c h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x7d y312 w3c h10"><div class="t m0 x5e h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">476 413<span class="ls0"> </span></div></div><div class="c x7f y312 w3d h10"><div class="t m0 x71 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">472 613<span class="ls0"> </span></div></div><div class="c x81 y312 w3e h10"><div class="t m0 x1 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x82 y312 w3b h10"><div class="t m0 x2c h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">486 050<span class="ls0"> </span></div></div><div class="c x85 y312 w3c h10"><div class="t m0 x2a h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">486 050<span class="ls0"> </span></div></div><div class="c x4 y313 w3f h30"><div class="t m0 x0 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">Grupa Euro Styl S.A. </div></div><div class="c x10 y313 w40 h30"><div class="t m0 x50 h9 ye7 ff2 fs5 fc1 sc0 ls0 ws0">Udział jednostki do<span class="_ _0"></span>minującej </div><div class="t m0 x86 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">w kapitale podstawowym </div></div><div class="c x8d y313 w41 h30"><div class="t m0 x43 h9 ye7 ff2 fs5 fc1 sc0 ls0 ws0">Udział jednostki do<span class="_ _0"></span>minującej </div><div class="t m0 x88 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">w prawach głosów<span class="ff3"> </span></div></div><div class="c x4 y314 w3f h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl Construction sp. z o<span class="_ _0"></span>.o. </div></div><div class="c x10 y314 w40 h10"><div class="t m0 xa h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x8d y314 w41 h10"><div class="t m0 x4 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x4 y315 w3f h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl Montownia sp. z o<span class="_ _0"></span>.o. </div></div><div class="c x10 y315 w40 h12"><div class="t m0 xa h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x8d y315 w41 h12"><div class="t m0 x4 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x4 y2cc w3f h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Apartamenty Las Jastarnia sp. z o<span class="_ _0"></span>.o. </div></div><div class="c x10 y2cc w40 h10"><div class="t m0 xa h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x8d y2cc w41 h10"><div class="t m0 x4 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x4 y1ff w3f h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">GGI Dolne Miasto sp. z o.o. </div></div><div class="c x10 y1ff w40 h10"><div class="t m0 xa h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x8d y1ff w41 h10"><div class="t m0 x4 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x4 y316 w3f h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Your Destination sp. z o.o<span class="_ _0"></span>. </div></div><div class="c x10 y316 w40 h12"><div class="t m0 xa h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x8d y316 w41 h12"><div class="t m0 x4 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">21<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y1a4 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y25e ff4 fs8 fc1 sc0 ls0 ws0">Grupa ta posiada w swoim portfelu<span class="_ _0"></span> spłk Euro Styl Construction Sp. z o.o., ktra reali<span class="_ _0"></span>zuje budow inwestycji mie<span class="_ _0"></span>szkaniowych </div><div class="t m0 x2 hd y1a6 ff4 fs8 fc1 sc0 ls0 ws0">w formacie generalnego wykonawstwa wyłącznie dla sp<span class="_ _0"></span>łek Grupy Kapitałowej Euro <span class="_ _9"></span><span class="ff3">Styl S.A. </span></div><div class="t m0 x2 hd y317 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe hd y318 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Dom Development Wrocław sp. z o.o. <span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y319 ff4 fs8 fc1 sc0 ls0 ws0">Przedmiotem działalności spłki jest p<span class="_ _0"></span>rowadzenie projektw deweloperskich na terenie Wrocławia.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 xe hd y31a ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Dom Development Krakw Sp. z o.o.<span class="ff3">  </span></span></span></div><div class="t m0 x2 hd y31b ff4 fs8 fc1 sc0 ls0 ws0">Dom <span class="_ _13"> </span>Development <span class="_ _10"> </span>Krakw  S<span class="_ _0"></span>p.  z <span class="_ _10"> </span>o.o.  jes<span class="_ _0"></span>t <span class="_ _13"> </span>spłką <span class="_ _13"> </span>powołaną <span class="_ _10"> </span>w<span class="_ _9"></span> <span class="_ _10"> </span>lutym <span class="_ _13"> </span>2022 <span class="_ _10"> </span>r.,  w <span class="_ _10"> </span>ktrej  n<span class="_ _0"></span>astpuje <span class="_ _13"> </span>stopniowa <span class="_ _13"> </span>kon<span class="_ _9"></span><span class="ff3">solidacja<span class="_ _9"></span> </span></div><div class="t m0 x2 hd y31c ff4 fs8 fc1 sc0 ls0 ws0">dzialalności deweloperskiej na rynku kr<span class="_ _0"></span>akowskim w ramach Grupy Kapitałow<span class="_ _9"></span>ej Dom Development S.A.<span class="ff3"> </span></div><div class="t m0 xe hd y1b0 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Dom Development Krakw 12 Sp. z o.o.<span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y31d ff4 fs8 fc1 sc0 ls0 ws0">Dom <span class="_ _9"></span>Development <span class="_ _9"></span>Krakw <span class="_ _9"></span>12 <span class="_ _15"></span>Sp. <span class="_ _9"></span>z <span class="_ _9"></span>o.o. <span class="_ _9"></span>(wcześniejsza <span class="_ _9"></span>nazwa <span class="_ _15"></span>to <span class="_ _9"></span>Buma <span class="_ _9"></span>Development 12 <span class="_ _15"></span>Sp. <span class="_ _9"></span>z <span class="_ _9"></span>o.o<span class="_ _9"></span>.<span class="_ _9"></span>, <span class="_ _9"></span>spłka <span class="_ _9"></span>nabyta <span class="_ _9"></span>w <span class="_ _15"></span>2022 <span class="_ _9"></span>roku </div><div class="t m0 x2 hd y31e ff3 fs8 fc1 sc0 ls0 ws0">wraz <span class="_ _e"></span>z <span class="_ _e"></span>innymi <span class="_ _e"></span>s<span class="ff4">płkami <span class="_ _f"></span>Grupy <span class="_ _15"></span>BUMA</span>) <span class="_ _f"></span><span class="ff4">jest <span class="_ _15"></span>spłką <span class="_ _f"></span>celową, <span class="_ _e"></span>powołaną <span class="_ _15"></span>do <span class="_ _f"></span>prowadzenia <span class="_ _15"></span>jednego <span class="_ _f"></span>projektu <span class="_ _15"></span>deweloperskiego <span class="_ _e"></span>na </span></div><div class="t m0 x2 hd y31f ff4 fs8 fc1 sc0 ls0 ws0">rynku <span class="_ _e"></span>krakowskim, <span class="_ _f"></span>ktrego <span class="_ _f"></span>realizacja <span class="_ _e"></span>zo<span class="_ _9"></span>stała <span class="_ _e"></span>zakoczona <span class="_ _f"></span>w <span class="_ _f"></span>2022 <span class="_ _f"></span>roku. <span class="_ _e"></span>Na <span class="_ _f"></span>dzie <span class="_ _f"></span>3<span class="ff3">1 <span class="_ _e"></span>grudnia <span class="_ _f"></span></span>2023 <span class="_ _f"></span>roku <span class="_ _e"></span>w <span class="_ _f"></span>spłce <span class="_ _f"></span>pozostało </div><div class="t m0 x2 hd y320 ff4 fs8 fc1 sc0 ls0 ws0">jeszcze kilka ostatnich lokali do sprzedaży. W spłce tej nie bdą prow<span class="ff3">adzo<span class="_ _9"></span>ne inne p<span class="_ _0"></span>rojekty deweloperskie.<span class="_ _9"></span> </span></div><div class="t m0 xe hd y321 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Dom Development Kredyty sp. z o.o. </span></span></div><div class="t m0 x2 hd y322 ff4 fs8 fc1 sc0 ls0 ws0">W ramach s<span class="_ _0"></span>wojej działalności statutowej s<span class="_ _0"></span>płka ta prowadzi <span class="_ _0"></span>usługi pośrednictwa kredytoweg<span class="_ _0"></span>o na rzecz instytu<span class="_ _0"></span>cji finansowych.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 xe hd y323 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Dom Development Grunty spłka z o.o. <span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y324 ff4 fs8 fc1 sc0 ls0 ws0">Spłka posiada 46,00% udziału <span class="_ _0"></span>w kapitale spłki Dom Devel<span class="_ _0"></span>opment Grunty spłka z o.o. <span class="ff3">- </span>spłce uczestni<span class="_ _0"></span>czącej w transakcjach </div><div class="t m0 x2 hd y325 ff4 fs8 fc1 sc0 ls0 ws0">obrotu nieruchomościami w ramach Grupy. <span class="ff3"> </span></div><div class="t m0 xe hd y187 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Dom Construction sp. z o.o. </span></span></div><div class="t m0 x2 hd y326 ff4 fs8 fc1 sc0 ls0 ws0">Spłka Dom Construction S<span class="_ _0"></span>p. z o.o. realizuje budow inwes<span class="_ _0"></span>tycji mieszkaniowych w formacie gene<span class="_ _0"></span>ralnego wykonawstwa.  Dom </div><div class="t m0 x2 hd y327 ff4 fs8 fc1 sc0 ls0 ws0">Construction S<span class="_ _0"></span>p. z o.o. ś<span class="_ _0"></span>wiadczy us<span class="_ _0"></span>ługi wyłącznie dl<span class="_ _0"></span>a spłek G<span class="_ _0"></span>rupy (poza sp<span class="_ _0"></span>łkami z Gru<span class="_ _0"></span>py Kapitałowej <span class="_ _0"></span>Euro Styl <span class="_ _0"></span>S.A.<span class="_ _9"></span>, w <span class="_ _0"></span>ktrych </div><div class="t m0 x2 hd y328 ff4 fs8 fc1 sc0 ls0 ws0">budowy realizowane są przez spłk Euro Styl Constru<span class="_ _0"></span>ction Sp. z o.o.<span class="_ _9"></span><span class="ff3 ls1f">).<span class="ls0"> </span></span></div><div class="t m0 x1 he y329 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 he y32a ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 he y32b ff1 fs4 fc0 sc0 ls0 ws0">OPIS ISTOTNYCH ZM<span class="_ _9"></span>IAN W OKRESIE OD 1 S<span class="_ _9"></span>TYCZNIA DO 31<span class="_ _9"></span> GRUDNIA <span class="_ _9"></span><span class="ls10">202</span>3 RO<span class="_ _9"></span>KU </div><div class="t m0 x2 hd y32c ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe hd y190 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Kontynuacja koncentracji działalności deweloperskie<span class="_ _0"></span>j na rynku krakowskim w spłce Dom Development Krakw Sp. z o.o.<span class="_ _9"></span><span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y32d ff3 fs8 fc1 sc0 ls0 ws0">W dniu 20 marca <span class="ls6">2023</span> roku. Zgromadzenie W<span class="ff4">splnikw D</span>om Development <span class="ff4">Krakw</span> Sp. z o.o.<span class="_ _9"></span> oraz Walne Zgromadzenie Sento </div><div class="t m0 x2 hd y21f ff3 fs8 fc1 sc0 ls0 ws0">S.A. <span class="ff4">podjło <span class="_ _9"></span>uchwały <span class="_ _9"></span>w <span class="_ _9"></span>przedmiocie <span class="_ _9"></span>połączenia <span class="_ _9"></span>Dom <span class="_ _9"></span>Development Krakw <span class="_ _9"></span>Sp<span class="_ _9"></span></span>. <span class="_ _9"></span>z <span class="_ _9"></span>o<span class="_ _9"></span>.o. <span class="_ _9"></span><span class="ff4">jako <span class="_ _9"></span>spłki przejmującej <span class="_ _9"></span>ze <span class="_ _9"></span>spłką <span class="_ _9"></span>Sento </span></div><div class="t m0 x2 hd y193 ff3 fs8 fc1 sc0 ls0 ws0">S.A. <span class="ff4">jako spłką przejmowaną. </span> </div><div class="t m0 x2 hd y171 ff4 fs8 fc1 sc0 ls0 ws0">Ww. połączenie zostało zarejestrowane w Krajowym Rejestrze Sądowym<span class="ff3"> w </span>dniu 3 kwietnia 2023 r., w z<span class="_ _9"></span>wiązku z czym, z dniem </div><div class="t m0 x2 hd y32e ff3 fs8 fc1 sc0 ls0 ws0">3 kw<span class="_ _9"></span>ietnia 2023, <span class="_ _9"></span><span class="ff4">wszelkie prawa <span class="_ _9"></span>i <span class="_ _9"></span>obowiąz<span class="_ _9"></span>ki Sento <span class="_ _9"></span>S</span>.A. <span class="_ _9"></span><span class="ff4">zostały <span class="_ _9"></span>przeniesione na Do<span class="_ _9"></span>m <span class="_ _9"></span>Development Krakw <span class="_ _9"></span>Sp. <span class="_ _9"></span>z o<span class="_ _9"></span>.o., a <span class="_ _9"></span>spłka </span></div><div class="t m0 x2 hd y32f ff3 fs8 fc1 sc0 ls0 ws0">Sento S.A. <span class="ff4">przestała istnieć.</span> </div><div class="t m0 xe hd y330 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Zwrot dopłaty do kapitału w Dom D<span class="ff3">e</span>velopment Wrocław Sp. z o.o. <span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y331 ff3 fs8 fc1 sc0 ls1 ws0">W <span class="ls0">dniu <span class="_ _9"></span>10 <span class="_ _9"></span>sierpnia <span class="_ _9"></span><span class="ls6">202</span>3 <span class="_ _9"></span><span class="ff4">r. Spłka <span class="_ _9"></span>otrzymał<span class="_ _9"></span>a od <span class="_ _9"></span>Dom <span class="_ _9"></span>Development Wro<span class="_ _9"></span>cław <span class="_ _9"></span>Sp. z <span class="_ _9"></span>o.o<span class="_ _9"></span>. czściowy <span class="_ _9"></span>zwrot <span class="_ _9"></span>dopłaty <span class="_ _9"></span>do <span class="_ _9"></span>kapitału w </span></span></div><div class="t m0 x2 hd y38 ff3 fs8 fc1 sc0 ls0 ws0">kwocie <span class="ls6">15</span> <span class="ls6">200</span> <span class="ff4">tys. zł.</span> </div><div class="t m0 xe hd y332 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Sprzedaż spłki Issogne Sp. z o.o.<span class="ff3">  </span></span></span></div><div class="t m0 x2 hd y333 ff3 fs8 fc1 sc0 ls0 ws0">W dniu <span class="ff4">10 listopada 2023 r. Spłka zbyła wszystkie udziały w kapitale zakładowym Issogne s<span class="_ _0"></span>p. z o.o. <span class="_ _9"></span><span class="ff3"> </span></span></div><div class="t m0 x2 hd y334 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y335 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y336 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y337 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y338 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">22<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h29 y173 ff1 fsa fc0 sc0 ls11 ws0">7.9<span class="ff5 ls0"> <span class="_ _d"> </span><span class="ff2 fc1">POŻYCZKI UDZIELONE (DŁUGO i KRÓTKOTERMINOWE)<span class="ff1"> </span>O<span class="_ _9"></span>RAZ POZOSTAŁE </span></span></div><div class="t m0 x4 h29 y2ef ff2 fsa fc1 sc0 ls0 ws0">NALEŻNOŚCI DŁUGOTERMINOWE<span class="ff1 fs4"> </span></div><div class="t m0 x2 hd y2f0 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y4 w35 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">NALEŻNOŚCI DŁUGOTERMINOWE<span class="ff1"> </span></div></div><div class="c x77 y4 w36 h12"><div class="t m0 x88 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y4 w37 h12"><div class="t m0 x79 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y339 w35 h12"><div class="t m0 x0 h9 y8e ff4 fs5 fc1 sc0 ls0 ws0">Należności z tytułu sprzed<span class="_ _0"></span>aży aktyww finansowych<span class="ff1"> </span></div></div><div class="c x77 y339 w36 h12"><div class="t m0 x8e h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y339 w37 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y33a w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Należności z tytułu ustano<span class="_ _0"></span>wionych kaucji<span class="ff3"> </span></div></div><div class="c x77 y33a w36 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">80</span>4 </div></div><div class="c x78 y33a w37 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y33b w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe należno<span class="_ _0"></span>ści długoterminowe<span class="ff3"> </span></div></div><div class="c x77 y33b w36 h12"><div class="t m0 x90 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">205</span> </div></div><div class="c x78 y33b w37 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">512</span> </div></div><div class="c x2 y33c w35 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x77 y33c w36 h12"><div class="t m0 x90 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">009</span> </div></div><div class="c x78 y33c w37 h12"><div class="t m0 x8c h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">512</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y33d ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y33e w35 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">POŻYCZKI UDZIELONE <span class="ff1"> </span></div></div><div class="c x77 y33e w36 h12"><div class="t m0 x88 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y33e w37 h12"><div class="t m0 x79 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y33f w35 h12"><div class="t m0 x0 h9 y8e ff4 fs5 fc1 sc0 ls0 ws0">Pożyczki udzi<span class="_ _0"></span>elone –<span class="ff3"> </span>czść długoterminowa<span class="ff1"> </span></div></div><div class="c x77 y33f w36 h12"><div class="t m0 x31 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">462<span class="ls0"> </span>337<span class="ls0"> </span></div></div><div class="c x78 y33f w37 h12"><div class="t m0 x2e h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">303<span class="ls0"> </span>045<span class="ls0"> </span></div></div><div class="c x2 y340 w35 h13"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Pożyczki udzi<span class="_ _0"></span>elone –<span class="ff3"> </span>czść krtkoterminowa<span class="ff3"> </span></div></div><div class="c x77 y340 w36 h13"><div class="t m0 x8e h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y340 w37 h13"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y341 w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem  </div></div><div class="c x77 y341 w36 h10"><div class="t m0 x31 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">462<span class="ls0"> </span>337<span class="ls0"> </span></div></div><div class="c x78 y341 w37 h10"><div class="t m0 x2e h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">303<span class="ls0"> </span>045<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y342 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y343 ff4 fs8 fc1 sc0 ls0 ws0">Pożyczki prezentowane w powyższych zestawien<span class="_ _0"></span>iach wykazane są wraz z naliczonymi odsetkami na dzie <span class="ff3">b<span class="_ _9"></span>ilansowy. </span></div><div class="t m0 x2 hd y344 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he y345 ff2 fs4 fc0 sc0 ls0 ws0">POŻYCZKI<span class="ff1 ls20">  <span class="ls0">UDZIELONE<span class="_ _9"></span> </span></span></div><div class="t m0 x2 hd y346 ff4 fs8 fc1 sc0 ls0 ws0">Wszystkie udzielone przez Spłk pożyczki są pożyczkami do podmiotw powiązanych. <span class="ff3"> </span></div><div class="t m0 x2 hd y347 ff4 fs8 fc1 sc0 ls0 ws0">Poniższa <span class="_ _f"></span>tabela <span class="_ _f"></span>przedstawia <span class="_ _f"></span>pożyczki <span class="_ _f"></span>udzielone <span class="_ _e"></span>przez <span class="_ _f"> </span>Spłk <span class="_ _f"> </span>oraz <span class="_ _10"> </span>ich <span class="_ _f"></span>stan <span class="_ _f"></span>na <span class="_ _f"></span>dzie <span class="_ _f"></span><span class="ff3">31 <span class="_ _f"> </span>grudnia <span class="_ _f"> </span>2023<span class="_ _9"></span> r. <span class="_ _f"></span>wraz <span class="_ _f"></span>z <span class="_ _f"></span>naliczonymi </span></div><div class="t m0 x2 hd y348 ff3 fs8 fc1 sc0 ls0 ws0">odsetkami:  </div></div><div class="c x2 y349 w42 h2c"><div class="t m0 x0 h9 y2b3 ff1 fs5 fc1 sc0 ls0 ws0">Data zawarcia </div><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">umowy </div></div><div class="c x91 y349 w43 h2c"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Pożyczkobiorca<span class="ff1"> </span></div></div><div class="c x14 y349 w44 h2c"><div class="t m0 x50 h9 y2b3 ff2 fs5 fc1 sc0 ls0 ws0">Kwota pożyczki </div><div class="t m0 x4a h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(bez odsetek) </div></div><div class="c x92 y349 w45 h2c"><div class="t m0 x1b h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Termin spłaty<span class="ff1"> </span></div></div><div class="c x93 y349 w46 h2c"><div class="t m0 x52 h9 y2b3 ff1 fs5 fc1 sc0 ls0 ws0">Stan na koniec </div><div class="t m0 x84 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">okresu </div></div><div class="c x2 y34a w42 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">26.02.2019 </div></div><div class="c x91 y34a w43 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl S.A. </div></div><div class="c x14 y34a w44 h10"><div class="t m0 x8b h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">150<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x92 y34a w45 h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x93 y34a w46 h10"><div class="t m0 x49 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">119<span class="ls0"> </span>250<span class="ls0"> </span></div></div><div class="c x2 y34b w42 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">27.09.2019 </div></div><div class="c x91 y34b w43 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o.<span class="ff3"> </span></div></div><div class="c x14 y34b w44 h10"><div class="t m0 x8b h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">230<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x92 y34b w45 h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x93 y34b w46 h10"><div class="t m0 x49 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">180<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x2 y34c w42 h13"><div class="t m0 x0 h11 y103 ff3 fs5 fc1 sc0 ls0 ws0">22.04.2021 </div></div><div class="c x91 y34c w43 h13"><div class="t m0 x0 h11 y103 ff3 fs5 fc1 sc0 ls0 ws0">Dom <span class="ff4">Development Krak<span class="_ _0"></span>w sp. z o.o.<span class="ff3"> </span></span></div></div><div class="c x14 y34c w44 h13"><div class="t m0 x88 h11 y103 ff3 fs5 fc1 sc0 ls7 ws0">17<span class="ls0"> </span>350<span class="ls0"> </span></div></div><div class="c x92 y34c w45 h13"><div class="t m0 x2c h11 y103 ff3 fs5 fc1 sc0 ls0 ws0">31.12.2026 </div></div><div class="c x93 y34c w46 h13"><div class="t m0 x30 h11 y103 ff3 fs5 fc1 sc0 ls7 ws0">20<span class="ls0"> </span>887<span class="ls0"> </span></div></div><div class="c x2 y34d w42 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">09.08.2022 </div></div><div class="c x91 y34d w43 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w sp. z o.o.<span class="ff3"> </span></div></div><div class="c x14 y34d w44 h10"><div class="t m0 x88 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">75<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x92 y34d w45 h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x93 y34d w46 h10"><div class="t m0 x30 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">29<span class="ls0"> </span>200<span class="ls0"> </span></div></div><div class="c x2 y34e w42 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">28.04.2023 </div></div><div class="c x91 y34e w43 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w sp. z o.o.<span class="ff3"> </span></div></div><div class="c x14 y34e w44 h12"><div class="t m0 x8b h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">165<span class="ls0"> </span>100<span class="ls0"> </span></div></div><div class="c x92 y34e w45 h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">31.12.2027 </div></div><div class="c x93 y34e w46 h12"><div class="t m0 x49 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">113<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x2 y2de w42 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x91 y2de w43 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x14 y2de w44 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x92 y2de w45 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x93 y2de w46 h12"><div class="t m0 x49 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">462<span class="ls0"> </span>337<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h21 yad ff3 fs3 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd yae ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y34f ff1 fsa fc0 sc0 ls11 ws0">7.10<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff1 fc1">ZAPASY </span></span></div><div class="t m0 x2 hd y350 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y77 w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">ZAPASY </div></div><div class="c x77 y77 w36 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y77 w47 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y351 w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Zaliczki na dos<span class="_ _0"></span>tawy </div></div><div class="c x77 y351 w36 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">77<span class="ls0"> </span>386<span class="ls0"> </span></div></div><div class="c x78 y351 w47 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">71<span class="ls0"> </span>694<span class="ls0"> </span></div></div><div class="c x2 y352 w35 h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">w tym: według ceny nabyci<span class="_ _0"></span>a/kosztu wytworzenia<span class="ff3"> </span></div></div><div class="c x77 y352 w36 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">77<span class="ls0"> </span>386<span class="ls0"> </span></div></div><div class="c x78 y352 w47 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">71<span class="ls0"> </span>694<span class="ls0"> </span></div></div><div class="c x2 y353 w35 h12"><div class="t m0 x19 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">odpis do wartości<span class="_ _0"></span> netto możliwej do uzyskan<span class="_ _0"></span>ia<span class="_ _9"></span><span class="ff3"> </span></div></div><div class="c x77 y353 w36 h12"><div class="t m0 x8f h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y353 w47 h12"><div class="t m0 x8f h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x2 y354 w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Półprodukty i produkcja w toku<span class="ff1"> </span></div></div><div class="c x77 y354 w36 h10"><div class="t m0 x87 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">833</span> <span class="ls7">53</span>8 </div></div><div class="c x78 y354 w47 h10"><div class="t m0 x87 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">824</span> <span class="ls7">319</span> </div></div><div class="c x2 y355 w35 h12"><div class="t m0 x4a h9 y8e ff4 fs5 fc1 sc0 ls0 ws0">w tym: według ceny <span class="ff3">nabyci<span class="_ _0"></span>a/kosztu wytworzenia<span class="ff1"> </span></span></div></div><div class="c x77 y355 w36 h12"><div class="t m0 x87 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">823</span> <span class="ls7">899</span> </div></div><div class="c x78 y355 w47 h12"><div class="t m0 x87 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">820</span> <span class="ls7">217</span> </div></div><div class="c x2 y2c9 w35 h12"><div class="t m0 x19 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">prawo wieczystego u<span class="_ _0"></span>żytkowania gruntw (leasing<span class="_ _0"></span>)<span class="_ _9"></span><span class="ff3"> </span></div></div><div class="c x77 y2c9 w36 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">40<span class="ls0"> </span>548<span class="ls0"> </span></div></div><div class="c x78 y2c9 w47 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">45<span class="ls0"> </span>007<span class="ls0"> </span></div></div><div class="c x2 y356 w35 h10"><div class="t m0 x19 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">odpis do wartości<span class="_ _0"></span> netto możliwej do uzyskan<span class="_ _0"></span>ia<span class="_ _9"></span><span class="ff3"> </span></div></div><div class="c x77 y356 w36 h10"><div class="t m0 x1e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(30 <span class="ls7">90</span>9) </div></div><div class="c x78 y356 w47 h10"><div class="t m0 x17 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(40 905) </div></div><div class="c x2 y357 w35 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Wyroby gotowe </div></div><div class="c x77 y357 w36 h12"><div class="t m0 x2e h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">139<span class="ls0"> </span>937<span class="ls0"> </span></div></div><div class="c x78 y357 w47 h12"><div class="t m0 x94 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">34<span class="ls0"> </span>496<span class="ls0"> </span></div></div><div class="c x2 y358 w35 h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">w tym: według ceny nabyci<span class="_ _0"></span>a/kosztu <span class="ff3">wytworzenia </span></div></div><div class="c x77 y358 w36 h10"><div class="t m0 x2e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">146<span class="ls0"> </span>166<span class="ls0"> </span></div></div><div class="c x78 y358 w47 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">40<span class="ls0"> </span>725<span class="ls0"> </span></div></div><div class="c x2 y359 w35 h10"><div class="t m0 x19 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">odpis do wartości<span class="_ _0"></span> netto możliwej do uzyskan<span class="_ _0"></span>ia<span class="_ _9"></span><span class="ff3"> </span></div></div><div class="c x77 y359 w36 h10"><div class="t m0 x1d h11 y8b ff3 fs5 fc1 sc0 ls8 ws0">(6<span class="ls0"> <span class="ls7">229)</span> </span></div></div><div class="c x78 y359 w47 h10"><div class="t m0 x1d h11 y8b ff3 fs5 fc1 sc0 ls8 ws0">(6<span class="ls0"> <span class="ls7">229)</span> </span></div></div><div class="c x2 y3a w35 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x77 y3a w36 h12"><div class="t m0 x87 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">050</span> <span class="ls7">861</span> </div></div><div class="c x78 y3a w47 h12"><div class="t m0 x87 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">930</span> <span class="ls7">509</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y35a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y35b ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y3d w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">ODPISY AKTUALIZUJĄCE WARTO<span class="_ _0"></span>ŚĆ ZAPASÓW<span class="ff1"> </span></div></div><div class="c x77 y3d w36 h10"><div class="t m0 x2d h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023 </span></div></div><div class="c x78 y3d w47 h10"><div class="t m0 x57 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022 </span></div></div><div class="c x2 y35c w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Stan na początek okresu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x77 y35c w36 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">47<span class="ls0"> </span>134<span class="ls0"> </span></div></div><div class="c x78 y35c w47 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">34<span class="ls0"> </span>751<span class="ls0"> </span></div></div><div class="c x2 y35d w35 h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia<span class="ff3"> </span></div></div><div class="c x77 y35d w36 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">45</span>4 </div></div><div class="c x78 y35d w47 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">12<span class="ls0"> </span>58<span class="ls0">3 </span></div></div><div class="c x2 y35e w35 h12"><div class="t m0 x4a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(Zmniejszenia) </div></div><div class="c x77 y35e w36 h12"><div class="t m0 x1e h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls7">11</span> <span class="ls7">450</span>) </div></div><div class="c x78 y35e w47 h12"><div class="t m0 x95 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls7">200</span>) </div></div><div class="c x2 y35f w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Stan na koniec okresu </div></div><div class="c x77 y35f w36 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">37<span class="ls0"> </span>13<span class="ls0">8 </span></div></div><div class="c x78 y35f w47 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">47<span class="ls0"> </span>134<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y360 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">23<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y1a4 ff4 fs8 fc1 sc0 ls0 ws0">Określenie <span class="_ _9"></span>wartości <span class="_ _15"></span>odpisw <span class="_ _15"></span>aktualizujących <span class="_ _15"></span>wartość <span class="_ _15"></span>zapasw <span class="_ _15"></span>jest <span class="_ _15"></span>wynikiem <span class="_ _15"></span>przeprowadzonych <span class="_ _9"></span>p<span class="_ _9"></span>rzez <span class="_ _15"></span>Spłk <span class="_ _9"></span>analiz <span class="_ _15"></span>i <span class="_ _15"></span>testw </div><div class="t m0 x2 hd y1a5 ff4 fs8 fc1 sc0 ls0 ws0">na utrat wartości.<span class="ff3"> </span></div><div class="t m0 x2 hd y1a6 ff4 fs8 fc1 sc0 ls0 ws0">Metodologia badania zapasw pod kątem utraty wartości opisana została w nocie 7.4 „Istotne zasady rachunkowości”.<span class="ff3"> </span></div><div class="t m0 x2 hd y317 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y361 w35 h30"><div class="t m0 x0 h9 ye7 ff2 fs5 fc1 sc0 ls0 ws0">WARTOŚĆ BILANSOWA ZAPASÓW<span class="_ _0"></span> STANOWIĄCYCH ZABEZPIECZENIE SPŁATY </div><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">ZOBOWIĄZAŃ ORAZ WYSOKOŚ<span class="_ _0"></span>Ć USTANOWIONYCH HIPOTEK<span class="ff1"> </span></div></div><div class="c x77 y361 w36 h30"><div class="t m0 x88 h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y361 w47 h30"><div class="t m0 x79 h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y362 w35 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">HIPOTEKI - <span class="ff2">wartość hipotek zabez<span class="_ _0"></span>pieczających zobowiązania:<span class="ff1"> </span></span></div></div><div class="c x77 y362 w36 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x78 y362 w47 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y363 w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wynikających z u<span class="_ _0"></span>mw zakupu nieruchomości<span class="ff3"> </span></div></div><div class="c x77 y363 w36 h10"><div class="t m0 x8e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y363 w47 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y364 w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Wynikających z u<span class="_ _0"></span>mw kredytowych Spłki oraz spłek z Gru<span class="_ _0"></span>py<span class="_ _9"></span><span class="ff3"> </span></div></div><div class="c x77 y364 w36 h12"><div class="t m0 x31 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">765<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x78 y364 w47 h12"><div class="t m0 x2e h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">585<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y95 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he y365 ff1 fs4 fc0 sc0 ls0 ws0">PRACE PRZYGOTOWAW<span class="_ _9"></span>CZE<span class="_ _9"></span> </div><div class="t m0 x2 hd y366 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _10"> </span>przypadku <span class="_ _10"> </span>braku <span class="_ _10"> </span>p<span class="_ _9"></span>ewności <span class="_ _10"> </span>co <span class="_ _13"> </span>do <span class="_ _10"> </span>możliwości <span class="_ _10"> </span>z<span class="_ _9"></span>akupu <span class="_ _10"> </span>ziemi <span class="_ _10"> </span>dla  <span class="ff3">potencjalnego <span class="_ _10"> </span>projektu, <span class="_ _10"> </span>koszty <span class="_ _10"> </span>prac <span class="_ _10"> </span>przygoto<span class="_ _9"></span>wawczych </span></div><div class="t m0 x2 hd y367 ff4 fs8 fc1 sc0 ls0 ws0">związanych  z  tymi  projektami  ob<span class="_ _0"></span>ciążają  rachunek  zyskw  i  strat  Spłki  w  okresie,  w  ktrym  p<span class="_ _0"></span>owstały.  Pozostałe  prace </div><div class="t m0 x2 hd y1e2 ff4 fs8 fc1 sc0 ls0 ws0">przygotowawcze są aktywowane w produkcji w toku.<span class="ff3"> </span></div><div class="t m0 x2 hd y2f7 ff4 fs8 fc1 sc0 ls0 ws0">Poniższa tabela prezentuje koszt prac przygotowawczych rozpoznany w rachunku<span class="_ _0"></span> zyskw i strat.<span class="_ _9"></span><span class="ff3"> </span></div></div><div class="c x2 yd3 w35 h36"><div class="t m0 x0 h9 y368 ff2 fs5 fc1 sc0 ls0 ws0">KOSZT PRAC PRZYGOTOWAWCZY<span class="_ _0"></span>CH ROZPOZNANY W RACHUNKU ZY<span class="_ _0"></span>SKÓW I STRAT<span class="ff1"> </span></div></div><div class="c x77 yd3 w36 h36"><div class="t m0 x2d h9 y368 ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023 </span></div></div><div class="c x78 yd3 w47 h36"><div class="t m0 x57 h9 y368 ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022 </span></div></div><div class="c x2 y369 w35 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Prace przygotowawcze </div></div><div class="c x77 y369 w36 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">108</span> </div></div><div class="c x78 y369 w47 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">288</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y36a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y36b ff1 fsa fc0 sc0 ls11 ws0">7.11<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">NALEŻNOŚCI Z TYTUŁU DOSTAW I USŁUG ORAZ POZOSTAŁE NALEŻNOŚCI<span class="ff1"> </span></span></span></div><div class="t m0 x2 hd y36c ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y36d w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">NALEŻNOŚCI Z TYTUŁU DO<span class="_ _0"></span>STAW I USŁUG, ORAZ INNE NALEŻNOŚCI<span class="ff1"> </span></div></div><div class="c x77 y36d w36 h10"><div class="t m0 x88 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y36d w37 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y36e w35 h10"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Należności han<span class="_ _0"></span>dlowe<span class="ff1"> </span></div></div><div class="c x77 y36e w36 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">31<span class="ls0"> </span>173<span class="ls0"> </span></div></div><div class="c x78 y36e w37 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">19<span class="ls0"> </span>016<span class="ls0"> </span></div></div><div class="c x2 y36f w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Należności od<span class="_ _0"></span> jednostek powiązanych<span class="ff3"> </span></div></div><div class="c x77 y36f w36 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">307</span> </div></div><div class="c x78 y36f w37 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">624</span> </div></div><div class="c x2 y370 w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Należności z tytułu po<span class="_ _0"></span>datkw<span class="ff3"> </span></div></div><div class="c x77 y370 w36 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">092</span> </div></div><div class="c x78 y370 w37 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">9 <span class="ls7">588</span> </div></div><div class="c x2 y30e w35 h15"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe należno<span class="_ _0"></span>ści<span class="ff3"> </span></div></div><div class="c x77 y30e w36 h15"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">13<span class="ls0"> </span>218<span class="ls0"> </span></div></div><div class="c x78 y30e w37 h15"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">9 <span class="ls7">554</span> </div></div><div class="c x2 y371 w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x77 y371 w36 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">52<span class="ls0"> </span>790<span class="ls0"> </span></div></div><div class="c x78 y371 w37 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">42<span class="ls0"> </span>782<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y372 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y373 ff4 fs8 fc1 sc0 ls0 ws0">Należności z tytułu podatkw stanowią należn<span class="_ _0"></span>ości z tytułu podatku VAT wynoszące na dzie <span class="_ _9"></span><span class="ff3">31 grudnia 2023 roku i 31 grudnia </span></div><div class="t m0 x2 hd y374 ff3 fs8 fc1 sc0 ls6 ws0">2022<span class="ls0"> roku odpowiednio </span>2 081 <span class="ff4 ls0">tys. zł </span><span class="ls12">i <span class="ls0">9 </span></span>577 <span class="ls0">tys<span class="ff4">. zł.</span> </span></div><div class="t m0 x2 hd y375 ff4 fs8 fc1 sc0 ls0 ws0">Spłka utworzyła odpisy aktualizujące wartość należności, ktre zostały ujte<span class="_ _0"></span> w <span class="_ _9"></span><span class="ff9">pozostałych kosztach operacyjnych<span class="ff3">. </span></span></div><div class="t m0 x2 hd y5e ff4 fs8 fc1 sc0 ls0 ws0">Odpisy aktualizujące z<span class="_ _9"></span>ostały <span class="_ _9"></span>utworzone zgodnie <span class="_ _9"></span>z najlepszą <span class="_ _9"></span>wiedzą <span class="_ _9"></span>i doświadczeniem <span class="_ _9"></span>Spłki w <span class="_ _9"></span>oparciu o <span class="_ _9"></span>indywidualną analiz<span class="_ _9"></span> </div><div class="t m0 x2 hd y376 ff4 fs8 fc1 sc0 ls0 ws0">poszczeglnych sald.<span class="ff3"> </span></div><div class="t m0 x1 hd y377 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y378 w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">STRUKTURA WIEKOWA NALEŻNOŚ<span class="_ _0"></span>CI HANDLOWYCH<span class="ff1"> </span></div></div><div class="c x77 y378 w36 h10"><div class="t m0 x88 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y378 w47 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y379 w35 h10"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Do 3 miesicy<span class="ff1"> </span></div></div><div class="c x77 y379 w36 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">28<span class="ls0"> </span>829<span class="ls0"> </span></div></div><div class="c x78 y379 w47 h10"><div class="t m0 x94 h9 y8b ff3 fs5 fc1 sc0 ls7 ws0">16<span class="ls0"> </span>516<span class="ff1 ls0"> </span></div></div><div class="c x2 y37a w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Powyżej 3 miesicy d<span class="_ _0"></span>o 6 miesicy<span class="ff3"> </span></div></div><div class="c x77 y37a w36 h10"><div class="t m0 x5 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">404<span class="ls0"> </span></div></div><div class="c x78 y37a w47 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">520<span class="ls0"> </span></div></div><div class="c x2 y37b w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Powyżej 6 miesicy d<span class="_ _0"></span>o 1 roku<span class="ff3"> </span></div></div><div class="c x77 y37b w36 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">640</span> </div></div><div class="c x78 y37b w47 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">451</span> </div></div><div class="c x2 y37c w35 h10"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Powyżej 1 roku<span class="ff1"> </span></div></div><div class="c x77 y37c w36 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">655</span> </div></div><div class="c x78 y37c w47 h10"><div class="t m0 x8c h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">098</span><span class="ff1"> </span></div></div><div class="c x2 y37d w35 h13"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Należności z tytułu dostaw i<span class="_ _0"></span> usług brutto<span class="ff1"> </span></div></div><div class="c x77 y37d w36 h13"><div class="t m0 x94 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">35<span class="ls0"> </span>528<span class="ls0"> </span></div></div><div class="c x78 y37d w47 h13"><div class="t m0 x94 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">25<span class="ls0"> </span>585<span class="ls0"> </span></div></div><div class="c x2 y7d w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Odpisy aktuali<span class="_ _0"></span>zujące wartość należności<span class="ff3"> </span></div></div><div class="c x77 y7d w36 h12"><div class="t m0 x1d h11 y8e ff3 fs5 fc1 sc0 ls8 ws0">(4<span class="ls0"> <span class="ls7">355)</span> </span></div></div><div class="c x78 y7d w47 h12"><div class="t m0 x1d h11 y8e ff3 fs5 fc1 sc0 ls8 ws0">(6<span class="ls0"> <span class="ls7">569)</span> </span></div></div><div class="c x2 y19a w35 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Należności z tytułu dostaw i<span class="_ _0"></span> usług netto<span class="ff1"> </span></div></div><div class="c x77 y19a w36 h12"><div class="t m0 x94 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31<span class="ls0"> </span>173<span class="ls0"> </span></div></div><div class="c x78 y19a w47 h12"><div class="t m0 x94 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">19<span class="ls0"> </span>016<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y359 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y37e ff4 fs8 fc1 sc0 ls0 ws0">Odpisy aktualizacyjne dotyczą w całości należności handlowych przeterminowanych.<span class="ff3"> </span></div><div class="t m0 x2 hd y37f ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y380 w35 h30"><div class="t m0 x0 h9 ye7 ff2 fs5 fc1 sc0 ls0 ws0">ZMIANA STANU ODPISÓW AKTUA<span class="_ _1b"></span>LIZUJ<span class="_ _9"></span>ĄCYCH WARTOŚĆ NALEŻ<span class="_ _0"></span>NOŚCI Z TYTUŁU </div><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">DOSTAW I USŁUG ORAZ INNE NAL<span class="_ _0"></span>EŻNOŚCI<span class="ff1"> </span></div></div><div class="c x77 y380 w36 h30"><div class="t m0 x2d h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023 </span></div></div><div class="c x78 y380 w47 h30"><div class="t m0 x57 h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022 </span></div></div><div class="c x2 y381 w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Stan na początek okresu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x77 y381 w36 h10"><div class="t m0 x8c h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">569</span> </div></div><div class="c x78 y381 w47 h10"><div class="t m0 x8c h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">276</span> </div></div><div class="c x2 y289 w35 h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia<span class="ff3"> </span></div></div><div class="c x77 y289 w36 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">504</span> </div></div><div class="c x78 y289 w47 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">377</span> </div></div><div class="c x2 y382 w35 h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(Zmniejszenia) </div></div><div class="c x77 y382 w36 h10"><div class="t m0 x1d h11 y8b ff3 fs5 fc1 sc0 ls8 ws0">(5<span class="ls0"> <span class="ls7">718)</span> </span></div></div><div class="c x78 y382 w47 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(84) </div></div><div class="c x2 y383 w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Stan na koniec okresu </div></div><div class="c x77 y383 w36 h10"><div class="t m0 x8c h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">355</span> </div></div><div class="c x78 y383 w47 h10"><div class="t m0 x8c h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">569</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y384 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x3 y11 w3 h4" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">24<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y1a4 ff4 fs8 fc1 sc0 ls0 ws0">Saldo <span class="_ _9"></span>odpisu akt<span class="_ _9"></span>ualizacyjnego <span class="_ _9"></span>na <span class="_ _15"></span>dzie <span class="_ _9"></span><span class="ff3">31 <span class="_ _9"></span>grudnia <span class="_ _9"></span>2023 <span class="_ _15"></span></span>obejmowało <span class="_ _9"></span>odpis <span class="_ _9"></span>aktualizujący <span class="_ _9"></span>wartość <span class="_ _15"></span>należności <span class="_ _9"></span>z <span class="_ _9"></span>tytułu <span class="_ _9"></span>dostaw <span class="_ _9"></span>i </div><div class="t m0 x2 hd y1a5 ff4 fs8 fc1 sc0 ls0 ws0">usług <span class="ff3">w kwocie <span class="ls6">4 355 </span> </span>tys. zł. Na dzie 31 grudnia <span class="ff3 ls6">202<span class="ls0">2 </span></span>wartość<span class="ff3"> ta </span>wynosił<span class="ff3">a 6 <span class="ls6">569 </span> </span>tys. zł<span class="ff3">. </span></div><div class="t m0 x2 hd y1a6 ff3 fs8 fc1 sc0 ls0 ws0">Na d<span class="ff4">zie</span> bilansowy <span class="ff4">nie wystpowały należności z tytułu dostaw i usług oraz inne nale<span class="_ _0"></span>żności w walutach obcych.<span class="_ _9"></span><span class="ff3"> </span></span></div><div class="t m0 x2 hd y385 ff4 fs8 fc1 sc0 ls0 ws0">Koszty  i <span class="_ _14"> </span>przychody  związane  z <span class="_ _14"> </span>utworzeniem  i  rozwiązaniem  o<span class="_ _9"></span>dpisw  aktualizujących <span class="_ _14"> </span>wartość  należności  rozpoz<span class="_ _9"></span>nane  są </div><div class="t m0 x2 hd y208 ff3 fs8 fc1 sc0 ls0 ws0">odpowiednio w <span class="ff9">pozostałych kosztach operacyjnych</span> lub <span class="ff9">pozostałych przychodach operacyjnych<span class="_ _9"></span></span>. </div><div class="t m0 x2 hd y386 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y387 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y33d ff1 fsa fc0 sc0 ls11 ws0">7.12<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">POZOSTAŁE AKTYWA OBROTOWE<span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y388 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y389 w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">POZOSTAŁE AKTYWA OBROTOWE<span class="ff1"> </span></div></div><div class="c x77 y389 w36 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y389 w37 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y38a w35 h13"><div class="t m0 x0 h9 y8e ff4 fs5 fc1 sc0 ls0 ws0">Rozliczenia mi<span class="_ _0"></span>dzyokresowe kosztw<span class="ff1"> </span></div></div><div class="c x77 y38a w36 h13"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">823</span> </div></div><div class="c x78 y38a w37 h13"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">303</span> </div></div><div class="c x2 y38b w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Rozliczenie<span class="_ _0"></span> kontraktw długoterminowych<span class="ff3"> </span></div></div><div class="c x77 y38b w36 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">68<span class="ls0"> </span>837<span class="ls0"> </span></div></div><div class="c x78 y38b w37 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y38c w35 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Naliczone przyc<span class="_ _0"></span>hody finansowe od lokat </div></div><div class="c x77 y38c w36 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">3 </div></div><div class="c x78 y38c w37 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">106<span class="ls0"> </span></div></div><div class="c x2 y38d w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c x77 y38d w36 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">17</span>3 </div></div><div class="c x78 y38d w37 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y38e w35 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x77 y38e w36 h12"><div class="t m0 x94 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">74<span class="ls0"> </span>836<span class="ls0"> </span></div></div><div class="c x78 y38e w37 h12"><div class="t m0 x8c h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">409</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y38f ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y390 ff4 fs8 fc1 sc0 ls0 ws0">Rozliczenie kontraktw <span class="_ _0"></span>długoterminowych dotyczy realizowanego <span class="_ _0"></span>przez Spłk <span class="_ _0"></span>projektu budowlanego w formule<span class="_ _0"></span> generalnego </div><div class="t m0 x2 hd y391 ff3 fs8 fc1 sc0 ls0 ws0">wykonawstwa. <span class="ff4">Rozliczenia <span class="_ _1b"></span>te stanowią rżnic midzy <span class="ff3">przychodem <span class="_ _0"></span>oszacowanym <span class="ff4">metodą stopn<span class="_ _0"></span>ia zaawansowania <span class="_ _0"></span>kontraktu <span class="ff3">a </span></span></span></span></div><div class="t m0 x2 hd y392 ff3 fs8 fc1 sc0 ls0 ws0">przychod<span class="ls21">em</span> zafakturowan<span class="ls22">ym.</span> </div><div class="t m0 x2 hd y393 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y394 ff1 fsa fc0 sc0 ls11 ws0">7.13<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">KRÓTKOTERMINOWE AKTYWA FINANSOWE <span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y395 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y396 w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">KRÓTKOTERMINOWE AKTYWA FIN<span class="_ _0"></span>ANSOWE<span class="ff1"> </span></div></div><div class="c x77 y396 w36 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y396 w37 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y1ee w35 h15"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Lokaty bankowe p<span class="_ _0"></span>owyżej trzech miesicy<span class="ff1"> </span></div></div><div class="c x77 y1ee w36 h15"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y1ee w37 h15"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y397 w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Środki pien<span class="_ _0"></span>iżne na otwartych, <span class="ff3">mieszkaniowych rachun<span class="_ _0"></span>kach powierniczych </span></div></div><div class="c x77 y397 w36 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">67<span class="ls0"> </span>421<span class="ls0"> </span></div></div><div class="c x78 y397 w37 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">35<span class="ls0"> </span>45<span class="ls0">6 </span></div></div><div class="c x2 y398 w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe krtkotermin<span class="_ _0"></span>owe aktywa finanso<span class="_ _0"></span>we<span class="ff3"> </span></div></div><div class="c x77 y398 w36 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">14<span class="ls0"> </span>937<span class="ls0"> </span></div></div><div class="c x78 y398 w37 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">21<span class="ls0"> </span>569<span class="ls0"> </span></div></div><div class="c x2 y399 w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x77 y399 w36 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">82<span class="ls0"> </span>35<span class="ls0">8 </span></div></div><div class="c x78 y399 w37 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">57<span class="ls0"> </span>025<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y39a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y39b ff3 fs8 fc1 sc0 ls0 ws0">W pozycji <span class="ff9">Środ<span class="_ _9"></span>ki pieniężne na otwartych, mieszkaniowych rachunkach powierniczych<span class="_ _9"></span></span> <span class="_ _9"></span><span class="ff4">prezentowane są otrzymane od <span class="_ _9"></span>klientw </span></div><div class="t m0 x2 hd y39c ff4 fs8 fc1 sc0 ls0 ws0">Spłki <span class="_ _e"></span>środki <span class="_ _e"></span>pieniżne <span class="_ _e"></span>sta<span class="_ _9"></span>nowiące <span class="_ _e"></span>z<span class="_ _9"></span>aliczki <span class="_ _e"></span>na <span class="_ _e"></span>sprzedaż <span class="_ _f"></span>produkt<span class="_ _0"></span>w, <span class="_ _f"></span>ktre <span class="_ _e"></span>do <span class="_ _e"></span>momentu <span class="_ _e"></span>spełnienia <span class="_ _f"></span>odpowiedni<span class="_ _0"></span>ch <span class="_ _f"></span>wymogw </div><div class="t m0 x2 hd y39d ff4 fs8 fc1 sc0 ls0 ws0">określonych <span class="_ _10"> </span>w <span class="_ _10"> </span>„Ustawie <span class="_ _10"> </span>o <span class="_ _13"> </span>ochronie <span class="_ _10"> </span>praw <span class="_ _10"> </span>nabywcy <span class="_ _13"> </span>lokalu <span class="_ _10"> </span>mieszkalnego <span class="_ _10"> </span>lub <span class="_ _10"> </span>domu <span class="_ _10"> </span>je<span class="_ _9"></span>dnorodzinnego” <span class="_ _10"> </span>zdeponow<span class="_ _15"></span>ane <span class="_ _10"> </span>są <span class="_ _10"> </span>na </div><div class="t m0 x2 hd y2e2 ff3 fs8 fc1 sc0 ls0 ws0">otwartych, mieszkaniowych rachunkach powierniczych. </div><div class="t m0 x2 hd y39e ff4 fs8 fc1 sc0 ls0 ws0">Pozostałe  kr<span class="_ _0"></span>tkoterminowe  aktywa <span class="_ _10"> </span>finansowe  stanowią <span class="_ _10"> </span>środki  zgromadzone <span class="_ _13"> </span>na  rachu<span class="_ _0"></span>nku  escrow <span class="_ _13"> </span>w  związku <span class="_ _10"> </span>z  realizacją </div><div class="t m0 x2 hd y39f ff4 fs8 fc1 sc0 ls0 ws0">infrastruktury <span class="_ _9"></span>zewntrznej <span class="_ _15"></span>związanej <span class="_ _15"></span>z <span class="_ _15"></span>prowadzonymi <span class="_ _15"></span>przez <span class="_ _15"></span>Spłk <span class="_ _9"></span>inwe<span class="_ _9"></span>stycjami <span class="_ _9"></span>deweloperskimi <span class="_ _15"></span>na <span class="_ _15"></span>osiedlu <span class="_ _15"></span>mieszkaniowym </div><div class="t m0 x2 hd y3a0 ff3 fs8 fc1 sc0 ls0 ws0">Metr<span class="ff4">o Zachd.</span> </div><div class="t m0 x2 hd y3a1 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hd y3a2 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y223 ff1 fsa fc0 sc0 ls11 ws0">7.14<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">ŚRODKI PIENIĘŻNE I ICH EKWIWALENTY<span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y3a3 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y3a4 ff9 fs8 fc1 sc0 ls0 ws0">Środki p<span class="_ _9"></span>ieniężne i ich <span class="_ _9"></span>ekwiwalenty<span class="ff3"> <span class="_ _9"></span><span class="ff4">są to <span class="_ _9"></span>środki pieniżne w <span class="_ _9"></span>banku <span class="_ _9"></span>i w <span class="_ _9"></span>kasie, w tym<span class="_ _9"></span> depoz<span class="_ _9"></span>yty bankowe <span class="_ _9"></span>z okresem zapada<span class="_ _9"></span>lności </span></span></div><div class="t m0 x2 hd y86 ff4 fs8 fc1 sc0 ls0 ws0">do 3 miesicy na dzie ich utworzenia. Wartość ksigowa tych aktyww odpowiada ich wartości godziwej.<span class="ff3"> </span></div><div class="t m0 x2 hd y3a5 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y3a6 w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">ŚRODKI PIENIĘŻNE I ICH <span class="_ _0"></span>EKWIWALENTY<span class="ff1"> </span></div></div><div class="c x77 y3a6 w36 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y3a6 w37 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y3a7 w35 h10"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Środki pien<span class="_ _0"></span>iżne w banku i kasie<span class="ff1"> </span></div></div><div class="c x77 y3a7 w36 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">356</span> </div></div><div class="c x78 y3a7 w37 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">16<span class="ls0"> </span>845<span class="ls0"> </span></div></div><div class="c x2 y3a8 w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Lokaty krtkotermin<span class="_ _0"></span>owe<span class="ff3"> </span></div></div><div class="c x77 y3a8 w36 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">26<span class="ls0"> </span>748<span class="ls0"> </span></div></div><div class="c x78 y3a8 w37 h12"><div class="t m0 x2e h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">167<span class="ls0"> </span>233<span class="ls0"> </span></div></div><div class="c x2 y2ff w35 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Inne </div></div><div class="c x77 y2ff w36 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y2ff w37 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y3a9 w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x77 y3a9 w36 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">34<span class="ls0"> </span>104<span class="ls0"> </span></div></div><div class="c x78 y3a9 w37 h10"><div class="t m0 x2e h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">184<span class="ls0"> </span>078<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y3aa ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y3ab ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">25<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y1a4 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y3ac ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y3ad ff1 fsa fc0 sc0 ls11 ws0">7.15<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">KAPITAŁ ZAKŁADOWY<span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y3ae ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he y3af ff2 fs4 fc0 sc0 ls0 ws0">OPIS ZMIAN W KAPITALE Z<span class="_ _9"></span>AKŁADOWYM S<span class="_ _9"></span>PÓŁKI W OKRESI<span class="_ _9"></span>E OD 1 STYCZNIA D<span class="_ _9"></span>O 31 GRUDNIA <span class="_ _9"></span><span class="ff1">20<span class="_ _9"></span>23 <span class="ls23">R.</span> </span></div><div class="t m0 x2 hd y3b0 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y3b1 w48 h2e"><div class="t m0 x0 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">ZMIANA W OKRESIE SPRAWOZDA<span class="_ _0"></span>WCZYM </div></div><div class="c x96 y3b1 w49 h2e"><div class="t m0 x52 h9 y3b2 ff2 fs5 fc1 sc0 ls0 ws0">Kapitał zakładowy <span class="ff1">- Liczba </span></div><div class="t m0 xa h9 y3b3 ff1 fs5 fc1 sc0 ls0 ws0">akcji<span class="ff3"> </span></div></div><div class="c x97 y3b1 w4a h2e"><div class="t m0 x50 h9 y3b2 ff2 fs5 fc1 sc0 ls0 ws0">Kapitał zakładowy <span class="ff1">- </span>Wartość  </div><div class="t m0 x2c h9 y3b3 ff2 fs5 fc1 sc0 ls0 ws0">wg wartości nominalnej<span class="ff1"> </span></div></div><div class="c x8d y3b1 w4b h2e"><div class="t m0 x62 h9 y2bc ff2 fs5 fc1 sc0 ls0 ws0">Nadwyżka  ze sprzedaży </div><div class="t m0 x54 h9 ye7 ff2 fs5 fc1 sc0 ls0 ws0">akcji  powyżej ich  wartości </div><div class="t m0 x3 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">nominalnej </div></div><div class="c x2 y1af w48 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Stan na dzień początek okresu<span class="ff1"> </span></div></div><div class="c x96 y1af w49 h10"><div class="t m0 xb h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">25<span class="ls0"> </span>548<span class="ls0"> </span>422<span class="ls0"> </span></div></div><div class="c x97 y1af w4a h10"><div class="t m0 x26 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">25<span class="ls0"> </span>548<span class="ls0"> </span></div></div><div class="c x8d y1af w4b h10"><div class="t m0 x98 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">264<span class="ls0"> </span>209<span class="ls0"> </span></div></div><div class="c x2 y3b4 w48 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Zmiana </div></div><div class="c x96 y3b4 w49 h10"><div class="t m0 x24 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">150<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x97 y3b4 w4a h10"><div class="t m0 x99 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">150<span class="ls0"> </span></div></div><div class="c x8d y3b4 w4b h10"><div class="t m0 x9a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">350</span> </div></div><div class="c x2 y17e w48 h15"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Stan na koniec okresu </div></div><div class="c x96 y17e w49 h15"><div class="t m0 xb h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">25<span class="ls0"> </span>698<span class="ls0"> </span>422<span class="ls0"> </span></div></div><div class="c x97 y17e w4a h15"><div class="t m0 x26 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">25<span class="ls0"> </span>698<span class="ls0"> </span></div></div><div class="c x8d y17e w4b h15"><div class="t m0 x98 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">271<span class="ls0"> </span>559<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y3b5 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y31f ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 yea w35 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">WPŁYWY Z TYTUŁU EMISJI AKC<span class="_ _0"></span>JI<span class="ff1"> </span></div></div><div class="c x77 yea w36 h12"><div class="t m0 x88 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ff3 ls0"> </span></div></div><div class="c x78 yea w37 h12"><div class="t m0 x5f h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y68 w35 h12"><div class="t m0 x0 h9 y8e ff4 fs5 fc1 sc0 ls0 ws0">Wpływy z tytułu emisji akcji –<span class="ff3"> <span class="ls24">w </span></span>wa<span class="_ _0"></span>rtości nominaln<span class="_ _0"></span>ej<span class="ff1"> </span></div></div><div class="c x77 y68 w36 h12"><div class="t m0 xb h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">150<span class="ls0"> </span></div></div><div class="c x78 y68 w37 h12"><div class="t m0 x5 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">150<span class="ls0"> </span></div></div><div class="c x2 y3b6 w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wpływy z tytułu emisji akcji p<span class="_ _0"></span>owyżej ich wartości nomin<span class="_ _0"></span>alnej<span class="ff3"> </span></div></div><div class="c x77 y3b6 w36 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">350</span> </div></div><div class="c x78 y3b6 w37 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">850</span> </div></div><div class="c x2 y3b7 w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x77 y3b7 w36 h10"><div class="t m0 x90 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">500</span> </div></div><div class="c x78 y3b7 w37 h10"><div class="t m0 x8c h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">000</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd yd6 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y324 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he y3b8 ff2 fs4 fc0 sc0 ls0 ws0">REALIZACJA OPCJI NA A<span class="_ _9"></span>KCJE SPÓŁKI<span class="_ _9"></span><span class="ff1"> </span></div><div class="t m0 x2 hd y6d ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe hd y3b9 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Rejestracja akcji serii AG w dniu 26 stycznia 2023 r. </span></span></div><div class="t m0 x2 hd y3ba ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _15"></span>dniu <span class="_ _e"></span>19 <span class="_ _15"></span>gr<span class="_ _9"></span>udnia <span class="_ _15"></span>2022 <span class="_ _e"></span>roku <span class="_ _e"></span>Zarząd <span class="_ _e"></span>podjął <span class="_ _e"></span>Uchwał <span class="_ _15"></span>w<span class="_ _9"></span> <span class="_ _15"></span>sprawie <span class="_ _e"></span>podwyższenia <span class="_ _15"></span>kapitału <span class="_ _e"></span>zakładowego <span class="_ _e"></span>Spłki <span class="_ _15"></span>w<span class="_ _9"></span> <span class="_ _15"></span>drodze <span class="_ _e"></span>emisji </div><div class="t m0 x2 hd y11c ff3 fs8 fc1 sc0 ls6 ws0">50<span class="ls0"> <span class="ff4">000 sztuk akcji zwykłych na okaziciela seri<span class="_ _0"></span>i AG. Cena emisyjna akcji serii AG została ustalona na 50,00 zł za jedną akcj.  <span class="_ _9"></span><span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y3bb ff4 fs8 fc1 sc0 ls0 ws0">Emisja akcji s<span class="_ _0"></span>erii AG nastąpiła <span class="_ _0"></span>w drodze subskrypcji p<span class="_ _0"></span>rywatnej skierowanej do Pana <span class="_ _0"></span>Leszka Stankiewicza, Wiceprezesa <span class="_ _1b"></span>Zarzą<span class="_ _9"></span>du, </div><div class="t m0 x2 hd y3bc ff4 fs8 fc1 sc0 ls0 ws0">uczestnika <span class="_ _9"></span>Programu <span class="_ _15"></span>VII <span class="_ _15"></span>Opcji <span class="_ _15"></span>Menedżerskich. <span class="_ _9"></span>W <span class="_ _15"></span>dniu <span class="_ _15"></span>29 <span class="_ _15"></span>grudnia <span class="_ _15"></span>2022 <span class="_ _15"></span>roku, <span class="_ _15"></span>Zarząd <span class="_ _15"></span>podjął <span class="_ _9"></span>uchwa<span class="_ _9"></span>ł <span class="_ _15"></span>w <span class="_ _15"></span>sprawie <span class="_ _9"></span>przydzielenia </div><div class="t m0 x2 hd y3bd ff3 fs8 fc1 sc0 ls0 ws0">ww. akcji Panu Leszkowi Stankiewiczowi. </div><div class="t m0 x2 hd y18f ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _e"></span>dniu <span class="_ _e"></span>26<span class="_ _9"></span> <span class="_ _f"></span>stycznia <span class="_ _e"></span>2023 <span class="_ _e"></span>rok<span class="_ _9"></span>u <span class="_ _e"></span>S<span class="_ _9"></span>ąd <span class="_ _e"></span>Rejonowy <span class="_ _f"></span>dla <span class="_ _e"></span>M. <span class="_ _f"></span>St. <span class="_ _e"></span>Warszawy,<span class="_ _9"></span> <span class="_ _e"></span>XII <span class="_ _f"></span>Wydział <span class="_ _e"></span>Gospodarczy <span class="_ _f"></span>Krajowego <span class="_ _e"></span>Rejestru <span class="_ _e"></span>Sądowego </div><div class="t m0 x2 hd y190 ff4 fs8 fc1 sc0 ls0 ws0">dokonał <span class="_ _14"> </span>rejestracji  ww.  podwyższenia <span class="_ _14"> </span>kapitału.  Akcje <span class="_ _14"> </span>serii  AG <span class="_ _14"> </span>zostały  zarejestrowane <span class="_ _14"> </span>przez  Krajowy <span class="_ _14"> </span>Depozyt  Papierw </div><div class="t m0 x2 hd y191 ff4 fs8 fc1 sc0 ls0 ws0">Wartościowych<span class="ff3"> S.A. <span class="_ _9"></span>w <span class="_ _9"></span>depo</span>zycie <span class="_ _9"></span>papierw wartościowyc<span class="_ _9"></span>h o<span class="_ _9"></span>raz wprowadzone <span class="_ _9"></span>do <span class="_ _9"></span>obrotu giełdowego <span class="_ _9"></span>na <span class="_ _9"></span>rynku podstawo<span class="_ _9"></span>wym </div><div class="t m0 x2 hd y3be ff3 fs8 fc1 sc0 ls0 ws0">w dniu 14 czerwca 2023 roku. </div><div class="t m0 xe hd y3bf ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Realizacja opcji na akcje i podwyższenie<span class="_ _0"></span> kapitału w drodze emisji  akcji serii AH i AI<span class="_ _9"></span><span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y3c0 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _1b"></span>dniu <span class="_ _1b"></span>6 <span class="_ _1b"></span>lutego <span class="_ _0"></span>2023 <span class="_ _1b"></span>roku <span class="_ _1b"></span>Zarząd podjął <span class="_ _4"></span>uchwał <span class="_ _0"></span>w <span class="_ _1b"></span>sprawie <span class="_ _1b"></span>podwyższenia <span class="_ _1b"></span>kapitału <span class="_ _1b"></span>z<span class="_ _9"></span>akładowego <span class="_ _1b"></span>Spłki <span class="_ _1b"></span>z<span class="_ _9"></span> <span class="_ _1b"></span>dotychczasowej <span class="_ _1b"></span>kwo<span class="_ _9"></span>ty </div><div class="t m0 x2 hd y3c1 ff4 fs8 fc1 sc0 ls0 ws0">25 <span class="_ _e"></span>598 <span class="_ _e"></span>422,00 <span class="_ _e"></span>zł <span class="_ _e"></span>do <span class="_ _e"></span>kwoty <span class="_ _e"></span>25 <span class="_ _e"></span>698 <span class="_ _e"></span>422,00 <span class="_ _e"></span>zł, <span class="_ _e"></span>to <span class="_ _e"></span>jest <span class="_ _e"></span>o <span class="_ _e"></span>kwot <span class="_ _e"></span>100 <span class="_ _e"></span>000,00 <span class="_ _e"></span>zł, <span class="_ _e"></span>w <span class="_ _e"></span>drodze <span class="_ _e"></span>emisji <span class="_ _e"></span>50 <span class="_ _15"></span>000 <span class="_ _f"></span>sztuk <span class="_ _15"></span>akcji <span class="_ _e"></span>zwykłych <span class="_ _e"></span>na </div><div class="t m0 x2 hd y3c2 ff3 fs8 fc1 sc0 ls0 ws0">okaziciela s<span class="ff4">erii <span class="_ _0"></span>AH, o wartości n<span class="_ _0"></span>ominalnej 1,00 zł każda, oraz e<span class="_ _0"></span>misji 50 000 sztuk <span class="_ _1b"></span>akcj<span class="_ _9"></span>i zwykłych na <span class="_ _0"></span>okaziciela serii AI, o wartości<span class="_ _1b"></span> </span></div><div class="t m0 x2 hd yb8 ff4 fs8 fc1 sc0 ls0 ws0">nominalnej 1,00 zł każda. Cena e<span class="_ _0"></span>misyjna akcji serii AH i A<span class="_ _0"></span>I została ustalona na 50,00 zł za jedną akcj<span class="_ _0"></span>.  Emisja akcji serii <span class="ff3">AH oraz </span></div><div class="t m0 x2 hd y3c3 ff3 fs8 fc1 sc0 ls25 ws0">se<span class="ff4 ls0">rii <span class="_ _9"></span>AI <span class="_ _15"></span>nastąpiła <span class="_ _9"></span>w <span class="_ _15"></span>drodze <span class="_ _9"></span>subskrypcji <span class="_ _15"></span>prywatnej. <span class="_ _9"></span>Celem <span class="_ _15"></span>emisji <span class="_ _9"></span>akcji <span class="_ _15"></span>serii <span class="_ _9"></span>AH <span class="_ _9"></span>oraz<span class="_ _9"></span> <span class="_ _9"></span>serii <span class="_ _15"></span>AI <span class="_ _9"></span>w <span class="_ _9"></span>ramac<span class="_ _9"></span>h <span class="_ _9"></span>kapitału <span class="_ _15"></span>docelowego <span class="_ _9"></span>jest </span></div><div class="t m0 x2 hd y3c4 ff4 fs8 fc1 sc0 ls0 ws0">umożliwienie Spłce wywiązywania si<span class="_ _0"></span> ze zobowiąza wynikających z:<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 xc hd y3c5 ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _1f"> </span><span class="ff4 fs8">Programu V Opcji <span class="_ _0"></span>Menedżerskich dla <span class="_ _0"></span>Mikołaja Konopki, Członka Zarządu<span class="_ _0"></span>, dotyczących 250 000 <span class="_ _0"></span>Akcji Dom Developme<span class="_ _0"></span>nt </span></span></div><div class="t m0 x9b hd y3c6 ff3 fs8 fc1 sc0 ls0 ws0">S.A., oraz </div><div class="t m0 xc hd y3c7 ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _1f"> </span><span class="ff4 fs8">Programu <span class="_ _f"> </span>V<span class="_ _9"></span>II <span class="_ _f"> </span>O<span class="_ _9"></span>pcji <span class="_ _f"> </span>Menedżerskich <span class="_ _10"> </span>dla <span class="_ _10"> </span>Leszka <span class="_ _10"> </span>Stankiewicza, <span class="_ _10"> </span>Wicepre<span class="_ _0"></span>zesa <span class="_ _10"> </span>Zarządu, <span class="_ _10"> </span>dotyczących <span class="_ _10"> </span>250 <span class="_ _10"> </span>000 <span class="_ _10"> </span>Akcji <span class="_ _f"> </span>Dom </span></span></div><div class="t m0 x9b hd y3c8 ff3 fs8 fc1 sc0 ls0 ws0">Development S.A.,  (patrz nota 7.23).  </div><div class="t m0 x2 hd y3c9 ff3 fs8 fc1 sc0 ls0 ws0">W dniu 8 lutego 2023 r.: </div><div class="t m0 xc hd y15c ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _1f"> </span><span class="ff4 fs8">Pan <span class="_ _9"></span>Mikołaj <span class="_ _15"></span>Ko<span class="_ _9"></span>nopka <span class="_ _9"></span>dokonał <span class="_ _15"></span>realizacji <span class="_ _9"></span>o<span class="_ _9"></span>pcji <span class="_ _9"></span>na <span class="_ _15"></span>akcje <span class="_ _15"></span>Spłki <span class="_ _9"></span>popr<span class="_ _9"></span>zez <span class="_ _15"></span>wykonanie <span class="_ _9"></span>praw <span class="_ _15"></span>z <span class="_ _15"></span>warrantw <span class="_ _15"></span>subskrypcyjnych <span class="_ _e"></span><span class="ff3">- </span></span></span></div><div class="t m0 x9b hd y3ca ff4 fs8 fc1 sc0 ls0 ws0">dokonanie subskrypcji na 50 000 akcji. Cena emisyjna akcji serii<span class="_ _0"></span> AH<span class="_ _9"></span> wynosiła 50,00 zł za jedną akcj,<span class="ff3"> </span></div><div class="t m0 xc hd y3cb ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _1f"> </span><span class="ff4 fs8">Pan Leszek Stankiewicz dokonał realizacji opcji na akcje Spłki poprzez wykonanie praw z warrantw <span class="_ _9"></span><span class="ff3">subskrypcyjnych - </span></span></span></div><div class="t m0 x9b hd y3cc ff4 fs8 fc1 sc0 ls0 ws0">dokonanie subskrypcji na 50 000 akcji. Cena emisyjna akcji serii<span class="_ _0"></span> AI <span class="_ _9"></span>wynosiła 50,00 zł za jedną akcj.<span class="ff3"> </span></div><div class="t m0 x2 hd y3cd ff4 fs8 fc1 sc0 ls0 ws0">Akcje <span class="_ _9"></span>te <span class="_ _9"></span>zostały <span class="_ _15"></span>zarejestrowane przez <span class="_ _15"></span>Sąd <span class="_ _9"></span>Rejonowy <span class="_ _15"></span>dla <span class="_ _9"></span>m. <span class="_ _9"></span>st. <span class="_ _9"></span>Warszawy <span class="_ _15"></span>w <span class="_ _9"></span>Warszawie <span class="_ _9"></span>w <span class="_ _15"></span>dniu 15 <span class="_ _15"></span>maja <span class="_ _9"></span>2023 <span class="_ _15"></span>roku. <span class="_ _9"></span>Akcje <span class="_ _9"></span>serii </div><div class="t m0 x2 hd y3ce ff4 fs8 fc1 sc0 ls0 ws0">AH <span class="_ _1b"></span>i AI <span class="_ _1b"></span>zostały zare<span class="_ _0"></span>jestrowane <span class="_ _0"></span>przez Krajowy <span class="_ _1b"></span>Depozyt <span class="_ _0"></span>Papierw <span class="_ _0"></span>Wartościowych<span class="_ _9"></span><span class="ff3"> </span>S.A. <span class="_ _1b"></span>w<span class="_ _9"></span> <span class="_ _0"></span>depozycie <span class="_ _1b"></span>pap<span class="_ _9"></span>ierw <span class="_ _0"></span>wartościowych <span class="_ _0"></span>oraz </div><div class="t m0 x2 hd y3cf ff3 fs8 fc1 sc0 ls0 ws0">wprowadzone do <span class="ff4">obrotu giełdowego na rynku podstawowym w dniu 14 czerwca 2023 roku.</span> </div></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">26<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y1a4 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y3ac ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y3d0 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he yc6 ff2 fs4 fc0 sc0 ls0 ws0">STRUKTURA KAPITAŁU Z<span class="_ _9"></span>AKŁADOWEGO S<span class="_ _9"></span>PÓŁKI NA DZIEŃ<span class="_ _9"></span> 31 GRUDNIA <span class="_ _9"></span><span class="ff1 ls10">202<span class="ls0">3 <span class="_ _9"></span><span class="ls23">R.</span> </span></span></div></div><div class="c x2 y3d1 w47 h2e"><div class="t m0 x0 h9 y2bc ff1 fs5 fc1 sc0 ls0 ws0">Seria / emisja </div></div><div class="c x9c y3d1 w4c h2e"><div class="t m0 x67 h9 y2bc ff1 fs5 fc1 sc0 ls0 ws0">Rodzaj akcji </div></div><div class="c x96 y3d1 w4d h2e"><div class="t m0 x1b h9 y2bc ff1 fs5 fc1 sc0 ls0 ws0">Liczba  akcji </div></div><div class="c x9d y3d1 w4e h2e"><div class="t m0 x62 h9 y2bc ff2 fs5 fc1 sc0 ls0 ws0">Wartość  serii / </div><div class="t m0 x55 h9 ye7 ff2 fs5 fc1 sc0 ls0 ws0">emisji wg wartości </div><div class="t m0 x15 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">nominalnej (PLN) </div></div><div class="c x9e y3d1 w4f h2e"><div class="t m0 x0 h9 y2bc ff2 fs5 fc1 sc0 ls0 ws0">Sposób pokrycia </div><div class="t m0 x67 h9 ye7 ff2 fs5 fc1 sc0 ls0 ws0">kapitału<span class="ff1"> </span></div></div><div class="c x7 y3d1 w4e h2e"><div class="t m0 x15 h9 y2bc ff1 fs5 fc1 sc0 ls0 ws0">Data rejestracji </div></div><div class="c x9f y3d1 w50 h2e"><div class="t m0 x84 h9 y2bc ff1 fs5 fc1 sc0 ls0 ws0">Prawo do </div><div class="t m0 x1f h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">dywidendy (od </div><div class="t m0 x4c h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">daty) </div></div><div class="c x2 y62 w47 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">A </div></div><div class="c x9c y62 w4c h10"><div class="t m0 x46 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y62 w4d h10"><div class="t m0 x52 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">21<span class="ls0"> </span>344<span class="ls0"> </span>490<span class="ls0"> </span></div></div><div class="c x9d y62 w4e h10"><div class="t m0 x60 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">21<span class="ls0"> </span>344<span class="ls0"> </span>490<span class="ls0"> </span></div></div><div class="c x9e y62 w4f h10"><div class="t m0 x67 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y62 w4e h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">12.09.2006 </div></div><div class="c x9f y62 w50 h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">12.09.2006 </div></div><div class="c x2 y2af w47 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">F </div></div><div class="c x9c y2af w4c h12"><div class="t m0 x46 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y2af w4d h12"><div class="t m0 x86 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">705</span> <span class="ls7">882</span> </div></div><div class="c x9d y2af w4e h12"><div class="t m0 x79 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">705</span> <span class="ls7">882</span> </div></div><div class="c x9e y2af w4f h12"><div class="t m0 x67 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y2af w4e h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">31.10.2006 </div></div><div class="c x9f y2af w50 h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">31.10.2006 </div></div><div class="c x2 y3d2 w47 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">H </div></div><div class="c x9c y3d2 w4c h12"><div class="t m0 x46 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y3d2 w4d h12"><div class="t m0 x8a h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">172<span class="ls0"> </span>200<span class="ls0"> </span></div></div><div class="c x9d y3d2 w4e h12"><div class="t m0 xa0 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">172<span class="ls0"> </span>200<span class="ls0"> </span></div></div><div class="c x9e y3d2 w4f h12"><div class="t m0 x67 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y3d2 w4e h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">14.02.2007 </div></div><div class="c x9f y3d2 w50 h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">14.02.2007 </div></div><div class="c x2 y2b1 w47 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">I </div></div><div class="c x9c y2b1 w4c h10"><div class="t m0 x46 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y2b1 w4d h10"><div class="t m0 x80 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">92<span class="ls0"> </span>700<span class="ls0"> </span></div></div><div class="c x9d y2b1 w4e h10"><div class="t m0 x17 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">92<span class="ls0"> </span>700<span class="ls0"> </span></div></div><div class="c x9e y2b1 w4f h10"><div class="t m0 x67 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y2b1 w4e h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">14.02.2007 </div></div><div class="c x9f y2b1 w50 h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">14.02.2007 </div></div><div class="c x2 y2b2 w47 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">J </div></div><div class="c x9c y2b2 w4c h12"><div class="t m0 x46 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y2b2 w4d h12"><div class="t m0 x80 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">96<span class="ls0"> </span>750<span class="ls0"> </span></div></div><div class="c x9d y2b2 w4e h12"><div class="t m0 x17 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">96<span class="ls0"> </span>750<span class="ls0"> </span></div></div><div class="c x9e y2b2 w4f h12"><div class="t m0 x67 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y2b2 w4e h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">14.02.2007 </div></div><div class="c x9f y2b2 w50 h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">14.02.2007 </div></div><div class="c x2 y3d3 w47 h15"><div class="t m0 x0 h11 y113 ff3 fs5 fc1 sc0 ls0 ws0">L </div></div><div class="c x9c y3d3 w4c h15"><div class="t m0 x46 h11 y113 ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y3d3 w4d h15"><div class="t m0 x8a h11 y113 ff3 fs5 fc1 sc0 ls7 ws0">148<span class="ls0"> </span>200<span class="ls0"> </span></div></div><div class="c x9d y3d3 w4e h15"><div class="t m0 xa0 h11 y113 ff3 fs5 fc1 sc0 ls7 ws0">148<span class="ls0"> </span>200<span class="ls0"> </span></div></div><div class="c x9e y3d3 w4f h15"><div class="t m0 x67 h11 y113 ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y3d3 w4e h15"><div class="t m0 x2c h11 y113 ff3 fs5 fc1 sc0 ls0 ws0">14.02.2007 </div></div><div class="c x9f y3d3 w50 h15"><div class="t m0 x2c h11 y113 ff3 fs5 fc1 sc0 ls0 ws0">14.02.2007 </div></div><div class="c x2 y3d4 w47 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Ł<span class="ff3"> </span></div></div><div class="c x9c y3d4 w4c h10"><div class="t m0 x46 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y3d4 w4d h10"><div class="t m0 x8a h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">110<span class="ls0"> </span>175<span class="ls0"> </span></div></div><div class="c x9d y3d4 w4e h10"><div class="t m0 xa0 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">110<span class="ls0"> </span>175<span class="ls0"> </span></div></div><div class="c x9e y3d4 w4f h10"><div class="t m0 x67 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y3d4 w4e h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">12.03.2012 </div></div><div class="c x9f y3d4 w50 h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">07.05.2012 </div></div><div class="c x2 y3d5 w47 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">M </div></div><div class="c x9c y3d5 w4c h12"><div class="t m0 x46 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y3d5 w4d h12"><div class="t m0 x80 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">24<span class="ls0"> </span>875<span class="ls0"> </span></div></div><div class="c x9d y3d5 w4e h12"><div class="t m0 x17 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">24<span class="ls0"> </span>875<span class="ls0"> </span></div></div><div class="c x9e y3d5 w4f h12"><div class="t m0 x67 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y3d5 w4e h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">03.10.2012 </div></div><div class="c x9f y3d5 w50 h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">09.11.2012 </div></div><div class="c x2 ye9 w47 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">N </div></div><div class="c x9c ye9 w4c h10"><div class="t m0 x46 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 ye9 w4d h10"><div class="t m0 x80 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">20<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9d ye9 w4e h10"><div class="t m0 x17 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">20<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9e ye9 w4f h10"><div class="t m0 x67 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 ye9 w4e h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">03.10.2012 </div></div><div class="c x9f ye9 w50 h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">09.11.2012 </div></div><div class="c x2 y3d6 w47 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">O </div></div><div class="c x9c y3d6 w4c h12"><div class="t m0 x46 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y3d6 w4d h12"><div class="t m0 x80 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">26<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9d y3d6 w4e h12"><div class="t m0 x17 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">26<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9e y3d6 w4f h12"><div class="t m0 x67 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y3d6 w4e h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">05.03.2013 </div></div><div class="c x9f y3d6 w50 h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">17.05.2013 </div></div><div class="c x2 y3d7 w47 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">P </div></div><div class="c x9c y3d7 w4c h12"><div class="t m0 x46 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y3d7 w4d h12"><div class="t m0 x23 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">925<span class="ls0"> </span></div></div><div class="c x9d y3d7 w4e h12"><div class="t m0 x95 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">925<span class="ls0"> </span></div></div><div class="c x9e y3d7 w4f h12"><div class="t m0 x67 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y3d7 w4e h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">31.10.2013 </div></div><div class="c x9f y3d7 w50 h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">23.12.2013 </div></div><div class="c x2 y3d8 w47 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">R </div></div><div class="c x9c y3d8 w4c h10"><div class="t m0 x46 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y3d8 w4d h10"><div class="t m0 x80 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">11<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9d y3d8 w4e h10"><div class="t m0 x17 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">11<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9e y3d8 w4f h10"><div class="t m0 x67 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y3d8 w4e h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">31.10.2013 </div></div><div class="c x9f y3d8 w50 h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">23.12.2013 </div></div><div class="c x2 y3d9 w47 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">S </div></div><div class="c x9c y3d9 w4c h12"><div class="t m0 x46 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y3d9 w4d h12"><div class="t m0 x80 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">17<span class="ls0"> </span>075<span class="ls0"> </span></div></div><div class="c x9d y3d9 w4e h12"><div class="t m0 x17 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">17<span class="ls0"> </span>075<span class="ls0"> </span></div></div><div class="c x9e y3d9 w4f h12"><div class="t m0 x67 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y3d9 w4e h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">20.03.2014 </div></div><div class="c x9f y3d9 w50 h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">02.05.2014 </div></div><div class="c x2 y3da w47 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">T </div></div><div class="c x9c y3da w4c h10"><div class="t m0 x46 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y3da w4d h10"><div class="t m0 xa1 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">000</span> </div></div><div class="c x9d y3da w4e h10"><div class="t m0 x1d h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">000</span> </div></div><div class="c x9e y3da w4f h10"><div class="t m0 x67 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y3da w4e h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">14.01.2015 </div></div><div class="c x9f y3da w50 h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">27.03.2015 </div></div><div class="c x2 y3db w47 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">U </div></div><div class="c x9c y3db w4c h10"><div class="t m0 x46 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y3db w4d h10"><div class="t m0 x80 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">10<span class="ls0"> </span>320<span class="ls0"> </span></div></div><div class="c x9d y3db w4e h10"><div class="t m0 x17 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">10<span class="ls0"> </span>320<span class="ls0"> </span></div></div><div class="c x9e y3db w4f h10"><div class="t m0 x67 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y3db w4e h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">17.05.2016 </div></div><div class="c x9f y3db w50 h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">01.06.2016 </div></div><div class="c x2 y3dc w47 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">V </div></div><div class="c x9c y3dc w4c h12"><div class="t m0 x46 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y3dc w4d h12"><div class="t m0 xa1 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">000</span> </div></div><div class="c x9d y3dc w4e h12"><div class="t m0 x1d h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">000</span> </div></div><div class="c x9e y3dc w4f h12"><div class="t m0 x67 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y3dc w4e h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">17.05.2016 </div></div><div class="c x9f y3dc w50 h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">01.06.2016 </div></div><div class="c x2 y3dd w47 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">W </div></div><div class="c x9c y3dd w4c h10"><div class="t m0 x46 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y3dd w4d h10"><div class="t m0 x80 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">85<span class="ls0"> </span>830<span class="ls0"> </span></div></div><div class="c x9d y3dd w4e h10"><div class="t m0 x17 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">85<span class="ls0"> </span>830<span class="ls0"> </span></div></div><div class="c x9e y3dd w4f h10"><div class="t m0 x67 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y3dd w4e h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">10.01.2017 </div></div><div class="c x9f y3dd w50 h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">10.03.2017 </div></div><div class="c x2 y3de w47 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Y </div></div><div class="c x9c y3de w4c h10"><div class="t m0 x46 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y3de w4d h10"><div class="t m0 x8a h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">100<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9d y3de w4e h10"><div class="t m0 xa0 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">100<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9e y3de w4f h10"><div class="t m0 x67 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y3de w4e h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">29.03.2018 </div></div><div class="c x9f y3de w50 h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">21.05.2018 </div></div><div class="c x2 y3df w47 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Z </div></div><div class="c x9c y3df w4c h12"><div class="t m0 x46 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y3df w4d h12"><div class="t m0 x8a h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">100<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9d y3df w4e h12"><div class="t m0 xa0 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">100<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9e y3df w4f h12"><div class="t m0 x67 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y3df w4e h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">28.02.2019 </div></div><div class="c x9f y3df w50 h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">24.04.2019 </div></div><div class="c x2 y272 w47 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls26 ws0">AA<span class="ls0"> </span></div></div><div class="c x9c y272 w4c h10"><div class="t m0 x46 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y272 w4d h10"><div class="t m0 x8a h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">100<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9d y272 w4e h10"><div class="t m0 xa0 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">100<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9e y272 w4f h10"><div class="t m0 x67 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y272 w4e h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">31.03.2020 </div></div><div class="c x9f y272 w50 h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">28.05.2020 </div></div><div class="c x2 y273 w47 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls26 ws0">AB<span class="ls0"> </span></div></div><div class="c x9c y273 w4c h12"><div class="t m0 x46 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y273 w4d h12"><div class="t m0 x80 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9d y273 w4e h12"><div class="t m0 x17 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9e y273 w4f h12"><div class="t m0 x67 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y273 w4e h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">31.03.2020 </div></div><div class="c x9f y273 w50 h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">28.05.2020 </div></div><div class="c x2 y3e0 w47 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls26 ws0">AC<span class="ls0"> </span></div></div><div class="c x9c y3e0 w4c h12"><div class="t m0 x46 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y3e0 w4d h12"><div class="t m0 x8a h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">100<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9d y3e0 w4e h12"><div class="t m0 xa0 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">100<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9e y3e0 w4f h12"><div class="t m0 x67 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y3e0 w4e h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">18.02.2021 </div></div><div class="c x9f y3e0 w50 h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">23.04.2021 </div></div><div class="c x2 y3e1 w47 h15"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls26 ws0">AD<span class="ls0"> </span></div></div><div class="c x9c y3e1 w4c h15"><div class="t m0 x46 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y3e1 w4d h15"><div class="t m0 x80 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">80<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9d y3e1 w4e h15"><div class="t m0 x17 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">80<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9e y3e1 w4f h15"><div class="t m0 x67 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y3e1 w4e h15"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">18.02.2021 </div></div><div class="c x9f y3e1 w50 h15"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">23.04.2021 </div></div><div class="c x2 y3e2 w47 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls26 ws0">AE<span class="ls0"> </span></div></div><div class="c x9c y3e2 w4c h12"><div class="t m0 x46 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y3e2 w4d h12"><div class="t m0 x8a h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">100<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9d y3e2 w4e h12"><div class="t m0 xa0 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">100<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9e y3e2 w4f h12"><div class="t m0 x67 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y3e2 w4e h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">02.03.2022 </div></div><div class="c x9f y3e2 w50 h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">10.06.2022 </div></div><div class="c x2 y3e3 w47 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls26 ws0">AF<span class="ls0"> </span></div></div><div class="c x9c y3e3 w4c h10"><div class="t m0 x46 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y3e3 w4d h10"><div class="t m0 x80 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9d y3e3 w4e h10"><div class="t m0 x17 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9e y3e3 w4f h10"><div class="t m0 x67 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y3e3 w4e h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">02.03.2022 </div></div><div class="c x9f y3e3 w50 h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">10.06.2022 </div></div><div class="c x2 y3e4 w47 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls26 ws0">AG<span class="ls0"> </span></div></div><div class="c x9c y3e4 w4c h10"><div class="t m0 x46 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y3e4 w4d h10"><div class="t m0 x80 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9d y3e4 w4e h10"><div class="t m0 x17 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9e y3e4 w4f h10"><div class="t m0 x67 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y3e4 w4e h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">26.01.2023 </div></div><div class="c x9f y3e4 w50 h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">14.06.2023 </div></div><div class="c x2 y3e5 w47 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls26 ws0">AH<span class="ls0"> </span></div></div><div class="c x9c y3e5 w4c h12"><div class="t m0 x46 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y3e5 w4d h12"><div class="t m0 x80 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9d y3e5 w4e h12"><div class="t m0 x17 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9e y3e5 w4f h12"><div class="t m0 x67 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y3e5 w4e h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">15.05.2023 </div></div><div class="c x9f y3e5 w50 h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">14.06.2023 </div></div><div class="c x2 y3e6 w47 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls26 ws0">AI<span class="ls0"> </span></div></div><div class="c x9c y3e6 w4c h10"><div class="t m0 x46 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x96 y3e6 w4d h10"><div class="t m0 x80 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9d y3e6 w4e h10"><div class="t m0 x17 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x9e y3e6 w4f h10"><div class="t m0 x67 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x7 y3e6 w4e h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">15.05.2023 </div></div><div class="c x9f y3e6 w50 h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">14.06.2023 </div></div><div class="c x2 y3e7 w47 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x9c y3e7 w4c h10"><div class="t m0 xa2 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x96 y3e7 w4d h10"><div class="t m0 x52 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">25<span class="ls0"> </span>698<span class="ls0"> </span>422<span class="ls0"> </span></div></div><div class="c x9d y3e7 w4e h10"><div class="t m0 x60 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">25<span class="ls0"> </span>698<span class="ls0"> </span>422<span class="ls0"> </span></div></div><div class="c x9e y3e7 w4f h10"><div class="t m0 x7e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x7 y3e7 w4e h10"><div class="t m0 x5 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x9f y3e7 w50 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y3e8 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y3e9 ff4 fs8 fc1 sc0 ls0 ws0">Każda akcja<span class="ff3"> </span>Dom Development S.A. ma wartość nominalną w wysokości <span class="ff3">1 PLN.  </span></div><div class="t m0 x2 hd y3ea ff4 fs8 fc1 sc0 ls0 ws0">Żadna z akcji Spłki nie jest uprzywilejowana oraz nie podlega <span class="ff3">ograniczniom praw do akcji. </span></div><div class="t m0 x1 hd yb5 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hd y3eb ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he y3ec ff2 fs4 fc0 sc0 ls0 ws0">WYKAZ AKCJONARIUSZY P<span class="_ _9"></span>OSIADAJĄCYCH BE<span class="_ _9"></span>ZPOŚREDNIO <span class="_ _9"></span>LUB POŚREDNIO PRZE<span class="_ _9"></span>Z PODMIOTY ZALEŻNE<span class="_ _9"></span> CO </div><div class="t m0 x2 he y3ed ff1 fs4 fc0 sc0 ls0 ws0">NAJMNIEJ<span class="_ _9"></span> <span class="ff2">5% OGÓLNEJ LICZBY GŁOSÓ<span class="_ _9"></span>W NA WALNYM ZGR<span class="_ _9"></span>OMADZENIU <span class="_ _9"></span>AKCJONARIUSZY („WZA”) N<span class="_ _9"></span>A DZIEŃ </span></div><div class="t m0 x2 he y3ee ff1 fs4 fc0 sc0 ls10 ws0">31<span class="ls0"> GRUDNIA </span>202<span class="_ _9"></span><span class="ls0">3 <span class="ls23">R.</span> </span></div></div><div class="c x4 y3ef w30 h14"><div class="t m0 x25 h11 y3f0 ff3 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xa3 y3ef w51 h14"><div class="t m0 xa2 h9 y3f0 ff1 fs5 fc1 sc0 ls0 ws0">Akcje<span class="ff3"> </span></div></div><div class="c xa4 y3ef w52 h14"><div class="t m0 x6c h9 y3f0 ff2 fs5 fc1 sc0 ls0 ws0">Procent kapitału<span class="ff3"> </span></div></div><div class="c xa5 y3ef w53 h14"><div class="t m0 x1a h9 y3f0 ff2 fs5 fc1 sc0 ls0 ws0">Liczba głosów na WZA<span class="ff3"> </span></div></div><div class="c xa6 y3ef w54 h14"><div class="t m0 x1b h9 y3f0 ff2 fs5 fc1 sc0 ls0 ws0">Procent głosów na WZA<span class="ff3"> </span></div></div><div class="c x4 y3f1 w30 h12"><div class="t m0 x1b h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Groupe Belle<span class="_ _0"></span>forêt S.à r.l.<span class="ff3"> </span></div></div><div class="c xa3 y3f1 w51 h12"><div class="t m0 x2d h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">14<span class="ls0"> </span>140<span class="ls0"> </span>441<span class="ls0"> </span></div></div><div class="c xa4 y3f1 w52 h12"><div class="t m0 x75 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">55,02 </div></div><div class="c xa5 y3f1 w53 h12"><div class="t m0 x4b h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">14<span class="ls0"> </span>140<span class="ls0"> </span>441<span class="ls0"> </span></div></div><div class="c xa6 y3f1 w54 h12"><div class="t m0 x4d h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">55,02 </div></div><div class="c x4 y3f2 w30 h10"><div class="t m0 x1b h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">PTE Allianz Polska S.A.* </div></div><div class="c xa3 y3f2 w51 h10"><div class="t m0 x61 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">501</span> <span class="ls7">493</span> </div></div><div class="c xa4 y3f2 w52 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">9,73 </div></div><div class="c xa5 y3f2 w53 h10"><div class="t m0 x5 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">501</span> <span class="ls7">493</span> </div></div><div class="c xa6 y3f2 w54 h10"><div class="t m0 x9a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">9,73 </div></div><div class="c x4 y3f3 w30 h12"><div class="t m0 x1b h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Jarosław Szanajca<span class="ff3"> </span></div></div><div class="c xa3 y3f3 w51 h12"><div class="t m0 x61 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">454</span> <span class="ls7">050</span> </div></div><div class="c xa4 y3f3 w52 h12"><div class="t m0 x72 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">5,66 </div></div><div class="c xa5 y3f3 w53 h12"><div class="t m0 x5 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">454</span> <span class="ls7">050</span> </div></div><div class="c xa6 y3f3 w54 h12"><div class="t m0 x9a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">5,66 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y1cd ff3 fs5 fc1 sc0 ls0 ws0">*) <span class="_ _e"></span>Stan <span class="_ _f"></span>posiadania <span class="_ _15"></span>akcji <span class="_ _f"></span>przez <span class="_ _e"></span>PTE <span class="_ _e"></span>Allianz <span class="_ _e"></span>Polska <span class="_ _f"></span>S.A. <span class="_ _e"></span>podano <span class="_ _e"></span>zgodnie <span class="_ _f"></span>z <span class="_ _e"></span>zawiadomieniem <span class="_ _e"></span> <span class="_ _e"></span>z <span class="_ _f"></span>dnia <span class="_ _f"></span>15.05.2023 <span class="_ _f"></span>r. <span class="_ _e"></span>i <span class="_ _f"></span>obejmuje <span class="_ _15"></span>akcje <span class="_ _f"></span>w </div><div class="t m0 x7a h11 y3f4 ff3 fs5 fc1 sc0 ls0 ws0">posiadaniu<span class="_ _0"></span> Allianz OFE </div><div class="t m0 x2 hd y2ed ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y2ee ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y3f5 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y3f6 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">27<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y1a4 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y3ac ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y3d0 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he yc6 ff2 fs4 fc0 sc0 ls0 ws0">ZESTAWIENIE STANU P<span class="_ _9"></span>OSIADANIA AKCJI DOM<span class="_ _9"></span> DEVELOPME<span class="_ _9"></span>NT S.A. LUB UPRAWNIEŃ D<span class="_ _9"></span>O NICH (OPCJ<span class="_ _9"></span>I) PRZEZ </div><div class="t m0 x2 he y3f7 ff2 fs4 fc0 sc0 ls0 ws0">OSOBY ZARZĄDZAJĄCE<span class="_ _9"></span> I NADZORUJĄCE DOM DE<span class="_ _9"></span>VELOPMEN<span class="_ _9"></span>T S.A. NA DZIEŃ 31 GRU<span class="_ _9"></span>DNIA <span class="_ _9"></span><span class="ff1 ls10">202<span class="ls0">3 <span class="_ _9"></span><span class="ls23">R.</span> </span></span></div><div class="t m0 x2 he y2ac ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y2f4 w55 h30"><div class="t m0 xa7 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">STAN NA <span class="ff3"> </span></div><div class="t m0 xa8 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31<span class="ls1e">.12.</span>202<span class="ls0">3 </span></div></div><div class="c xa9 y2f4 w56 h30"><div class="t m0 x60 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">ZMIANA W OKRESIE  </div><div class="t m0 x1d h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">OD 31<span class="ls1e">.12.<span class="ls7">202</span></span>2 </div></div><div class="c x4 y3f8 w30 h2a"><div class="t m0 x0 h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa3 y3f8 w51 h2a"><div class="t m0 xa2 h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0">Akcje </div></div><div class="c xa4 y3f8 w57 h2a"><div class="t m0 x84 h9 y2ad ff2 fs5 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 x2d h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">nominalna  </div><div class="t m0 x52 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">akcji (tys. zł)<span class="ff1"> </span></div></div><div class="c xaa y3f8 w58 h2a"><div class="t m0 x6c h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0">Opcje na </div><div class="t m0 x23 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">akcje </div></div><div class="c xab y3f8 w59 h2a"><div class="t m0 x19 h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0">Akcje </div><div class="t m0 x84 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0"> i opcje  </div><div class="t m0 x60 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">razem </div></div><div class="c xa9 y3f8 w5a h2a"><div class="t m0 x79 h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0">Akcje </div></div><div class="c x5d y3f8 w51 h2a"><div class="t m0 x2d h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0">Opcje na </div><div class="t m0 x7e h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">akcje </div></div><div class="c x4 y3f9 w30 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">ZARZĄD<span class="ff1"> </span></div></div><div class="c xa3 y3f9 w51 h12"><div class="t m0 xac h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa4 y3f9 w57 h12"><div class="t m0 xac h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xaa y3f9 w58 h12"><div class="t m0 xac h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xab y3f9 w59 h12"><div class="t m0 x31 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa9 y3f9 w5a h12"><div class="t m0 x1 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x5d y3f9 w51 h12"><div class="t m0 x94 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y340 w30 h15"><div class="t m0 x1b h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Jarosław Szanajca <span class="ff3"> </span></div></div><div class="c xa3 y340 w51 h15"><div class="t m0 x61 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">1 454 050<span class="ls0"> </span></div></div><div class="c xa4 y340 w57 h15"><div class="t m0 xa2 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">1 454<span class="ls0"> </span></div></div><div class="c xaa y340 w58 h15"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xab y340 w59 h15"><div class="t m0 x2d h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">1 454 050<span class="ls0"> </span></div></div><div class="c xa9 y340 w5a h15"><div class="t m0 x32 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5d y340 w51 h15"><div class="t m0 x22 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x4 y3fa w30 h10"><div class="t m0 x1b h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Małgorzata Kolarska<span class="ff3"> </span></div></div><div class="c xa3 y3fa w51 h10"><div class="t m0 xad h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">285 066<span class="ls0"> </span></div></div><div class="c xa4 y3fa w57 h10"><div class="t m0 x17 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">285<span class="ls0"> </span></div></div><div class="c xaa y3fa w58 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xab y3fa w59 h10"><div class="t m0 x76 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">285 066<span class="ls0"> </span></div></div><div class="c xa9 y3fa w5a h10"><div class="t m0 x83 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls7">118</span> <span class="ls7">478</span>) </div></div><div class="c x5d y3fa w51 h10"><div class="t m0 x22 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x4 y3fb w30 h12"><div class="t m0 x1b h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Leszek Stankiewicz*</div><div class="t m0 x9a h37 y3fc ff3 fsb fc1 sc0 ls0 ws0">)<span class="ls27">, </span></div><div class="t m0 x35 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">**</div><div class="t m0 xae h37 y3fc ff3 fsb fc1 sc0 ls0 ws0">)</div><div class="t m0 xaf h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa3 y3fb w51 h12"><div class="t m0 xad h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">100 000<span class="ls0"> </span></div></div><div class="c xa4 y3fb w57 h12"><div class="t m0 x17 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">100<span class="ls0"> </span></div></div><div class="c xaa y3fb w58 h12"><div class="t m0 xad h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1<span class="ls7">50 000</span> </div></div><div class="c xab y3fb w59 h12"><div class="t m0 x76 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">250 000<span class="ls0"> </span></div></div><div class="c xa9 y3fb w5a h12"><div class="t m0 x5e h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">100 000<span class="ls0"> </span></div></div><div class="c x5d y3fb w51 h12"><div class="t m0 x67 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(100 <span class="ls7">000</span>) </div></div><div class="c x4 y4f w30 h10"><div class="t m0 x1b h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Mikołaj Konopk<span class="_ _0"></span>a<span class="ff3">*</span></div><div class="t m0 x21 h37 y43 ff3 fsb fc1 sc0 ls0 ws0">)</div><div class="t m0 xb0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa3 y4f w51 h10"><div class="t m0 xad h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">170 061<span class="ls0"> </span></div></div><div class="c xa4 y4f w57 h10"><div class="t m0 x17 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1<span class="ls7">70</span> </div></div><div class="c xaa y4f w58 h10"><div class="t m0 x19 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xab y4f w59 h10"><div class="t m0 x76 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">220 061<span class="ls0"> </span></div></div><div class="c xa9 y4f w5a h10"><div class="t m0 x60 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">31<span class="ls0"> </span>080<span class="ls0"> </span></div></div><div class="c x5d y4f w51 h10"><div class="t m0 x71 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(50 000) </div></div><div class="c x4 y3fd w30 h12"><div class="t m0 x1b h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Terry Roydon  </div></div><div class="c xa3 y3fd w51 h12"><div class="t m0 x19 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">58 500<span class="ls0"> </span></div></div><div class="c xa4 y3fd w57 h12"><div class="t m0 x2f h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">59<span class="ls0"> </span></div></div><div class="c xaa y3fd w58 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xab y3fd w59 h12"><div class="t m0 xad h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">58 500<span class="ls0"> </span></div></div><div class="c xa9 y3fd w5a h12"><div class="t m0 x32 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5d y3fd w51 h12"><div class="t m0 x22 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x4 y3fe w30 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa3 y3fe w51 h12"><div class="t m0 xac h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa4 y3fe w57 h12"><div class="t m0 xac h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xaa y3fe w58 h12"><div class="t m0 xac h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xab y3fe w59 h12"><div class="t m0 x31 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa9 y3fe w5a h12"><div class="t m0 x1 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x5d y3fe w51 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y3ff w30 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">RADA NADZORCZA<span class="ff3"> </span></div></div><div class="c xa3 y3ff w51 h10"><div class="t m0 xac h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa4 y3ff w57 h10"><div class="t m0 xac h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xaa y3ff w58 h10"><div class="t m0 xac h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xab y3ff w59 h10"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa9 y3ff w5a h10"><div class="t m0 x1 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x5d y3ff w51 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y400 w30 h12"><div class="t m0 x1b h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Grzegorz Kiełpsz <span class="ff3"> </span></div></div><div class="c xa3 y400 w51 h12"><div class="t m0 x61 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">1 280 750<span class="ls0"> </span></div></div><div class="c xa4 y400 w57 h12"><div class="t m0 xa2 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">1 281<span class="ls0"> </span></div></div><div class="c xaa y400 w58 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xab y400 w59 h12"><div class="t m0 x2d h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">1 280 750<span class="ls0"> </span></div></div><div class="c xa9 y400 w5a h12"><div class="t m0 x32 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5d y400 w51 h12"><div class="t m0 x22 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x4 y401 w30 h10"><div class="t m0 x1b h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Janusz Zalewski </div></div><div class="c xa3 y401 w51 h10"><div class="t m0 xad h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">300 000<span class="ls0"> </span></div></div><div class="c xa4 y401 w57 h10"><div class="t m0 x17 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">300<span class="ls0"> </span></div></div><div class="c xaa y401 w58 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xab y401 w59 h10"><div class="t m0 x76 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">300 000<span class="ls0"> </span></div></div><div class="c xa9 y401 w5a h10"><div class="t m0 x32 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5d y401 w51 h10"><div class="t m0 x22 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x4 y402 w30 h10"><div class="t m0 x1b h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Mark Spiteri </div></div><div class="c xa3 y402 w51 h10"><div class="t m0 x17 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">900<span class="ls0"> </span></div></div><div class="c xa4 y402 w57 h10"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 </div></div><div class="c xaa y402 w58 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xab y402 w59 h10"><div class="t m0 x87 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">900<span class="ls0"> </span></div></div><div class="c xa9 y402 w5a h10"><div class="t m0 x32 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5d y402 w51 h10"><div class="t m0 x22 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x4 y403 w30 h12"><div class="t m0 x1b h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Anna Panasiuk </div></div><div class="c xa3 y403 w51 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa4 y403 w57 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xaa y403 w58 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xab y403 w59 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa9 y403 w5a h12"><div class="t m0 x32 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5d y403 w51 h12"><div class="t m0 x22 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x4 y404 w30 h10"><div class="t m0 x1b h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Edyta Wojtkiewicz </div></div><div class="c xa3 y404 w51 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa4 y404 w57 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xaa y404 w58 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xab y404 w59 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa9 y404 w5a h10"><div class="t m0 x32 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5d y404 w51 h10"><div class="t m0 x22 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x4 y405 w30 h10"><div class="t m0 x1b h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Philippe Bo<span class="_ _0"></span>navero </div></div><div class="c xa3 y405 w51 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa4 y405 w57 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xaa y405 w58 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xab y405 w59 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa9 y405 w5a h10"><div class="t m0 x32 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5d y405 w51 h10"><div class="t m0 x22 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x4 y406 w30 h12"><div class="t m0 x1b h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Dorota Podedworna-Tarnowska </div></div><div class="c xa3 y406 w51 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa4 y406 w57 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xaa y406 w58 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xab y406 w59 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa9 y406 w5a h12"><div class="t m0 x32 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x5d y406 w51 h12"><div class="t m0 x22 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y407 ff3 fs5 fc1 sc0 ls0 ws0">*</div><div class="t m0 xae h37 y408 ff3 fsb fc1 sc0 ls0 ws0">) </div><div class="t m0 xb1 h11 y407 ff3 fs5 fc1 sc0 ls0 ws0">W dniu <span class="_ _9"></span>8 <span class="_ _9"></span>lutego <span class="ls7">202</span>3 <span class="_ _9"></span>roku <span class="_ _9"></span>Pan <span class="_ _9"></span>Leszek Stankiewicz <span class="_ _9"></span>oraz Pan <span class="_ _9"></span><span class="ff4">Mikołaj <span class="_ _9"></span>Konopka dokonali </span>realizacji <span class="_ _9"></span><span class="ls28">po</span> <span class="ls7">50</span> 000 <span class="_ _9"></span>akcji D<span class="_ _9"></span>om Development </div><div class="t m0 x7a h11 y409 ff3 fs5 fc1 sc0 ls0 ws0">S.A. <span class="_ _e"></span><span class="ff4">każdy <span class="_ _15"></span></span>w <span class="_ _f"></span>ramach <span class="_ _15"></span>realizacji <span class="_ _e"></span>opcji <span class="_ _15"></span>na <span class="_ _e"></span>akcje <span class="_ _e"></span><span class="ff4">Spłki.</span> <span class="_ _e"></span><span class="ff4">Akcje <span class="_ _e"></span>te <span class="_ _e"></span>zostały <span class="_ _15"></span>zarejestrowane <span class="_ _e"></span>przez <span class="_ _15"></span>S<span class="_ _9"></span>ąd <span class="_ _e"></span>Rejonowy <span class="_ _15"></span>dla <span class="_ _e"></span>m. <span class="_ _e"></span>st. <span class="_ _e"></span>Warszawy <span class="_ _e"></span>w </span></div><div class="t m0 x7a h11 y40a ff4 fs5 fc1 sc0 ls0 ws0">Warszawie, XII Wydział Gospo<span class="_ _0"></span>darczy Krajowego Rejestru Sądowe<span class="_ _0"></span>go w dniu 15 maja 2023 r.<span class="ff3"> </span></div><div class="t m0 x2 h11 y34d ff4 fs5 fc1 sc0 ls0 ws0">**) <span class="_ _1b"></span>W <span class="_ _1b"></span>dniu <span class="_ _1b"></span>29 <span class="_ _0"></span>grudnia <span class="_ _1b"></span>2022 <span class="_ _1b"></span>roku <span class="_ _1b"></span>Za<span class="_ _9"></span>rząd <span class="_ _1b"></span>podjął <span class="_ _1b"></span>uchwał <span class="_ _1b"></span>w <span class="_ _0"></span>sprawie <span class="_ _1b"></span>przydzielenia <span class="_ _1b"></span>nowych <span class="_ _4"></span>akcj<span class="_ _9"></span>i <span class="_ _1b"></span>panu <span class="_ _1b"></span>L<span class="_ _9"></span>eszkowi <span class="_ _1b"></span>Stankiewiczowi <span class="_ _4"></span>w p<span class="_ _0"></span>ro<span class="_ _9"></span><span class="ff3">cesie </span></div><div class="t m0 x7a h11 y1bc ff3 fs5 fc1 sc0 ls0 ws0">realizacji 50 <span class="ff4">000 <span class="_ _9"></span>opcji na <span class="_ _9"></span>akcje. <span class="_ _9"></span>Akcje te <span class="_ _9"></span>zostały <span class="_ _9"></span>zarejestrowane przez Sąd <span class="_ _9"></span>Rejonowy dla <span class="_ _9"></span>m. st. <span class="_ _9"></span>Warszawy w <span class="_ _9"></span>Warszawie, XII <span class="_ _9"></span>Wyd<span class="_ _9"></span>ział </span></div><div class="t m0 x7a h11 y40b ff4 fs5 fc1 sc0 ls0 ws0">Gospodarczy <span class="_ _15"></span>Krajowego <span class="_ _15"></span>Rejestru <span class="_ _15"></span>Sądowego <span class="_ _15"></span>w <span class="_ _e"></span>dniu <span class="_ _15"></span>26 <span class="_ _e"></span>stycznia <span class="_ _15"></span>2023 <span class="_ _15"></span>roku, <span class="_ _e"></span>dlatego <span class="_ _15"></span>realizacja <span class="_ _15"></span>tych <span class="_ _e"></span>opcji <span class="_ _15"></span>została <span class="_ _e"></span>wykazana <span class="_ _15"></span>w <span class="_ _e"></span>roku </div><div class="t m0 x7a h11 y16d ff3 fs5 fc1 sc0 ls7 ws0">2023.<span class="ls0"> </span></div><div class="t m0 x2 hd y40c ff4 fs8 fc1 sc0 ls0 ws0">Członkowie <span class="_ _15"></span>Zarządu <span class="_ _e"></span>i <span class="_ _15"></span>Rady <span class="_ _e"></span>Nadzorczej <span class="_ _e"></span>Spłki <span class="_ _e"></span>nie <span class="_ _15"></span>posiadali <span class="_ _15"></span>udział<span class="_ _9"></span>w <span class="_ _15"></span>w <span class="_ _e"></span>innych <span class="_ _15"></span>podmiotach <span class="_ _e"></span>Grupy <span class="_ _e"></span>z <span class="_ _e"></span>wyjątkiem <span class="_ _15"></span>Dom <span class="_ _e"></span>Land <span class="_ _e"></span>Sp. </div><div class="t m0 x2 hd y40d ff3 fs8 fc1 sc0 ls0 ws0">z <span class="ff4">o.o., w ktrej Panowie Jarosław Szanajca, Grzegorz Kiełpsz oraz Mark Spiteri posiadali na <span class="_ _9"></span>dzie<span class="_ _9"></span></span> 31 grudnia 2023 roku po 20%<span class="_ _9"></span> </div><div class="t m0 x2 hd y40e ff4 fs8 fc1 sc0 ls0 ws0">udziałw każdy.<span class="ff3"> </span></div><div class="t m0 x2 hd y3e9 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y40f ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y410 ff1 fsa fc0 sc0 ls11 ws0">7.16<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">NADWYŻKA ZE SPRZEDAŻY AKCJI POWYŻEJ ICH WARTOŚCI NOMINALNEJ <span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y411 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y412 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _10"> </span>okresie <span class="_ _f"></span>dwunastu <span class="_ _10"> </span>miesicy <span class="_ _10"> </span>zakoczonym <span class="_ _13"> </span><span class="ff3">31 <span class="_ _10"> </span>grudnia <span class="_ _f"></span>2023 <span class="_ _10"> </span></span>r. <span class="_ _10"> </span>w<span class="_ _9"></span>artość <span class="_ _10"> </span>pozycji <span class="_ _10"> </span><span class="ff9">Nadwyżka <span class="_ _10"> </span>ze <span class="_ _10"> </span>sprzedaży <span class="_ _f"> </span>akcji <span class="_ _10"> </span>powyżej <span class="_ _10"> </span>ich </span></div><div class="t m0 x2 hd y413 ff9 fs8 fc1 sc0 ls0 ws0">wartości nominalnej<span class="ff3"> <span class="ff4">uległa </span>zmianie o 7 3<span class="ls6">50 </span>tys. <span class="ff4 ls29">zł</span> <span class="ff4">w wyniku podwyższenia kapitału akcyjnego opisanego w nocie 7.15.</span> </span></div><div class="t m0 x2 hd y414 ff4 fs8 fc1 sc0 ls0 ws0">Na <span class="_ _0"></span>dzie <span class="ff3">31 <span class="_ _0"></span>grudnia 2023 <span class="_ _0"></span>r. i <span class="_ _0"></span>31 grud<span class="_ _0"></span>nia <span class="ls6">202</span>2 <span class="ff4">r. <span class="_ _1b"></span>wartość nadwyżki ze <span class="_ _1b"></span>sprzedaży akcji własnych <span class="_ _1b"></span>pow<span class="_ _9"></span>yżej ich<span class="_ _0"></span> wartości <span class="_ _0"></span>nominalnej </span></span></div><div class="t m0 x2 hd y415 ff4 fs8 fc1 sc0 ls0 ws0">wyniosła <span class="ff3">odpowiednio 2<span class="ls6">71 559</span> tys. </span><span class="ls29">zł</span><span class="ff3"> <span class="ls12">i <span class="ls6">264</span></span> <span class="ls6">208</span> tys<span class="ls16">. </span></span><span class="ls29">zł</span><span class="ff3">. </span></div><div class="t m0 x2 hd y416 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y417 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y2a6 ff1 fsa fc0 sc0 ls11 ws0">7.17<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">DODA<span class="_ _9"></span>TKOWE INFORMACJE DOTYCZĄCE KAPITAŁÓW WŁASNYC<span class="_ _0"></span>H<span class="_ _9"></span><span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y418 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y419 ff4 fs8 fc1 sc0 ls0 ws0">Na dzie <span class="ff3">31 grudnia 2023 r. i 31 grudnia <span class="ls6">202</span>2 </span>r. akcje Spłki nie były własnością jej jednostek podporządkowanych. <span class="ff3"> </span></div><div class="t m0 x2 hd y41a ff4 fs8 fc1 sc0 ls0 ws0">W okresie dwunastu miesicy koczącym si <span class="ff3">31 grudnia 2023 <span class="ls12">i </span>2022 </span>r. Spłka nie posiadała akcji własnych.<span class="ff3"> </span></div><div class="t m0 x2 hd y41b ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y41c ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">28<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y1a4 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y41d ff1 fsa fc0 sc0 ls11 ws0">7.18<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">DYWIDENDA I PODZIAŁ ZYSKU<span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y175 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he y41e ff1 fs4 fc0 sc0 ls0 ws0">DYWIDENDA ZA RO<span class="_ _9"></span>K 2022 </div><div class="t m0 x2 hd y41f ff4 fs8 fc1 sc0 ls0 ws0">Zwyczajne Walne Zgromadzenie <span class="_ _9"></span>Akcjonariuszy Spłki <span class="_ _9"></span>podjło <span class="_ _9"></span>uchwał<span class="_ _9"></span><span class="ff3"> w <span class="_ _9"></span>dniu <span class="ls6">15</span> <span class="_ _9"></span>czerwca <span class="ls6">202<span class="_ _9"></span></span>3 r. o<span class="_ _9"></span> przeznaczeniu <span class="_ _9"></span>zysku netto<span class="_ _9"></span> </span></div><div class="t m0 x2 hd y3b0 ff4 fs8 fc1 sc0 ls0 ws0">Spłki za rok <span class="ff3 ls6">202<span class="ls0">2 na: </span></span></div><div class="t m0 x2 hd ye2 ff3 fs8 fc1 sc0 ls0 ws0">- <span class="ff4">wypłat dywidendy akcjonaruiszom Spłki w kwocie <span class="ls6">282 682 642,00 zł</span></span><span class="ls1">, </span><span class="ff4">co dało</span> 11,00 <span class="ff4">zł na każdą akcj</span>. </div><div class="t m0 x2 hd y420 ff3 fs8 fc1 sc0 ls0 ws0">- <span class="ff4">powikszenie kapitału zapasowego Spłki o kwot </span><span class="ls6">91</span> <span class="ls6">001</span> 662,08 <span class="ff4 ls29">zł.</span> </div><div class="t m0 x2 hd y421 ff3 fs8 fc1 sc0 ls0 ws0">Dywidenda za rok <span class="ls6">202</span>2 <span class="ff4">została wypłacona przez Spłk </span>w dniu 4 lipca <span class="ls6">202</span>3 roku. </div><div class="t m0 x2 hd y422 ff4 fs8 fc1 sc0 ls0 ws0">Dywidenda <span class="_ _15"></span>za <span class="_ _f"></span>rok <span class="_ _15"></span>2021 <span class="_ _f"></span>w <span class="_ _15"></span>kwocie <span class="_ _e"></span>268 <span class="_ _e"></span>258 <span class="_ _e"></span>431,00 <span class="_ _e"></span>zł <span class="_ _e"></span>(tj. <span class="_ _f"></span>10,50 <span class="_ _15"></span>zł <span class="_ _e"></span>na <span class="_ _e"></span>każdą <span class="_ _e"></span>akcj) <span class="_ _e"></span>została <span class="_ _e"></span>wypłacona <span class="_ _f"></span>przez <span class="_ _e"></span>Spłk <span class="_ _e"></span><span class="ff3">w <span class="_ _e"></span>dniu <span class="_ _e"></span>16 </span></div><div class="t m0 x2 hd y423 ff3 fs8 fc1 sc0 ls0 ws0">sierpnia 2022 roku. </div><div class="t m0 x2 he y3fb ff1 fs4 fc0 sc0 ls0 ws0">ZALICZKA NA POCZET DY<span class="_ _9"></span>WIDENDY ZA ROK 2<span class="_ _9"></span>023<span class="_ _9"></span> </div><div class="t m0 x2 hd y343 ff4 fs8 fc1 sc0 ls0 ws0">W dniu <span class="_ _0"></span>6 listopada 2023 roku, w oparciu <span class="_ _0"></span>o zbadane przez n<span class="_ _0"></span>iezależnego biegłego rewidenta śrdroczne <span class="_ _1b"></span>skrco<span class="_ _9"></span>ne sprawozdanie </div><div class="t m0 x2 hd y424 ff4 fs8 fc1 sc0 ls0 ws0">finansowe Spłki <span class="_ _9"></span>za <span class="_ _9"></span>okres sześciu <span class="_ _9"></span>miesicy zako<span class="_ _9"></span>czony 30 <span class="_ _9"></span>czerwca 2023 <span class="_ _9"></span>roku, <span class="_ _9"></span>Zarząd <span class="_ _15"></span>Spłki <span class="_ _9"></span>podjął decyzj (<span class="_ _9"></span>a <span class="_ _9"></span>Rada Nadzorcza </div><div class="t m0 x2 hd y425 ff4 fs8 fc1 sc0 ls0 ws0">Spłki <span class="_ _0"></span>wyraziła zgod<span class="_ _0"></span>) o <span class="_ _1b"></span>wypłacie akcjonariu<span class="_ _0"></span>szom zaliczki <span class="_ _1b"></span>na poczet <span class="_ _1b"></span>dywidendy <span class="_ _0"></span>za 2023 <span class="_ _1b"></span>ro<span class="_ _9"></span>k w <span class="_ _1b"></span>kwocie <span class="_ _0"></span>141<span class="_ _9"></span><span class="ff3"> <span class="ls6">341</span> </span>321,00 zł, <span class="_ _0"></span>co <span class="_ _0"></span>dało </div><div class="t m0 x2 hd y426 ff4 fs8 fc1 sc0 ls0 ws0">5,50 zł na każdą akcj. <span class="ff3"> </span></div><div class="t m0 x2 hd y427 ff4 fs8 fc1 sc0 ls0 ws0">Zarząd o<span class="_ _9"></span>kreślił dzie według <span class="_ _9"></span>ktrego <span class="_ _9"></span>ustalono <span class="_ _9"></span>uprawnionych do <span class="_ _9"></span>zaliczki <span class="_ _9"></span>na <span class="_ _9"></span>poczet <span class="_ _9"></span>dywidendy za <span class="_ _9"></span>rok 2023 <span class="_ _9"></span>na <span class="_ _9"></span>12 <span class="_ _9"></span>grudnia 2023 </div><div class="t m0 x2 hd y428 ff4 fs8 fc1 sc0 ls0 ws0">r. <span class="_ _9"></span>o<span class="_ _9"></span>raz <span class="_ _9"></span>termin <span class="_ _9"></span>w<span class="_ _9"></span>ypłaty <span class="_ _9"></span>z<span class="_ _9"></span>aliczki <span class="_ _9"></span>na <span class="_ _9"></span>poczet <span class="_ _15"></span>dywidendy <span class="_ _9"></span>na <span class="_ _15"></span>18 <span class="_ _15"></span>grudnia <span class="_ _9"></span>2023 <span class="_ _15"></span>r. <span class="_ _9"></span>Wszystkie <span class="_ _15"></span>akcje <span class="_ _9"></span>Spłki <span class="_ _15"></span>w <span class="_ _15"></span>liczbie <span class="_ _9"></span>25<span class="_ _15"></span><span class="ff3"> <span class="ls6">698</span> </span>422 <span class="_ _15"></span>objte </div><div class="t m0 x2 hd y429 ff4 fs8 fc1 sc0 ls0 ws0">zostały zaliczką na poczet dywidendy.<span class="ff3"> </span>W dniu 18 grudnia 2023 r. dywidenda została wypłacona.<span class="ff3"> </span></div><div class="t m0 x2 hd y42a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y1ec ff1 fsa fc0 sc0 ls11 ws0">7.19<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff1 fc1">KREDYTY<span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y42b ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he y42c ff2 fs4 fc0 sc0 ls0 ws0">OPIS ISTOTNYCH ZM<span class="_ _9"></span>IAN W OKRESIE DWUNA<span class="_ _9"></span>STU MIESIĘCY Z<span class="_ _9"></span>AKOŃCZONYM 31 GRUDN<span class="_ _9"></span>IA <span class="_ _9"></span><span class="ff1 ls10">202<span class="ls0">3<span class="_ _9"></span> </span></span></div><div class="t m0 x2 hd y1bc ff4 fs8 fc1 sc0 ls0 ws0">W dniu 8 lutego <span class="_ _9"></span>2023 roku <span class="_ _9"></span>pomidzy PKO Bank Polski S.A. oraz <span class="_ _9"></span>Dom Development S.A. i Euro <span class="_ _9"></span>Styl S.A. z<span class="_ _9"></span>ostał zawarty Aneks nr </div><div class="t m0 x2 hd y42d ff4 fs8 fc1 sc0 ls0 ws0">4 <span class="_ _f"></span>do <span class="_ _e"></span>umow<span class="_ _9"></span>y <span class="_ _f"></span>kredytu<span class="_ _0"></span> <span class="_ _f"></span>odnawialnego <span class="_ _f"></span>w <span class="_ _f"></span>rachunku <span class="_ _e"></span>bieżąc<span class="_ _9"></span>ym <span class="_ _f"></span>z <span class="_ _f"></span>dnia <span class="_ _e"></span>27 <span class="_ _f"></span>lipca <span class="_ _f"></span>2015 <span class="_ _f"></span>roku. <span class="_ _f"></span>Na <span class="_ _e"></span>podsta<span class="_ _9"></span>wie <span class="_ _f"></span>tego <span class="_ _e"></span>aneksu <span class="_ _f"></span>wysokość </div><div class="t m0 x2 hd y42e ff4 fs8 fc1 sc0 ls0 ws0">kredytu <span class="_ _15"></span>została <span class="_ _e"></span>zwikszo<span class="_ _9"></span>na <span class="_ _15"></span>z <span class="_ _e"></span>kwoty <span class="_ _e"></span>150 <span class="_ _e"></span>000 <span class="_ _15"></span>tys. <span class="_ _e"></span>zł <span class="_ _e"></span>na <span class="_ _e"></span>200 <span class="_ _15"></span>000 <span class="_ _e"></span>t<span class="_ _9"></span>ys <span class="_ _15"></span>zł<span class="_ _9"></span>. <span class="_ _15"></span>Na <span class="_ _e"></span>podstawie <span class="_ _e"></span>umowy <span class="_ _e"></span>z <span class="_ _e"></span>bankiem, <span class="_ _15"></span>Euro <span class="_ _e"></span>Styl <span class="_ _e"></span>S.A. <span class="_ _e"></span>może </div><div class="t m0 x2 hd y42f ff4 fs8 fc1 sc0 ls0 ws0">korzystać <span class="_ _e"></span>z<span class="_ _9"></span> <span class="_ _e"></span>czści <span class="_ _f"></span>tego <span class="_ _e"></span>limitu <span class="_ _e"></span>kredytowego <span class="_ _f"></span>do <span class="_ _e"></span>niezmienionej <span class="_ _e"></span>wysokości <span class="_ _f"></span>50 <span class="_ _e"></span>000 <span class="_ _f"></span>tys. <span class="_ _e"></span>zł. <span class="_ _f"></span>Okres <span class="_ _e"></span>obowiązywania <span class="_ _e"></span>umowy <span class="_ _f"></span>został </div><div class="t m0 x2 hd y430 ff4 fs8 fc1 sc0 ls0 ws0">wydłużony do 26 lutego 2027 roku<span class="ff3"> </span></div><div class="t m0 x2 hd y431 ff4 fs8 fc1 sc0 ls0 ws0">15 <span class="_ _e"></span>listopada <span class="_ _e"></span>2023 <span class="_ _f"></span>roku <span class="_ _e"></span>zo<span class="_ _9"></span>stała <span class="_ _e"></span>podpisana <span class="_ _f"></span>pomidzy <span class="_ _e"></span>ING <span class="_ _e"></span>Bankie<span class="_ _9"></span>m <span class="_ _e"></span>Śląskim <span class="_ _f"></span>S.A. <span class="_ _e"></span>i <span class="_ _e"></span>Do<span class="_ _9"></span>m <span class="_ _e"></span>Development <span class="_ _f"></span>S.A. <span class="_ _e"></span>umowa <span class="_ _f"></span>kredytowa </div><div class="t m0 x2 hd y27b ff4 fs8 fc1 sc0 ls0 ws0">określająca <span class="_ _e"></span>zasady <span class="_ _f"></span>korzystania <span class="_ _e"></span>przez <span class="_ _f"></span>Dom <span class="_ _e"></span>Development <span class="_ _f"></span>S.A. <span class="_ _15"></span>z<span class="_ _9"></span> <span class="_ _e"></span>li<span class="_ _9"></span>mitu <span class="_ _e"></span>kredytowego <span class="_ _f"></span>do <span class="_ _e"></span>maksymalnej <span class="_ _f"></span>kwoty <span class="_ _e"></span>50<span class="_ _15"></span><span class="ff3"> </span>000 <span class="_ _e"></span>tys. <span class="_ _f"></span>zł, <span class="_ _e"></span>w </div><div class="t m0 x2 hd y432 ff3 fs8 fc1 sc0 ls0 ws0">okresie do 14 listopada <span class="ff4">2026 roku, z przeznaczeniem środkw z kredytu na finansowanie bieżącej działalności gospodarczej.</span> </div><div class="t m0 x2 hd y433 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _9"></span>dniu <span class="_ _15"></span>17 <span class="_ _15"></span>grudnia <span class="_ _9"></span>2023 <span class="_ _15"></span>roku <span class="_ _15"></span>pomidzy, <span class="_ _9"></span>Bankiem <span class="_ _15"></span>Millennium <span class="_ _9"></span>S.A. <span class="_ _15"></span>i <span class="_ _15"></span>Dom <span class="_ _15"></span>Development <span class="_ _9"></span>S.A, <span class="_ _15"></span> <span class="_ _15"></span>został <span class="_ _9"></span>zaw<span class="_ _9"></span>arty <span class="_ _9"></span>aneks <span class="_ _15"></span>do <span class="_ _15"></span>Umowy </div><div class="t m0 x2 hd y434 ff3 fs8 fc1 sc0 ls0 ws0">o <span class="ff4">lini <span class="_ _9"></span>wielowalutową. <span class="_ _9"></span>W <span class="_ _15"></span>wyniku <span class="_ _9"></span>podpisanego <span class="_ _9"></span>aneksu, <span class="_ _9"></span>zwikszeniu <span class="_ _9"></span>uległa <span class="_ _9"></span>wysokość <span class="_ _15"></span>kwoty <span class="_ _9"></span>kredytu <span class="_ _9"></span>z <span class="_ _15"></span>40 <span class="_ _9"></span>000 <span class="_ _9"></span>tys. <span class="_ _15"></span>zł <span class="_ _9"></span>na <span class="_ _9"></span>60 <span class="_ _9"></span>000 </span></div><div class="t m0 x2 hd y435 ff4 fs8 fc1 sc0 ls0 ws0">tys zł., a okres dostpności limitu kredytowego został wydłużony do 17 grud<span class="_ _0"></span>nia 2024 roku.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y436 ff4 fs8 fc1 sc0 ls0 ws0">21 <span class="_ _f"></span>grudnia <span class="_ _e"></span>2023 <span class="_ _f"></span>roku <span class="_ _f"></span>została <span class="_ _f"></span>podp<span class="_ _0"></span>isana, <span class="_ _f"></span>pomidzy <span class="_ _e"></span>V<span class="_ _9"></span>eloBank <span class="_ _f"></span>S.A. <span class="_ _e"></span>i <span class="_ _f"></span>Dom <span class="_ _f"></span>Development <span class="_ _e"></span>S.A., <span class="_ _f"></span>umowa <span class="_ _f"></span>kredytowa <span class="_ _f"></span>określająca<span class="_ _0"></span> </div><div class="t m0 x2 hd y437 ff3 fs8 fc1 sc0 ls0 ws0">zasady <span class="_ _9"></span>korzystania <span class="_ _15"></span>przez <span class="_ _9"></span>Dom <span class="_ _9"></span>De<span class="_ _9"></span>velopment <span class="_ _9"></span>S.A. <span class="_ _9"></span>z<span class="_ _9"></span> <span class="_ _9"></span>limitu <span class="_ _9"></span>kr<span class="_ _9"></span>edytowego <span class="_ _9"></span>do <span class="_ _9"></span>maksymal<span class="_ _9"></span>nej <span class="_ _9"></span>kwoty <span class="_ _9"></span>50<span class="_ _15"></span> <span class="ff4">000 <span class="_ _9"></span>tys. <span class="_ _15"></span>zł, <span class="_ _9"></span>w <span class="_ _15"></span>okresie <span class="_ _9"></span>do <span class="_ _15"></span>30 </span></div><div class="t m0 x2 hd y438 ff3 fs8 fc1 sc0 ls0 ws0">listopada <span class="_ _9"></span>2025 <span class="_ _15"></span>roku, <span class="_ _15"></span><span class="ff4">z <span class="_ _15"></span>przeznaczeniem <span class="_ _15"></span>środkow <span class="_ _15"></span>z <span class="_ _15"></span>kredytu <span class="_ _9"></span>na <span class="_ _15"></span>f<span class="_ _9"></span>inansowanie <span class="_ _9"></span>bieżącej <span class="_ _15"></span>działalności <span class="_ _15"></span>gospodarczej <span class="_ _15"></span>z <span class="_ _15"></span>wyłączeniem </span></div><div class="t m0 x2 hd y439 ff4 fs8 fc1 sc0 ls0 ws0">finansowania zakupu gruntw.<span class="ff3"> </span></div><div class="t m0 x2 hd y43a ff4 fs8 fc1 sc0 ls0 ws0">Struktura tych zobowiąza pod wzgldem okresu wymagalności została przedstawiona w poniższej tabeli<span class="_ _0"></span>.<span class="_ _9"></span><span class="ff3"> </span></div></div><div class="c x2 y43b w35 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">KREDYTY WEDŁUG TERMINU WY<span class="_ _1b"></span>MAGALNOŚCI<span class="ff1"> </span></div></div><div class="c x77 y43b w36 h12"><div class="t m0 x79 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y43b w47 h12"><div class="t m0 x79 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y43c w35 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Do 1 roku </div></div><div class="c x77 y43c w36 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y43c w47 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x2 y43d w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Powyżej 1 roku do<span class="_ _0"></span> 2 lat<span class="ff3"> </span></div></div><div class="c x77 y43d w36 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y43d w47 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y43e w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Powyżej 2 lat do 5 lat<span class="ff3"> </span></div></div><div class="c x77 y43e w36 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y43e w47 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y43f w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Powyżej 5 lat<span class="ff3"> </span></div></div><div class="c x77 y43f w36 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y43f w47 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y440 w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem kredyty </div></div><div class="c x77 y440 w36 h10"><div class="t m0 x8f h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y440 w47 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x2 y441 w35 h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">w tym: długoterminowe<span class="ff3"> </span></div></div><div class="c x77 y441 w36 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y441 w47 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y1d2 w35 h12"><div class="t m0 x5f h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">krtkoterminowe<span class="ff3"> </span></div></div><div class="c x77 y1d2 w36 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y1d2 w47 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y442 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">29<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y1a4 ff4 fs8 fc1 sc0 ls0 ws0">Na <span class="_ _9"></span>dzie <span class="_ _9"></span><span class="ff3">31 <span class="_ _9"></span>grudnia <span class="_ _9"></span>2023 <span class="_ _15"></span></span>r. <span class="_ _9"></span>i <span class="_ _9"></span>na <span class="_ _15"></span>dzie <span class="_ _9"></span><span class="ff3">31 <span class="_ _9"></span>grudnia <span class="_ _9"></span>2022 <span class="_ _15"></span>r. <span class="_ _9"></span> <span class="_ _9"></span>w<span class="_ _9"></span>szystkie <span class="_ _9"></span>posiadane <span class="_ _9"></span></span>przez <span class="_ _9"></span>Spłk <span class="_ _9"></span>kredyty <span class="_ _15"></span>wyrażone <span class="_ _9"></span>były <span class="_ _9"></span>w <span class="_ _9"></span>złotych </div><div class="t m0 x2 hd y1a5 ff3 fs8 fc1 sc0 ls0 ws0">polskich. </div><div class="t m0 x2 hd y1a6 ff3 fs8 fc1 sc0 ls0 ws0">KREDYTY BANKOWE NA 31 GRUDNIA <span class="ls6">202</span>3 <span class="ls2a">r.</span> </div></div><div class="c x2 y443 w5b h2a"><div class="t m0 x0 h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0">Bank </div></div><div class="c xb2 y443 w5c h2a"><div class="t m0 x0 h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0">Siedziba  </div><div class="t m0 x0 h9 ye7 ff1 fs5 fc1 sc0 ls2b ws0">banku<span class="ls0"> </span></div></div><div class="c xb3 y443 w53 h2a"><div class="t m0 x61 h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0">Kwota kredytu wg </div><div class="t m0 x90 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">umowy </div></div><div class="c xb4 y443 w5d h2a"><div class="t m0 x54 h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0">Waluta </div></div><div class="c xb5 y443 w5e h2a"><div class="t m0 x84 h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0">Kwota kredytu  </div><div class="t m0 x1b h9 ye7 ff2 fs5 fc1 sc0 ls0 ws0">pozostała do spłaty  </div><div class="t m0 x7e h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">(bez odsetek) </div></div><div class="c xa9 y443 w5f h2a"><div class="t m0 x15 h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0">Waluta </div></div><div class="c xb6 y443 w60 h2a"><div class="t m0 x86 h9 y2ad ff2 fs5 fc1 sc0 ls0 ws0">Termin spłaty<span class="ff1"> </span></div></div><div class="c x2 y444 w5b h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">PKO BP S.A. </div></div><div class="c xb2 y444 w5c h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xb3 y444 w61 h10"><div class="t m0 x75 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">200<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xb7 y444 w62 h10"><div class="t m0 x62 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xa5 y444 w16 h10"><div class="t m0 xb8 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa9 y444 w5f h10"><div class="t m0 x67 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xb6 y444 w60 h10"><div class="t m0 x84 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">26.02.2027 </div></div><div class="c x2 y445 w5b h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">mBank S.A. </div></div><div class="c xb2 y445 w5c h12"><div class="t m0 x4a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xb3 y445 w61 h12"><div class="t m0 x75 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">200<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xb7 y445 w62 h12"><div class="t m0 x62 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xa5 y445 w16 h12"><div class="t m0 xb8 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa9 y445 w5f h12"><div class="t m0 x67 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xb6 y445 w60 h12"><div class="t m0 x84 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">29.01.2027 </div></div><div class="c x2 y446 w5b h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Bank Millenni<span class="_ _0"></span>um S.A. </div></div><div class="c xb2 y446 w5c h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xb3 y446 w61 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">60<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xb7 y446 w62 h10"><div class="t m0 x62 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xa5 y446 w16 h10"><div class="t m0 xb8 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa9 y446 w5f h10"><div class="t m0 x67 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xb6 y446 w60 h10"><div class="t m0 x84 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">17.12.2024 </div></div><div class="c x2 y33d w5b h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">ING Bank Śląski S.A.<span class="ff3"> </span></div></div><div class="c xb2 y33d w5c h10"><div class="t m0 x52 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Katowice </div></div><div class="c xb3 y33d w61 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xb7 y33d w62 h10"><div class="t m0 x62 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xa5 y33d w16 h10"><div class="t m0 xb8 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa9 y33d w5f h10"><div class="t m0 x67 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xb6 y33d w60 h10"><div class="t m0 x84 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">14.11.2026 </div></div><div class="c x2 y447 w5b h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">VeloBank S.A. </div></div><div class="c xb2 y447 w5c h12"><div class="t m0 x4a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xb3 y447 w61 h12"><div class="t m0 x72 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xb7 y447 w62 h12"><div class="t m0 x62 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xa5 y447 w16 h12"><div class="t m0 xb8 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa9 y447 w5f h12"><div class="t m0 x67 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xb6 y447 w60 h12"><div class="t m0 x84 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">30.11.2025 </div></div><div class="c x2 y448 w5b h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem kredyty bankowe </div></div><div class="c xb2 y448 w5c h10"><div class="t m0 x1e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xb3 y448 w61 h10"><div class="t m0 xb9 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xb7 y448 w62 h10"><div class="t m0 x71 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa5 y448 w16 h10"><div class="t m0 xb8 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa9 y448 w5f h10"><div class="t m0 x8a h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xb6 y448 w60 h10"><div class="t m0 xba h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y449 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he yf3 ff2 fs4 fc0 sc0 ls0 ws0">PODSTAWOWE DANE D<span class="_ _9"></span>OTYCZĄCE POSI<span class="_ _9"></span>ADANYCH PRZEZ SPÓŁKĘ LINI<span class="_ _9"></span>I KREDYTOWYC<span class="_ _9"></span>H<span class="_ _9"></span><span class="ff1"> </span></div><div class="t m0 xe hd y44a ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Kredyt w PKO BP </span></span></div><div class="t m0 x2 hd y67 ff4 fs8 fc1 sc0 ls0 ws0">Kredyt <span class="_ _1b"></span>o<span class="_ _9"></span>dnawialny w <span class="_ _1b"></span>rachunku kredytowym <span class="_ _0"></span>do wysokości <span class="ff3 ls6">200<span class="ls0"> <span class="_ _1b"></span><span class="ff4">000 tys<span class="_ _0"></span>. zł. <span class="_ _0"></span> N<span class="_ _0"></span>a podstawie<span class="_ _0"></span> umowy <span class="_ _1b"></span>z<span class="_ _9"></span> b<span class="_ _0"></span>ankiem, <span class="_ _0"></span>Euro Styl<span class="_ _0"></span> S.A. <span class="_ _1b"></span>mo<span class="_ _9"></span>że </span></span></span></div><div class="t m0 x2 hd y44b ff4 fs8 fc1 sc0 ls0 ws0">korzystać z <span class="_ _1b"></span>cz<span class="_ _9"></span>ści <span class="_ _0"></span>tego <span class="_ _0"></span>limitu kredytowego <span class="_ _1b"></span>do wysokości 50 <span class="_ _1b"></span>000 tys. <span class="_ _1b"></span>zł<span class="_ _9"></span>. N<span class="_ _0"></span>a dzie<span class="_ _0"></span> 31 <span class="_ _0"></span>grudnia <span class="_ _0"></span>202<span class="_ _9"></span><span class="ff3">3 r. <span class="_ _0"></span><span class="ff4">zarwno <span class="ff3">Dom Developme<span class="_ _0"></span>nt </span></span></span></div><div class="t m0 x2 hd y44c ff3 fs8 fc1 sc0 ls0 ws0">S.A. jak i Euro Styl S.A. <span class="ff4">nie korzystały z tego limitu kredytowego</span>. </div><div class="t m0 xe hd y44d ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Kredyt w mBank </span></span></div><div class="t m0 x2 hd y44e ff4 fs8 fc1 sc0 ls0 ws0">Kredyt <span class="_ _1b"></span>o<span class="_ _9"></span>dnawialny w <span class="_ _1b"></span>rach<span class="_ _9"></span>unku <span class="_ _0"></span>kredytowym do <span class="_ _0"></span>wysokości 200 <span class="_ _1b"></span>000 tys. zł. <span class="_ _1b"></span> Na p<span class="_ _0"></span>odstawie umowy <span class="_ _0"></span>z banki<span class="_ _0"></span>em, Dom <span class="_ _1b"></span>Dev<span class="_ _9"></span>elopment </div><div class="t m0 x2 hd y36b ff4 fs8 fc1 sc0 ls0 ws0">Wrocław Sp. z o.o. może kor<span class="_ _0"></span>zystać z czści tego limitu kre<span class="_ _0"></span>dytowego do wysokości 60 000 tys. <span class="_ _0"></span>zł a Euro Styl S.A. może k<span class="_ _0"></span>orzysta<span class="_ _9"></span><span class="ls1b">ć </span></div><div class="t m0 x2 hd y44f ff4 fs8 fc1 sc0 ls0 ws0">z <span class="_ _15"></span>c<span class="_ _9"></span>zści <span class="_ _15"></span>tego <span class="_ _e"></span>limitu <span class="_ _15"></span>kredytowego <span class="_ _e"></span>do <span class="_ _e"></span>wysokości <span class="_ _15"></span>100 <span class="_ _e"></span>000 <span class="_ _15"></span>tys. <span class="_ _e"></span>zł. <span class="_ _15"></span>Na <span class="_ _e"></span>dzie <span class="_ _15"></span>31 <span class="_ _e"></span>grudnia <span class="_ _15"></span>202<span class="_ _9"></span><span class="ff3">3 <span class="_ _e"></span>r. <span class="_ _e"></span>Dom <span class="_ _15"></span>Development <span class="_ _15"></span>S.A. <span class="_ _e"></span>ani <span class="_ _15"></span>inne </span></div><div class="t m0 x2 hd ydd ff4 fs8 fc1 sc0 ls0 ws0">spłki Grupy nie korzystały z tej linii kredytowej.<span class="ff3"> </span></div><div class="t m0 xe hd y450 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Kredyt w banku Millennium </span></span></div><div class="t m0 x2 hd y451 ff4 fs8 fc1 sc0 ls0 ws0">Kredyt rewolwingowy do <span class="_ _9"></span>wysokości <span class="_ _9"></span><span class="ff3 ls6">60<span class="ls0"> </span></span>000 <span class="_ _9"></span>tys. zł<span class="_ _9"></span>.  <span class="_ _9"></span>Na dzie 31 <span class="_ _9"></span>grudnia <span class="_ _9"></span>202<span class="ff3">3 <span class="_ _9"></span></span>r. <span class="_ _9"></span>spłka Dom <span class="_ _9"></span>Development S.A. <span class="_ _9"></span>nie ko<span class="_ _9"></span>rzystała z </div><div class="t m0 x2 hd y452 ff3 fs8 fc1 sc0 ls0 ws0">ww. limitu kredytowego. </div><div class="t m0 xe hd yf ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Kredyt w banku <span class="ff4">ING Bank Śląski</span> </span></span></div><div class="t m0 x2 hd yac ff3 fs8 fc1 sc0 ls0 ws0">Kredyt <span class="ff4">złotowy w rachunku<span class="_ _0"></span> bankowym <span class="_ _9"></span>do wysokości <span class="ff3 ls6">50<span class="ls0"> </span></span>000 tys<span class="_ _0"></span>. zł.  Na dzie 31 g<span class="_ _0"></span>rudnia 202<span class="ff3">3 </span>r. spłka Dom De<span class="_ _0"></span>velopment S.A. </span></div><div class="t m0 x2 hd y453 ff4 fs8 fc1 sc0 ls0 ws0">nie korzystała z ww. limitu kredytowego.<span class="ff3"> </span></div><div class="t m0 xe hd y454 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Kredyt w banku VeloBank </span></span></div><div class="t m0 xe hd y455 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Kredyt <span class="_ _e"></span>obrotowy <span class="_ _f"></span>odnawialny <span class="_ _e"></span><span class="ff4">do <span class="_ _f"></span>wysokości <span class="_ _f"></span></span><span class="ls6">50</span> <span class="_ _e"></span><span class="ff4">000 <span class="_ _e"></span>tys. <span class="_ _f"></span>zł. <span class="_ _e"></span> <span class="_ _f"></span>Na <span class="_ _e"></span>dzie <span class="_ _e"></span>31 <span class="_ _f"></span>grudnia <span class="_ _e"></span>202</span>3 <span class="_ _f"></span><span class="ff4">r. <span class="_ _e"></span>spłka <span class="_ _f"></span>Dom <span class="_ _f"></span>Developme<span class="_ _0"></span>nt <span class="_ _e"></span>S.<span class="_ _9"></span>A. <span class="_ _e"></span>nie<span class="_ _9"></span> </span></span></span></div><div class="t m0 x6e hd y456 ff4 fs8 fc1 sc0 ls0 ws0">korzystała z ww. limitu kredytowego.<span class="ff3"> </span></div><div class="t m0 x2 hd y457 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y78 ff3 fs8 fc1 sc0 ls0 ws0">W <span class="_ _14"> </span>pozycji <span class="_ _1a"> </span><span class="ffa">Kredyty</span> <span class="_ _14"> </span><span class="ff4">Spłka <span class="_ _14"> </span>wykazuje <span class="_ _14"> </span>wartość <span class="_ _1a"> </span>nominalną <span class="_ _14"> </span>zobowiązania, <span class="_ _14"> </span>natomiast <span class="_ _14"> </span>naliczone <span class="_ _14"> </span>na <span class="_ _1a"> </span>dzie <span class="_ _14"> </span>bilansowy <span class="_ _14"> </span>o<span class="_ _9"></span>dsetki </span></div><div class="t m0 x2 hd y458 ff4 fs8 fc1 sc0 ls0 ws0">prezentowane są osobno w pozycji <span class="ff9">Zobowiązanie z tytułu odsetek od kredytów i obligacji<span class="ff3">. </span></span></div><div class="t m0 x2 hd y459 ff4 fs8 fc1 sc0 ls0 ws0">Ze <span class="_ _15"></span>wzgldu <span class="_ _15"></span>na <span class="_ _15"></span>fakt, <span class="_ _15"></span>ż<span class="_ _9"></span>e <span class="_ _15"></span>oprocento<span class="_ _9"></span>wanie <span class="_ _15"></span>kredytw <span class="_ _15"></span>jest <span class="_ _15"></span>powiązane<span class="_ _9"></span> <span class="_ _15"></span>z <span class="_ _15"></span>kształto<span class="_ _9"></span>waniem <span class="_ _15"></span>si <span class="_ _15"></span>stawki <span class="_ _15"></span>WIBOR<span class="_ _9"></span>, <span class="_ _15"></span>Zarząd <span class="_ _15"></span>Spłki <span class="_ _15"></span>szacuje, </div><div class="t m0 x2 hd y45a ff4 fs8 fc1 sc0 ls29 ws0">że<span class="ff3 ls0"> <span class="ff4">wartość <span class="_ _14"> </span>godziwa <span class="_ _1a"> </span>kredytw <span class="_ _14"> </span>zaciągnitych <span class="_ _14"> </span>przez <span class="_ _14"> </span>Spłk <span class="_ _1a"> </span>jest <span class="_ _14"> </span>w <span class="_ _1a"> </span>przybliżeniu <span class="_ _14"> </span>rwna <span class="_ _1a"> </span>wartości <span class="_ _14"> </span>ksigowej <span class="_ _14"> </span>tych <span class="_ _1a"> </span>kredytw </span></span></div><div class="t m0 x2 hd y45b ff3 fs8 fc1 sc0 ls0 ws0">z <span class="ff4">uwzgldnieniem naliczonych odsetek.</span> </div><div class="t m0 x1 h5 y45c ff3 fs2 fc1 sc0 ls0 ws0"> <span class="_ _b"> </span> </div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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XVLvvSllttvH/vL+gX/43+c+GhZRNLY2P6BD5ypbZim0bXtyENnYx6zaPu2w0ueJh9tAABwvlu14qGb8z/Ipdmpz++bj8bmyMfGh+LgtomFQTo0VD5woLx/f7W398Tfzv7N36xbtCgbNWTv+NCHRi8KOs1YtrZ29m//9thtUGxrm/He9554m7m/+7v1l1xyBjdj1/Yx9zc4au/uGBicnPtWawMAgPNduvYrMVwd6xbVtFw79dnvxqEdE54x2PKhDz25cOFTixY9OX/+yssv3/mJT2SjDuqfq69f9OlPH11ZlKuvb73zztF3z9J013/7b09fd92TF164cvnyzb/xG+XOztE3aL7hhinXXjv2MLvt534uP2XK6Ns0XHbZrI9+9Mxuxv4DUSmN4wTSlWqsfzqyLLKsUCxqAwAAJosnfnjf1cUNI0PVU15ySf+O/s5tEeMY+h6fFYOD1b6+an9/5dChwTVrtvze7+384z8efYOWH/ux2gsuyCLSiKlvelPtokWjf7vnz/98y8c+1r9ixfDGjYOrV+/+8z9/5o47slLpheFsbW3HRz4y9mFS65cunfeHfzjq1ALR/gu/kKuvP+mNsxd1iYhyOUrjOSRpErH/QBzqijQrFGu0AQAAk0JPT3fb2r9Kxl7dkqaxbnVjeXeheAZWwSQRO/70T4e3bj1m7H5kbU/r298++vryvn3b//APj7t7z2OP9Tz88Ogrp95yS76xceznnflrv9b4mteMDP1r5s6d/u53n/GNmUWU+sdXErmIXTtLab62tlYbAAAwKax/4ofzG3vGGvLncrFtc2zfXqyN1jln4BmTiOrg4MDataOvrJ03LyKSXK7p6qtHXz+4YUO5uzs54REGnn569DXFmTMLpzii0Qvvo7Z25i/8wsgbXfyZz9R0dLwc27M8MO6bdu4dHEpra+u0AQAAk0Jp24ooVcf6hnv3rtiyZWTMOHNpJMmZed7KgQOj/1loackikpqaQlvbMTc7dteCF172nj3HXXOqY4+mo1YfTX/nO2sXLJh6663T7rhj5Josy9Izd2biJKI8GOPdIaNS6d+8s1hjTREAAJNDR3nTWJMGPd2xalVUKyOL9KfMjJrGM/O8o3cYiIjI5yMicrlk5IejI/vh4ZMOwbNy+fgrTzHI3v93f5cdOfFZsa1t8Wc+M+tDHzqaOINr1uz51KfOZBsMjXsHhTRml3dt2/y8NgAA4OyrVqtzkgOnHLxWq/Hs+mNGi7lobjvH3uPghg1bP/axo6cYa3nzm6f95E8e/e2ez342q1bP5CYtjXveIIuord+56vvaAACAs69SLjXkTz0yXr0qursPj2IP10JMnRnpBI9TFOO7WXbqIfSEnuI4ST6/48/+bPT+CcmRSYPKoUP7/uEfjjsxc/bSLpXqRB6ltmFWz1PaAACAyRAHwycfaSdJ7NoR+/cf/xV4Fs3tEck59i6TiD1/+ZfHXZkODz//cz9X6eo6s8+VVifyshqbLijue+Lh+7QBAABnWT4rR3qysxlUq7Fp40nHifXNMWX6JDyf72kG4fs///nysbsv99x/f+e//usZz5wsG3c75ZKobyhm1cbVf1c9o+uatAEAABMfyJ50GJumsXplDA2ddBlMEjHn4jMxBj32vGMjRxPKKpXjdj7OneysBVlErqHh+Fc95uGGqn19z/70Tw9t2lTu7Cx3dpZ27dr153+evDzbdLyXXCFqayNNL6rb9+zaVZPkT6LgfwUAwPmpmqst5pKoHjsNcGB/7N0f+VOOfVvnR21jlPpf0lPXzJo1+p+Vzs4kIiuVSrt21c6ff6qbHR1+18yde1zPVEd2jTiFJKLnvvueXLo0VyhERFouZ2maxJmfAEly437QYm0UipFWkyzdt/6RS5ZfNRn+JMwbAACcp/LFmvS4MIgktm09ZRgcGT9ObZ/Avsgn2QW3o6Nh+fLRtxncsiWLSCN6Hnxw9PX1S5fWX3DBcXdPcrnma6455u6bNpU7O0+/G3S1Wh0erg4Pjxy2aPwveAKTAeMfXNcdOSNymrV0r5kkfxLaAADgPFUo1nRVGkaNkZPYszsOHTrN3arRMjvSF/ukWbG49J57itOnv3BNpTKwevXIz51f/OLR441GRL65eek//mPU1h69Jo2Y85u/2fia14x+zINf/erhVUlnfWydH/eLqK+PLBvZ8ktj2/59+ybFn4T/FQAA56ckSbYkc6fHhsP/Lg3HhmfGM7Sd0haFQlQr49rttm7x4sbrrkuyLKmtrV+4sO0975l6662jb7Dn058u7dmTRCQRvStX9j/1VNPVVx/9bfN11136jW90/su/lDs7842NLW96U9vP/Mzou1cOHdp95s5f9lJkEYViHD7I69jSiPqGOFJBDYXqinu/+Mb3/CdtAADAWdM3fXn0PHd4l4P9+2O4NJ5lJbUN0bYg9mwc11PM//jH53/846f67fCOHZs/9rEkOzyaTtJ0/z33jG6DiGi57baW22471SN0feMbg9u2TZLFMIXacWdEw6jdrLPs4u4fDA19sK6u7uy+fmuKAADOX/OvfONgVoyIyOVi755Ixruyfs7FkX/JXzJn1eqWu+5Kh4ZGX7n3b/+261vfGucjDG3evP2Tn5wkI9osolgXpz853EgH1TeMvufM+oHNz60/629BGwAAnL8WLV6youamyCcxMBDjPxFYFvUt0TT9FL9Nxnt00L1/9Vf7/+Efjrt1tatr7Y//eNc3v3nauw9u2LDqmmsG1q2bPNuzWDeurRe1xaitPeacEmnWuXmtNgAA4Gx67dt/bUNpZmzbEtV0AkfkqUTr7JN8RV4dGhpYvz4dHo7s5IvuszQt79vX+eUvr/3Jn9z40Y/GKb5VX//e9z7/q7/a/dBDJ564IKtW+9es2f6JT6y+/fbSgQPHPEKWZceeRyyrVMZ+H9W+vtG3T8vll3Kcopr68d1u2rTIH3s0qEoanc+d9T+GJMsy/yUAAM5nD3/zSzf803tjqBwTOR/YQG88/s2TfdNcKNTOmlW7cGHdwoU1s2cXZ8zINTXlGxurPT3D27f3Pvpo7yOPVIaHx/MVdRpRP2/e1FtuabzyyvyUKdnQ0MD69T0PPNC3bl1Uqyd9sfVLlxZaW194kevXj33qg1x9fePy5YfnOtK0f+3atP9FnrshSeKaO6PmtLscZBHLl8fMjuPyaW0679Jf/pw2AADgbFr95KOXf+H/im27JtQGWcQzD0fnjpPcKTvhh6MnGhs5HtGEniWbyCOcOLRNxvEU47/xGA/S0BxXvTmS00ZPvhA3vCEKx++u0ZXWN//iVwqFs3msIGuKAADOd4d2PBeXLo/mqRNaQJNELLz85Gf7So5cckcuR3+OU5xu7FRG3zE58lBjDPGTYy/jcfSWyUvYhlnE1LZI8uPYdPWNo8/YcFRLfqhnzCmOV4BjmAIAnO/Srq1RrsTFy+KplVEaHu8YOYv6qdE8I7rHd9quwvTpbT/1U4WWlqRYHHjuuYPf+Ea1v7/Q2jr9rW+tnTs3qtXeJ58cev75abfffuBrXxvetSsi2t/znkjTA1//eutb3lJ/4YURMfjcc/u+9KW2O+/MNzfv+8IXolrNIpJCYfpb3tJ42WXlzs6D3/720ObNuWKx/X3vq2lvj3x+eMeOrm9/u7RnT+vtt9cuWLDvC19I+/qiUGh/17vSoaH9X/5yoaWl/b3vLc6YUe3tPfhv/5ZWKq1vfnPPQw/1rVpVaG1tf9e7+h5/vP6ii/LNzUffS88Pf9i3atVx22na7HGc2SCLmDol0pOcOy7JRW9XZ+v06doAAICzpn54f2RZNDfHddfEj1ZEpTTuqogZc6Nr37jWotRfdtmFn/nM0X/2PfHEyhtvnP87vzP3t35r5JrOr3xl28c/fuGnP52fOnXbn/5psbl5yV/+Zff99+dbWpYcuWPvE0/s/tKX5v7O7zRcdFHnV76SDgxEkiz9q7+a+YEPHH5Fw8OPX3552tOz5NOfTmpqRq489P3vP/WmN83+j/+x9S1vqQ4M7L/nnubrr7/o85/vX7Vq75e/PO+3fmveXXcdvXt1aOjCT33q0L33rrzttrqFCy/8i7/Y+T//Z8cv/mK+qenoi9/6+7/ft2rVMaPqQkydMb6znrW0nLQNIo2hvq6z+5dgTREAwPmuOT0UEZFlUVsXl14a+eK4DtKfRWTROityhfHdPE0jYs9nP/ujCy7Y87nPNV199dTbb6+/6KKsWn3i2msfWbDg2Q9+sH/9+uGdO1vvuCPL5abccEOusXHP3/xN42WXRcTTb33rIwsWrL7jjoiINM1KpcMrdC67bOYHPnDovvtWXH755t///Vxtbds73pFWKlm1uutTn/rhokV7/+EfptxwQ117e1qpRMSsD36wEjHrl34pIrI0rUbUL1u2/5/+6YcLFjyyYMGe//2/o1qNiCk33dTx/venaRoRld7ex664YvVP/EREdP7rvz56ySU77r47jn13tc1RqDvdJkgjcklMmXLyjyHLqoNneU2RNgAAON81ZgNHh6cxY3q87too1ozzvnWNMXtRjP/gNtW+vuHNmw/ee29E1M2dO3Ioz9bbbmu/887mK64ol0oD69c3X3ttYdq01re9Le3vP/id74x8/d9y/fXtd9459brrjnvA2vnzI6L74YcH16w5+O//HhF1CxeOjO8rvb2lHTuSXC7J5UYOCpSVy82ve93iP/qj6XfemQ4cede5XM3cue1ve1vbnXcWp08/vN9Cklz0139d09Y2cpPhTZuGtmyJiGpv7+D69dVDh457GU0tMa6t0DotTnXy4yxypT5tAADAWZNlWW1WHnUSrjRq6+LK5VHXOK7pgDTmXRw1teOaZohRPxyV5HIz3vGO9ve9b8rNN0dE/+rVubq6hqVLp91228CGDcP9/SMHGJ3+1re2v+990+6447gXlYzsDZ1lLzxyPp9lWRYx+9d//fXbtrW9+937vvjFgf37k1wuHR7e+3d/N/+//Jeub3974Jln4uhJipcsaX//+2f+zM/ULl48cs2uz3wmqamZ85/+U5zwsk9ykoSIKa0R1XG8//nzDzfYyS756vDZ/WOwvwEAwPneBscP17MspkyJ66+Lx56I7u7T7ppcUx+tHbF367ifMSJXWxsRI4t8snL5qVtuqXR3JxH5iN6nnoqIaTffXL9kyd6///uIwydafvqnfmrw2Wfj6HfbWZal6cjZ1iIiV1+fRSQjDzs4OHKXQ/ffv++f/3lgzZreI/sNJ8Xi1k9+sm/VqgP/9m+Xf+MbWenwnhX7vvjFZ37jN0YOiNSxaFFEHPjud+sXL57+lreM8x01j2cX4vqGmDHj5DsbREREMR3QBgAAnDW5XK56qrUkV1wez2+M3XsjS8d6iEq0z49dW0+zImWkPxqXL5/9678+++d/PqtUep58ctqttybF4ryPfKTS2Tn4/PMHvvWtvrVrI6L9fe+LiN6VK5OISk9PRMz9lV8Z2rixtHv37i9/Oe3vL0ybNvcjH6n29vatWVPev7/tne8sHTgw7eabI6L70UejWIyI/jVrdt9zz8hhT9MjL6Dc3b39f/2v3JFjr2YR1f7+qTfcMP9DH0oiur73vaPzG+t/4ReufvTRunnzspPNG4x+X01ToqFxHGuKpreO/fvmzJoiAADOqqGs5uSrXIrFuOzSWLI4qqd5hGlt0TzlNGPjrFyOiGm33nrRpz5Vt2DB2ne9q/exx/Z8/vNZpbLoD/5gyd13z/6VX0kj+teu7XnkkcZLLklLpYP33puL2PvFL1Z6euZ9+MNL7r57/u/+bkTs+fznczU1F3ziE0vuvrt+yZKVt9+eFAqLP/nJaW96087PfGbvF75w5Cmz489ykCSRZUdnHkZGw3vuuafpyiuX3n33krvvnvamN2VHfju8e/fuz342IrJqNSJGvu/PTvjWP4uYuzhyp/3KvRrRNiOq1VMtKIosq4vy2f1LcF5kAIDz3crP/PKV2XNj3aKrKzY8Hz19p/xiOYlD+2Plg2NOMOTzNXPm5JuaklyutHt3+cCBkf7QmukAACAASURBVFMd13R0FKdPj4jSvn3l/fsjIldXV7doUeXQodLu3SO3Kba21nR0RC5XOXBgePfuiKidO7fQ0pKVy8Pbt1cHBorTptXMmVPt7R3aujUikiSpnT+/cvBgpbc3OTKCL7a35+rqStu3j1RBsaMjyeVGTqRQt2hRvqkpGx4e3r49kqSmo2N4165saCipr6+dNau0f3/a25vk8zXz51d7eioHDox+W4WaeP2bo1AcO4wiGhvi2teO7Ht9Kn2Lf7zp9t/SBgAAnDUP/fVdb6j86DQ3qlbj6TWx/+Ap86AQT94Xh/afd1tv+qy44g1xmqmVLOLKy6O9LcYce3cuftuM2z98Ft+LNUUAAOe76rSFkYsx1rpElkUuF1cuj0uWHj4m0YkqMWtBpOfZpksjZnTEaddcRXNTtM2INB17I/fmms/u27EvMgDA+a5lwWVxKDdyToDTmDsnZnXEU0/HgUMnfsncNjtqaqJUOu2RjV5Fkmidebq9kLOIjpkxjtU65VzD2X035g0AAM53i5ddvmuwaVwj+sMTCJfHJUujrv64MXGhEMteM3L40PNCGjFnftTVny4MCsXoaB/PA1YL9doAAICzqam5ufP1vz2c5U+zrGj0+qI5s+L1r41Ll0XjqFOkpdE+J2bOHdc5014Fl/rGWHpFJGPfKJePqy6PmprTb9Ukcs0d2gAAgLNs+Wtfvy4WT3AgmYtZM+Paq2LenMiOTBakMXvhebHXQRbR1hH5067Qb5se06aO6xGTaGiZoQ0AADj7hpb8RBQmvh4ol4uLl8Q1V8SMGZHkIouW1uiYdR5MHSTRMS/GyqCRGy2YG9VxtdJgpdDaZt4AAIBJ4Lo3veWp0uJIYrwri45e0jSmTomrLosrLo1CMZfGpa+JQvHVHAZpRPvMmNpyuhstXhBTmse5GbdFW2NTkzYAAODsy+Vy89/zyeerM1/k/atpzGiNN1wTyxYXWhpmzY1X8Vm0ijWxbPmYhyfKIlqnxqL5Mc6TiSWxp+nSs/834L8BAAAjps9o61r+81GTf5H3z7IoFGLB3Ljhmnn/YcHIV+evynmD9o6oaxzzFtWICxdOpDbyUy56gzYAAGASufrG//BA+8/1Re2EVxaNXmJUTZsuX3DTL81bvDTqGl5VEwgjOxHMXTj2+c6SWLYopk4Z7xaLWDs4Z9mV12oDAAAmkVwud9NPvv/x6W+L4ksbKGZZwxUXLLm64ebbYvFFh79Jf3XsaTBvfrRMG/O9t0+PCxaMf1OVIl9/x+/V19ef/U/ffwAAAI7zurf/4g9a392d1I+M8l/8BMK82VGNJRfFTbfFRRdH45TIknN7GqGxMZZeeurFUmlEXX0sWRSVyni3UhIral93wZJlk6IM/ekDAHCcurq6m9/5K2su+MUovoSzHGdZzGqPxrpIo6E+Fi+JG2+NK6+K2rqonJuTBtWI+QuiOMY5DWpq4roro652/BspjWT2G392knzuSZZl/voBADjZ2D5b9ehDdSs+vSy/I6ovdtDYNxArno5q5cjwM6qV2N8Ze3ZF5/4YLp0z31VnEY2N8fo3RE3xFL/O5+OKi6Jteox7gN2T1K+/9MPX3XqHNgAA4BzQ1XXw+X/8L9fEmheZB7kk1m2MbbviuBmIfAwPxdMrY+/eiHNhNUuSixtvjKYppzh0aZKL114W06aOPwyikNw/9e1vfO9HJtF71AYAAIwtTdMffvOfZ2/6lwtiz4vZXWBwOB5dFeXyCUPRyLLo6499e2Lvvujujmo1kkm5BbKIhQvisuWnOBFyLh+XXhiz2sYfBuUk/0jjrVe986NNzc3aAACAc88Dn/t/birdG+V0YoWQJNHZFU+sPeXAP4nIRV9PbHw+du2OcjVyMckiIRe33hL1dSf7Vb4Q11wWU5omMmOQ+0H9bTf//O9Pts9XGwAAMF7VanX9qicOPf6V1ww+1pgbjuq4h/BJEqueiT2dp7l9EoODcfBg7N8fBw7G4EBkkyAScvm4+jUxs+OE1URZREN9XLI4WqeO64GyLJLkYNK0uv1tr33rzzY2NmoDAADOebt37dz+lT++Nrd6AnMIA4Px0FPjHennIrLYty82bYnOA1FNz9pMQhYxf15cceUJJzvLIlqa49rLJxIZyVAUnrn2j6583Y2T82PVBgAAvBjlcvnZNSsPrPzOwu7H5uUO5LJxRMKufbFu4wTW3iQRWQwMRld3HDwQBw9Ff29U0sO/eWXU1sUNr4vGhmOroFCIeTNj4ZwxD2h6zBsZzIqPNb9x8e0/P2fe/En7mWoDAABeqoe/+c/zn7lnXs3BqGZjDf3zuXhyfew98GKG9klEEgN9sXN37NgZPX2Rxcs+mZDk4qYbYsroYxOlEYV8XH1xtLZEmo7rUYq59ZV5dT/xh4suXDrJP0dtAADAGTA8PPzMqse7nn1k+sGnL0y31udGTgx8wu36BmLF2qhUXvygPolqNQaHors7DnXHoZ7o64vh4cNPdQZTIYu46MJYtvRIGGQRhXzMnRmL5kRN4fSTJLmkPyuuKV6eLfuxy669eVIdj0gbAADwCtm1c8eGe79wced9M4vdkcUxJ0YYOWbRk+vP0GA2IhdZJboOxe59sXdf9PUd3kE6eWmdkEVMaY6bro98LiKLSCNmTI3lS6K25jRropKIQlIuJ4803XrRW3515qxZ59AHpw0AAHhZDAwMbN6w/sDm1fm969qHNs/O9jfmyiPH6onVG2PH3jP5JX8SEZGmMTQc/QPR1xe9fdE3GAMDMTQclcoxswrjedqmprjh2qgrRuRzMb0l5rVH69TI5Y4PgyQikpE9p3uzuq35OQcbL6xZcNWiy147s2PWOfeRaQMAAF4Ju3bueH7FvU3bHri48lx9MhQPrIyh8su4u0ASkYtIo1yK7r7oOhQHD0VvbwwORSV9IRVOOr1Qjbjhqpg5I6KjNS5aEA11kWbHPHKSRD6JJKKS7apO3VJ3cbLkpmXX3DRtWus5/RlpAwAAXjlZlnV1Hdy9bXPX5meWfP+/zuzcGoPDUSodXnf0cqTC0cmCLNI0ypUolWNoOEqlGB6OUilKpRguR7kalUpUK1Guq2+4+sK5lzXnWprShvo0kkoUy7liKVdXytWX8w3VminR1FZsntE4vWN6x9wZ7TPr6upeHZ+ONgAA4Ox44Mt/c9Ouz0UljcGh6O6LA91xqC8GhqJ85DClyct/sNKRxx855tHUppjX/uAF77jxV/7k/PxEtAEAAGdHf3//jr/8wEXZtoiI5MgeA5VqDJdjaDgGh2NwOIZKMVSKUjnKlahWIz322EcTLYej981FFApRU4yGumisi9Yp0dQQ9TUr8xfPec+ftLXP1AYAAPCKWvmjB69c8duHJwpOMlZNIkkiiciyw80wOBwDQzEwFIOlGBqOciXKlUjTqKaRxfHHFR0ph1wSuSQKhagpRF1tNNZFc0M0NURDXRTzkSSRHj4nwzP5+Rf9xj8lSXLefhzaAACAsybLsh9+85+Xb/h0c3VwHEPX5IUR/0gJZFlkaaTZ4fH9cedmTiKSXOSSSJLIHfnh6N1j1BRELtkdrYdu+38vXn7V+fxxaAMAAM6y+//+/3vjwS9F5ayNSw8kzcPv+pvZc+ed5x9Ezt8iAABn12vf/sEH62+pJmdnaDqcFDde/Z+FgTYAAODsa2puvvGXP7mi7prIveJr/QvJj6a9+do3vtmnoA0AAJgsFv/UXSsKV6ZJEln2ylwGk+IPpr7t6nf8ho0/wv4GAABMIj+6+9dfV3r8mPMQv0yKufvb3v3G937YNj/KvAEAAJPIhe/+g4cabi7lCvFy1kFnMuWBBb/6+p/6VRt8NPMGAABMOvf/3Z++8eBXTnneg5c0/o0sSZ66/k+vuv4W21kbAAAw2ZVKpce+89WFz/zNnOzAmZxAyCeP55e3vPmjFy67xEbWBgAAnDM2P7+h8NUPz0s6z8juB9Vc8tD0t1//M/+5WCzattoAAIBzTF9v7+P/+rlLd3+tLXrixa4wKuUKa4qXxDXvu+oG64i0AQAA53ghrP7bu15feTTK6cSWGBWS3mrd6ss/fP2P/982ozYAAODVoFwuP7PqiYMrvz3/0OPz0r2FJI004sShbJJEEpHEwaxxY+1Fw4tuvuQNb25tnW4DagMAAF6FdmzbunPD6sHdzxV7djSU9s8s7S1mpQOF6V21s0r1bbkZi6YvumThkosbGhpsK20AAABMmHOfAQAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAALz8Cufii+67a5FPDgCAc1TTJzZPzhdm3gAAANAGAADAEUmWZbYCAABg3gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAcKYVzsUX3XfXIp8cAADnqKZPbJ6cL8y8AQAAEBGRZFlmKwAAAOYNAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAABnWuFcfNGPPvqoTw4AgHPUddddNzlfWJJlmY8HAACwpggAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAcKYVzsUX3XfXIp8cAADnqKZPbJ6cL8y8AQAAoA0AAIAjkizLbAUAAMC8AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAADgTCucWy+3765FPjMAAM5pTZ/YPDlfmHkDAABAGwAAAEckWZbZCgAAgHkDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAAD/f7t2bOMgEIRh9FbakCboZOuiAOraPhzQBPl/EbmlQzrGfq+C8U7iTwNoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAAD4D73i0Oe22hwAAEUt+/HMwdwNAAAAbQAAAFxaEq8AAAC4GwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAA7tYrDn1uq80BAFDUsh/PHMzdAAAA0AYAAMClJfEKAACAuwEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAADcqVcces5pcwAAFDXGeOZgLYn1AAAAvikCAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAANytVxx6zmlzAAAUNcZ45mAtifUAAAC+KQIAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAA3K1XHHrOaXMAABQ1xnjmYC2J9QAAAL4pAgAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAgDv1ikOf22pzAAAUtezHMwdzNwAAALQBAABwaUm8AgAA4G4AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAALhbrzXuua12BgBAact+PHMwdwMAAEAbAAAAl5bEKwAAAO4GAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAgO/UP+A3tNYsEv4iiUcAAJr/BAAAwI9vigAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAY4H7fQAABlBJREFUgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAgPf1JK/Xy0MAAMCXa0m8AgAA4JsiAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAA8Kl+AUYDGRp+PBbSAAAAAElFTkSuQmCC"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">30<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h29 y173 ff1 fsa fc0 sc0 ls11 ws0">7.20<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff1 fc1">OBLIGACJE<span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y174 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y45d w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">OBLIGACJE </div></div><div class="c x77 y45d w36 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y45d w37 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y45e w35 h10"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wartość nominalna wye<span class="_ _0"></span>mitowanych obligacji <span class="ff3">- </span>czść długo<span class="_ _0"></span>terminowa<span class="ff1"> </span></div></div><div class="c x77 y45e w36 h10"><div class="t m0 x2e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">470<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x78 y45e w37 h10"><div class="t m0 x2e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">260<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x2 y45f w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Wartość nominalna wye<span class="_ _0"></span>mitowanych obligacji –<span class="ff3"> </span>czść kr<span class="_ _0"></span>tkoterminowa<span class="ff3"> </span></div></div><div class="c x77 y45f w36 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x78 y45f w37 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x2 y460 w35 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Wartość nominalna wyemitowan<span class="_ _0"></span>ych obligacji<span class="ff1"> </span></div></div><div class="c x77 y460 w36 h12"><div class="t m0 x2e h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">520<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x78 y460 w37 h12"><div class="t m0 x2e h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">310<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y461 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y462 ff3 fs8 fc1 sc0 ls0 ws0">W <span class="_ _1b"></span>pozycji <span class="_ _0"></span><span class="ffa">Obligacje<span class="ff3"> <span class="_ _1b"></span><span class="ff4">Spłka <span class="_ _0"></span>wykazuje <span class="_ _1b"></span>wartość <span class="_ _1b"></span>nominalną <span class="_ _1b"></span>zobow<span class="_ _9"></span>iązania <span class="_ _1b"></span>z <span class="_ _1b"></span>tytułu <span class="_ _0"></span>obligacji, <span class="_ _1b"></span>natomiast <span class="_ _0"></span>naliczone <span class="_ _1b"></span>na <span class="_ _1b"></span>dzie <span class="_ _0"></span>bilansowy </span></span></span></div><div class="t m0 x2 hd y463 ff4 fs8 fc1 sc0 ls0 ws0">odsetki prezentowane są osobno w pozycji <span class="ff9">Zobowiązanie z tytułu odsetek od kredytów i obligacji<span class="ff3">. </span></span></div><div class="t m0 x2 hd y464 ff4 fs8 fc1 sc0 ls0 ws0">Ze wz<span class="_ _9"></span>gldu na <span class="_ _9"></span>fakt, <span class="_ _9"></span>że <span class="_ _9"></span>oprocentowanie <span class="_ _9"></span>obligacji <span class="_ _9"></span>jest <span class="_ _9"></span>powiązane <span class="_ _9"></span>z <span class="_ _9"></span>kształtowaniem <span class="_ _9"></span>si s<span class="_ _9"></span>tawki W<span class="_ _9"></span>IBOR, <span class="_ _9"></span>Zarząd <span class="_ _9"></span>Spłki szac<span class="_ _9"></span>uje, że<span class="_ _9"></span> </div><div class="t m0 x2 hd y465 ff4 fs8 fc1 sc0 ls0 ws0">wartość <span class="_ _14"> </span>godziwa <span class="_ _1a"> </span>obligacji <span class="_ _14"> </span>wyemitowanych <span class="_ _1a"> </span>przez <span class="_ _14"> </span>Spłk <span class="_ _14"> </span>jest <span class="_ _1a"> </span>w <span class="_ _1a"> </span>przybliżeniu <span class="_ _14"> </span>rwna <span class="_ _14"> </span>wartości <span class="_ _1a"> </span>ksigowej <span class="_ _14"> </span>tych <span class="_ _14"> </span>o<span class="_ _9"></span>bligacji <span class="_ _14"> </span>z </div><div class="t m0 x2 hd y466 ff4 fs8 fc1 sc0 ls0 ws0">uwzgldnieniem na<span class="ff3">liczonych odsetek.  </span></div><div class="t m0 x2 hd y3b5 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he y180 ff2 fs4 fc0 sc0 ls0 ws0">PODSTAWOWE DANE D<span class="_ _9"></span>OTYCZĄCE E<span class="_ _9"></span>MITOWANYCH OBLIG<span class="_ _9"></span>ACJI<span class="_ _9"></span><span class="ff1"> </span></div><div class="t m0 xe hd y467 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Umowa <span class="_ _1b"></span>z <span class="_ _1b"></span>T<span class="_ _9"></span>rigon <span class="_ _1b"></span>Dom <span class="_ _1b"></span>Maklerski <span class="_ _1b"></span>S.A. <span class="_ _0"></span>oraz <span class="_ _1b"></span>Trigon <span class="_ _0"></span>Investment <span class="_ _4"></span>Bankin<span class="_ _9"></span>g <span class="_ _1b"></span>Spłka <span class="_ _1b"></span>z ogran<span class="_ _0"></span>iczoną <span class="_ _1b"></span>o<span class="_ _9"></span>dpowiedzialn<span class="_ _0"></span>ością <span class="_ _1b"></span>&amp; <span class="_ _0"></span>Wsplnicy<span class="_ _9"></span><span class="ff3"> S.K. </span></span></span></div><div class="t m0 x2 hd y468 ff4 fs8 fc1 sc0 ls0 ws0">Na podstawie tej umowy Dom Developmen<span class="_ _0"></span>t S.A. może emitować obligacje o łącznej wartości nieprzekraczającej 400 milion<span class="_ _0"></span>w </div><div class="t m0 x2 hd y469 ff4 fs8 fc1 sc0 ls0 ws0">PLN rozumianej jako <span class="_ _9"></span>wartość <span class="_ _9"></span>nominalna wszystkich wyemitowan<span class="_ _9"></span>ych i ni<span class="_ _9"></span>ewykupionych obligacji. Li<span class="_ _9"></span>mit Programu ma <span class="_ _9"></span>charakter </div><div class="t m0 x2 hd y141 ff3 fs8 fc1 sc0 ls0 ws0">odnawialny. <span class="_ _0"></span>Zgodni<span class="ff4">e z <span class="_ _0"></span>umową obligacje <span class="_ _1b"></span>mo<span class="_ _9"></span>gą być <span class="_ _1b"></span>emitowane przez Spłk <span class="_ _1b"></span>w ramach rżnych <span class="_ _1b"></span>serii do dnia <span class="_ _1b"></span>17 listopada <span class="_ _0"></span>2027<span class="_ _15"></span><span class="ff3"> <span class="ls2a">r.</span>  </span></span></div><div class="t m0 xe hd y46a ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1"> Umowa z mBank S.A. </span></span></div><div class="t m0 x2 hd y46b ff4 fs8 fc1 sc0 ls0 ws0">Na <span class="_ _f"> </span>podstawie <span class="_ _10"> </span>umow<span class="_ _9"></span>y, <span class="_ _10"> </span>zawartej <span class="_ _10"> </span>7 <span class="_ _10"> </span>lutego <span class="_ _10"> </span>2023 <span class="_ _10"> </span>roku, <span class="_ _10"> </span>Dom <span class="_ _10"> </span>Development <span class="_ _10"> </span>S.A. <span class="_ _10"> </span>może <span class="_ _10"> </span>emitować <span class="_ _10"> </span>obligacje <span class="_ _10"> </span>o <span class="_ _10"> </span>łącznej <span class="_ _10"> </span>wartości </div><div class="t m0 x2 hd y46c ff4 fs8 fc1 sc0 ls0 ws0">nieprzekraczającej <span class="_ _1b"></span>400 milionw <span class="_ _1b"></span>zł, rozu<span class="_ _0"></span>mianej <span class="_ _1b"></span>jako<span class="_ _9"></span> <span class="_ _0"></span>wartość <span class="_ _0"></span>nominalna <span class="_ _1b"></span>wszystkich wyemitowanych <span class="_ _1b"></span>i <span class="_ _0"></span>niewykupionych <span class="_ _1b"></span>ob<span class="_ _9"></span>ligacji. </div><div class="t m0 x2 hd y46d ff4 fs8 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _f"></span>z <span class="_ _13"> </span>umową, <span class="_ _10"> </span>obligacje <span class="_ _10"> </span>mogą <span class="_ _10"> </span>być <span class="_ _10"> </span>emitowane <span class="_ _10"> </span>przez <span class="_ _10"> </span>Spłk <span class="_ _10"> </span>w <span class="_ _10"> </span>ramach <span class="_ _10"> </span>r<span class="_ _9"></span>żnych <span class="_ _10"> </span>serii, <span class="_ _10"> </span>w <span class="_ _10"> </span>czasie <span class="_ _10"> </span>nieokreślonym <span class="_ _f"> </span>od <span class="_ _13"> </span>dnia </div><div class="t m0 x2 hd y46e ff3 fs8 fc1 sc0 ls0 ws0">podpisania Umowy Emisyjnej. Limit Programu ma charakter odn<span class="_ _0"></span>awialny.<span class="_ _9"></span> </div><div class="t m0 x2 hd y46f ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y70 ff3 fs8 fc1 sc0 ls0 ws0">EMISJE OBLIGACJI NA 31.12.2023 </div></div><div class="c x2 y470 w37 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Seria </div></div><div class="c x9c y470 w63 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Emitent </div></div><div class="c xbb y470 w36 h12"><div class="t m0 x71 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Data emisji </div></div><div class="c xa5 y470 w64 h12"><div class="t m0 x5f h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Kwota </div></div><div class="c xbc y470 w65 h12"><div class="t m0 x76 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Waluta </div></div><div class="c xbd y470 w66 h12"><div class="t m0 x6b h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Data wykupu  </div></div><div class="c x2 y471 w37 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">DOMDET3121224 </div></div><div class="c x9c y471 w63 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Dom Development S.A.  </div></div><div class="c xbb y471 w36 h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">12.12.2019 </div></div><div class="c xa5 y471 w64 h12"><div class="t m0 x6d h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xbc y471 w65 h12"><div class="t m0 x89 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xbd y471 w66 h12"><div class="t m0 x2a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">12.12.2024 </div></div><div class="c x2 y472 w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">DOMDET4250925 </div></div><div class="c x9c y472 w63 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Development S.A. </div></div><div class="c xbb y472 w36 h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">25.09.2020 </div></div><div class="c xa5 y472 w64 h10"><div class="t m0 x89 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">100<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xbc y472 w65 h10"><div class="t m0 x89 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xbd y472 w66 h10"><div class="t m0 x2a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">25.09.2025 </div></div><div class="c x2 y454 w37 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">DOMDET5120526 </div></div><div class="c x9c y454 w63 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Dom Development S.A. </div></div><div class="c xbb y454 w36 h12"><div class="t m0 x2c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">12.05.2021 </div></div><div class="c xa5 y454 w64 h12"><div class="t m0 x89 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">110<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xbc y454 w65 h12"><div class="t m0 x89 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xbd y454 w66 h12"><div class="t m0 x2a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">12.05.2026 </div></div><div class="c x2 y473 w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">DOMDEM1280928 </div></div><div class="c x9c y473 w63 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Development S.A. </div></div><div class="c xbb y473 w36 h10"><div class="t m0 x2c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">28.09.2023 </div></div><div class="c xa5 y473 w64 h10"><div class="t m0 x89 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">260<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xbc y473 w65 h10"><div class="t m0 x89 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xbd y473 w66 h10"><div class="t m0 x2a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">28.09.2028 </div></div><div class="c x2 y474 w37 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x9c y474 w63 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xbb y474 w36 h10"><div class="t m0 x88 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa5 y474 w64 h10"><div class="t m0 x89 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">520<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xbc y474 w65 h10"><div class="t m0 xa2 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xbd y474 w66 h10"><div class="t m0 x3 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x6e hd y27b ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x6e hd y475 ff4 fs8 fc1 sc0 ls0 ws0">Obligacje <span class="_ _16"> </span>pozostające <span class="_ _17"> </span>do <span class="_ _16"> </span>wykupu, <span class="_ _16"> </span>zo<span class="_ _9"></span>stały <span class="_ _16"> </span>wprowadzone <span class="_ _16"> </span>do <span class="_ _17"> </span>obrotu <span class="_ _16"> </span>i <span class="_ _17"> </span>notowania <span class="_ _16"> </span>w <span class="_ _17"> </span>alternatywnym <span class="_ _16"> </span>systemie <span class="_ _16"> </span>obrotu </div><div class="t m0 x6e hd y2fb ff4 fs8 fc1 sc0 ls0 ws0">prowadzonym <span class="_ _f"> </span>przez <span class="_ _10"> </span>Giełd <span class="_ _f"></span>Papierw <span class="_ _10"> </span>Wartościowych <span class="_ _f"></span>w <span class="_ _10"> </span>Warszawie <span class="_ _f"></span>S.A.<span class="ff3"> <span class="_ _10"> </span></span>Podstawowe <span class="_ _10"> </span>warunki <span class="_ _f"></span>emisji <span class="_ _f"> </span>o<span class="_ _9"></span>bligacji <span class="_ _f"></span>z <span class="_ _f"> </span>przyszł<span class="_ _9"></span>ym </div><div class="t m0 x6e hd y476 ff4 fs8 fc1 sc0 ls0 ws0">terminem zapadalności znajdują si na stronie:<span class="ff3"> </span></div><div class="t m0 x6e hd y477 ff3 fs8 fc1 sc0 ls0 ws0">https://inwestor.domd.pl/pl/obligacje </div><div class="t m0 x6e hd y478 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he y479 ff2 fs4 fc0 sc0 ls0 ws0">OPIS ISTOTNYCH ZM<span class="_ _9"></span>IAN W OKRESIE DWUNA<span class="_ _9"></span>STU MIESIĘCY Z<span class="_ _9"></span>AKOŃCZONYM 31 GRUDN<span class="_ _9"></span>IA 202<span class="_ _9"></span><span class="ff1">3<span class="_ _9"></span> </span></div><div class="t m0 xe hd y47a ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Nowa umowa z mBank S.A. </span></span></div><div class="t m0 x6e hd y47b ff3 fs8 fc1 sc0 ls0 ws0">W <span class="_ _9"></span>dniu 7 <span class="_ _9"></span>lutego <span class="_ _9"></span><span class="ff4">2023 <span class="_ _9"></span>r. <span class="_ _9"></span>Zarząd <span class="_ _9"></span>D<span class="_ _9"></span>om <span class="_ _9"></span>Development <span class="_ _9"></span>S.A. <span class="_ _9"></span>podjął <span class="_ _9"></span>Uchwał, <span class="_ _9"></span>zgodnie z <span class="_ _9"></span>ktrą <span class="_ _9"></span>wyraził <span class="_ _9"></span>z<span class="_ _9"></span>god na <span class="_ _9"></span>ustanowienie <span class="_ _9"></span>przez </span></div><div class="t m0 x6e hd y47c ff4 fs8 fc1 sc0 ls0 ws0">Spłk <span class="_ _1b"></span>programu <span class="_ _0"></span>emisji <span class="_ _1b"></span>obligacji Dom <span class="_ _1b"></span>Development <span class="_ _1b"></span>S.A. <span class="_ _0"></span>o <span class="_ _0"></span>łącznej <span class="_ _1b"></span>w<span class="_ _9"></span>artości <span class="_ _1b"></span>nieprzekraczającej 400 <span class="_ _4"></span>milionw zł<span class="_ _0"></span>, <span class="_ _0"></span>rozumianej <span class="_ _1b"></span>jako </div><div class="t m0 x6e hd y47d ff4 fs8 fc1 sc0 ls0 ws0">wartość <span class="_ _9"></span>nominalna <span class="_ _9"></span>wszystkich<span class="_ _9"></span> <span class="_ _9"></span>wyemitowanych <span class="_ _9"></span>i <span class="_ _15"></span>niewykupionych <span class="_ _15"></span>obligacji. <span class="_ _9"></span>Ponadto <span class="_ _9"></span>Zarząd <span class="_ _15"></span>Sp<span class="_ _9"></span>łki <span class="_ _15"></span>wyraził <span class="_ _9"></span>zgod <span class="_ _15"></span>na <span class="_ _9"></span>zawarcie </div><div class="t m0 x6e hd y47e ff4 fs8 fc1 sc0 ls0 ws0">przez Spłk z mBank S.A. z siedzibą w Warszawie umowy emisyjnej, w związku z tym programem („Umowa Emisyjna”). <span class="ff3"> </span></div><div class="t m0 x6e hd y47f ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _9"></span>dniu 7 <span class="_ _9"></span>lutego <span class="_ _9"></span>2023 <span class="_ _9"></span>r. <span class="_ _9"></span>Sp<span class="_ _9"></span>łka <span class="_ _9"></span>zawarła <span class="_ _9"></span>z <span class="_ _9"></span>mBank <span class="_ _9"></span>S.A. <span class="_ _9"></span>Umow <span class="_ _9"></span>Emisyjną, <span class="_ _9"></span>zgodnie z <span class="_ _9"></span>ktrą <span class="_ _9"></span>obligacje <span class="_ _15"></span>mogą <span class="_ _9"></span>być emitowane <span class="_ _9"></span>przez </div><div class="t m0 x6e hd y480 ff4 fs8 fc1 sc0 ls0 ws0">Spłk <span class="_ _e"></span>w<span class="_ _9"></span> <span class="_ _f"></span>ramach <span class="_ _e"></span>r<span class="_ _9"></span>żnych <span class="_ _f"></span>serii, <span class="_ _f"></span>w <span class="_ _f"></span>czasie <span class="_ _f"></span>nieokreślonym <span class="_ _e"></span>od<span class="_ _9"></span> <span class="_ _f"></span>podpisania <span class="_ _e"></span>Umo<span class="_ _9"></span>wy <span class="_ _f"></span>Emisyjnej. <span class="_ _e"></span>Ob<span class="_ _9"></span>ligacje <span class="_ _f"></span>emitowane <span class="_ _e"></span>w <span class="_ _f"> </span>ramach<span class="_ _9"></span> </div><div class="t m0 x6e hd y481 ff4 fs8 fc1 sc0 ls0 ws0">Programu bdą:<span class="ff3"> </span></div><div class="t m0 x6e hd y482 ff3 fs8 fc1 sc0 ls0 ws0">- emitowane: </div><div class="t m0 x6e hd y483 ff4 fs8 fc1 sc0 ls0 ws0">(a) w trybie<span class="_ _0"></span> art. 33 pkt <span class="_ _0"></span>1 ustawy z dnia 15 <span class="_ _0"></span>stycznia 2015 r. <span class="_ _0"></span>o obligacjach („Ustawa o Obligacjach”), tj. w <span class="_ _0"></span>trybie <span class="_ _0"></span>oferty publ<span class="_ _9"></span><span class="ff3">icznej </span></div><div class="t m0 x6e hd y484 ff4 fs8 fc1 sc0 ls0 ws0">papierw <span class="_ _1b"></span>wartościowych, <span class="_ _1b"></span>o<span class="_ _9"></span> <span class="_ _1b"></span>ktrej <span class="_ _1b"></span>mowa <span class="_ _0"></span>w <span class="_ _1b"></span>Rozporządzeniu <span class="_ _1b"></span>Parlamentu <span class="_ _1b"></span>Europejskiego <span class="_ _0"></span>i <span class="_ _1b"></span>Rady <span class="_ _1b"></span>(UE<span class="_ _9"></span>) <span class="_ _1b"></span>20<span class="_ _9"></span>17/1129 <span class="_ _1b"></span>z <span class="_ _0"></span>dnia <span class="_ _1b"></span>14 <span class="_ _1b"></span>czerwca </div><div class="t m0 x6e hd y25d ff3 fs8 fc1 sc0 ls6 ws0">2017<span class="ff4 ls0">r. <span class="_ _1a"> </span>w<span class="_ _9"></span> <span class="_ _1a"> </span>sprawie <span class="_ _16"> </span>prospektu, <span class="_ _1a"> </span>ktry <span class="_ _16"> </span>ma <span class="_ _1a"> </span>być <span class="_ _16"> </span>publikowany <span class="_ _1a"> </span>w <span class="_ _16"> </span>związku <span class="_ _1a"> </span>z <span class="_ _16"> </span>ofertą <span class="_ _1a"> </span>publiczną <span class="_ _1a"> </span>papi<span class="_ _9"></span>erw <span class="_ _16"> </span>wartościowych <span class="_ _1a"> </span>lub </span></div></div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">31<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x6e hd y1a4 ff4 fs8 fc1 sc0 ls0 ws0">dopuszczeniem <span class="_ _20"> </span>ich <span class="_ _21"> </span>do <span class="_ _20"> </span>obrotu <span class="_ _21"> </span>na <span class="_ _20"> </span>rynku <span class="_ _21"> </span>regulowanym <span class="_ _20"> </span>oraz <span class="_ _21"> </span>uchyleniem <span class="_ _20"> </span>dyrektywy <span class="_ _20"> </span>2003/<span class="_ _9"></span>71/WE <span class="_ _21"> </span>(„Rozporządzenie </div><div class="t m0 x6e hd y206 ff4 fs8 fc1 sc0 ls0 ws0">Prospektowe”), <span class="_ _0"></span>z wyłączenie<span class="_ _0"></span>m obowiązku <span class="_ _0"></span>publikacji p<span class="_ _0"></span>rospektu zgodnie <span class="_ _1b"></span>z<span class="_ _9"></span> art. <span class="_ _1b"></span>1 ust. <span class="_ _0"></span>4 lit. <span class="_ _1b"></span>a) Rozporządzenia <span class="_ _0"></span>Prospektowego lub </div><div class="t m0 x6e hd y485 ff3 fs8 fc1 sc0 ls0 ws0">art. 1 ust. 4 lit. b) Rozpor<span class="ff4">ządzenia Prospektowego; albo </span> </div><div class="t m0 x6e hd y486 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x6e hd y487 ff4 fs8 fc1 sc0 ls0 ws0">(b) art. 33 pkt 2 Ustawy o Obligacjach, tj. w trybie oferty innej niż oferta publiczna papierw wartościowych, o ktrej mowa <span class="_ _9"></span><span class="ff3 ls2c">w </span></div><div class="t m0 x6e hd y488 ff4 fs8 fc1 sc0 ls0 ws0">Rozporządzeniu Prospektowym, skierowanej wyłącznie do jedne<span class="_ _0"></span>go inwestora;<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x6e hd y489 ff3 fs8 fc1 sc0 ls0 ws0">- <span class="ff4">zwykłymi, niezabezpieczonymi obligacjami na okaziciela;</span> </div><div class="t m0 x6e hd y48a ff3 fs8 fc1 sc0 ls0 ws0">- <span class="ff4">posiadały termin zapadalności do 60 miesicy; </span> </div><div class="t m0 x6e hd y48b ff3 fs8 fc1 sc0 ls0 ws0">- <span class="ff4">oprocentowane według stałej lub zmiennej stopy p<span class="_ _0"></span>rocentowej; <span class="_ _9"></span><span class="ff3"> </span></span></div><div class="t m0 x6e hd y48c ff3 fs8 fc1 sc0 ls0 ws0">- <span class="_ _10"> </span><span class="ff4">w <span class="_ _10"> </span>dniu <span class="_ _f"> </span>emisji <span class="_ _10"> </span>zdematerializowane <span class="_ _10"> </span>(zarejestrowane) <span class="_ _10"> </span>w <span class="_ _10"> </span>depozycie <span class="_ _10"> </span>papierw <span class="_ _10"> </span>wartościowych <span class="_ _10"> </span>prowadzonym <span class="_ _10"> </span>przez <span class="_ _10"> </span>Krajowy </span></div><div class="t m0 x6e hd y48d ff4 fs8 fc1 sc0 ls0 ws0">Depozyt <span class="_ _13"> </span>Papierw  Wartościowy<span class="_ _1b"></span>c<span class="_ _9"></span>h <span class="_ _13"> </span>S.A.  p<span class="_ _0"></span>od  warunkiem <span class="_ _10"> </span>wprowadzenia  ich <span class="_ _10"> </span>do  obrotu <span class="_ _13"> </span>w  alte<span class="_ _0"></span>rnatywnym  syste<span class="_ _0"></span>mie  obrotu </div><div class="t m0 x6e hd y48e ff4 fs8 fc1 sc0 ls0 ws0">prowadzonym <span class="_ _16"> </span>przez <span class="_ _16"> </span>Giełd <span class="_ _16"> </span>Pa<span class="_ _9"></span>pierw <span class="_ _16"> </span>W<span class="_ _9"></span>artościowych <span class="_ _16"> </span>w <span class="_ _17"> </span>Warszawie <span class="_ _16"> </span>S.A. <span class="_ _16"> </span>albo <span class="_ _16"> </span>zarejestrowane <span class="_ _16"> </span>w<span class="_ _9"></span> <span class="_ _16"> </span>takim <span class="_ _16"> </span>depozycie <span class="_ _16"> </span>za </div><div class="t m0 x6e hd y48f ff4 fs8 fc1 sc0 ls0 ws0">pośrednictwem <span class="_ _15"></span>agenta <span class="_ _f"></span>emisji <span class="_ _15"></span>oraz<span class="_ _9"></span> <span class="_ _e"></span>wprowadzone <span class="_ _e"></span>do <span class="_ _e"></span>obrotu <span class="_ _e"></span>w <span class="_ _f"></span>altern<span class="_ _0"></span>atywnym <span class="_ _e"></span>systemie <span class="_ _e"></span>obrotu <span class="_ _f"></span>prowadzonym <span class="_ _e"></span>przez <span class="_ _e"></span>Giełd </div><div class="t m0 x6e hd y490 ff4 fs8 fc1 sc0 ls0 ws0">Papierw Wartościowych w Warszawie S.A. w określonym terminie od dnia e<span class="_ _0"></span>m<span class="_ _9"></span><span class="ff3">isji. </span></div><div class="t m0 x6e hd y269 ff4 fs8 fc1 sc0 ls0 ws0">Umowa <span class="_ _0"></span>Emisyjna p<span class="_ _0"></span>rzewiduje <span class="_ _0"></span>także możliwość <span class="_ _1b"></span>zawarcia umowy <span class="_ _1b"></span>gwarancyjnej <span class="_ _0"></span>do każdej <span class="_ _1b"></span>z serii <span class="_ _1b"></span>obligacji emit<span class="_ _0"></span>owanych w <span class="_ _1b"></span>ramach </div><div class="t m0 x6e hd y26a ff4 fs8 fc1 sc0 ls0 ws0">przedmiotowego <span class="_ _1b"></span>Programu, na <span class="_ _1b"></span>podstawie <span class="_ _0"></span>ktrej <span class="_ _1b"></span>mBank S.A. <span class="_ _1b"></span>zobowiąże si<span class="_ _0"></span> <span class="_ _0"></span>do <span class="_ _0"></span>objcia <span class="_ _0"></span>obligacji <span class="_ _0"></span>danej <span class="_ _1b"></span>serii w <span class="_ _1b"></span>ramach Programu<span class="_ _0"></span>, </div><div class="t m0 x6e hd y28e ff3 fs8 fc1 sc0 ls0 ws0">na zasadach wskazanych w umowie gwarancyjnej. </div><div class="t m0 x2 hd y140 ff4 fs8 fc1 sc0 ls0 ws0">Rwnież <span class="_ _15"></span>w <span class="_ _15"></span>dniu <span class="_ _15"></span>7 <span class="_ _e"></span>lutego <span class="_ _e"></span>2023 <span class="_ _15"></span>roku <span class="_ _15"></span>pomidzy <span class="_ _15"></span>Do<span class="_ _9"></span>m <span class="_ _15"></span>Developmen<span class="_ _9"></span>t <span class="_ _15"></span>S.A. <span class="_ _15"></span>i <span class="_ _e"></span>mBank <span class="_ _15"></span>S.<span class="_ _9"></span>A. <span class="_ _15"></span>została <span class="_ _15"></span>z<span class="_ _9"></span>awarta <span class="_ _15"></span>Umowa <span class="_ _e"></span>o <span class="_ _15"></span>wykonywanie </div><div class="t m0 x2 hd yfa ff4 fs8 fc1 sc0 ls0 ws0">funkcji Agenta Emisji w związku z emisją obligacji e<span class="_ _0"></span>mitowanych w ramac<span class="_ _9"></span>h programu emisji do kwoty 400 milionw zł.<span class="ff3"> </span></div><div class="t m0 xe hd y1e8 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Przedterminowy wykup obligacji w celu umorzenia </span></span></div><div class="t m0 x2 hd y491 ff4 fs8 fc1 sc0 ls0 ws0">W  dniu  21  września  2023  roku  Dom  Development  S.A.  dokonała  przedterminowego  wykupu  w  celu  umorzenia  10<span class="ff3"> 500<span class="_ _9"></span> </span></div><div class="t m0 x2 hd y492 ff4 fs8 fc1 sc0 ls0 ws0">niezabezpieczonych <span class="_ _f"></span>obligacji <span class="_ _f"></span>na <span class="_ _f"></span>okaziciela <span class="_ _f"></span>serii <span class="_ _f"></span>DOMDET2091023 <span class="_ _f"></span>o <span class="_ _f"></span>wartości <span class="_ _f"></span>nominalnej <span class="_ _f"></span>1 <span class="_ _f"></span>000 <span class="_ _f"></span>zł <span class="_ _f"></span>każda <span class="_ _f"></span>i <span class="_ _f"></span>terminie <span class="_ _f"></span>wykupu </div><div class="t m0 x2 hd y1eb ff4 fs8 fc1 sc0 ls0 ws0">przypadającym <span class="_ _9"></span>na <span class="_ _9"></span>9 <span class="_ _9"></span>października<span class="_ _9"></span><span class="ff3"> <span class="_ _9"></span></span>2023 <span class="_ _9"></span>roku. <span class="_ _15"></span>Łączna <span class="_ _9"></span>wartość <span class="_ _15"></span>nominalna wykupionych <span class="_ _9"></span>obligacji <span class="_ _15"></span>to <span class="_ _9"></span>10 <span class="_ _15"></span>500 <span class="_ _9"></span>tys. <span class="_ _9"></span>zł. <span class="_ _15"></span>Cena <span class="_ _9"></span>odkupu </div><div class="t m0 x2 hd y1ec ff4 fs8 fc1 sc0 ls0 ws0">jednej obligacji wyniosła 1 038,20 zł. Łączna cena wykupu ww. obligacji wyniosła 10 901 tys. zł.<span class="ff3"> </span></div><div class="t m0 xe hd y6f ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Emisja obligacji  </span></span></div><div class="t m0 x2 hd y493 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _16"> </span>dniu <span class="_ _16"> </span>28 <span class="_ _16"> </span>września <span class="_ _16"> </span>2023 <span class="_ _17"> </span>roku <span class="_ _16"> </span>Spłka <span class="_ _16"> </span>wyemitowała <span class="_ _17"> </span>260 <span class="_ _16"> </span>000 <span class="_ _16"> </span>sztuk <span class="_ _16"> </span>niezabezpieczonych <span class="_ _16"> </span>o<span class="_ _9"></span>bligacji <span class="_ _16"> </span>na <span class="_ _16"> </span>okaziciela <span class="_ _16"> </span>serii </div><div class="t m0 x2 hd y329 ff4 fs8 fc1 sc0 ls0 ws0">DOMDEM1280928 <span class="_ _14"> </span>o <span class="_ _14"> </span>wartości <span class="_ _14"> </span>nominalnej <span class="_ _14"> </span>1<span class="ff3"> </span>000 <span class="_ _14"> </span>zł <span class="_ _14"> </span>każda <span class="_ _14"> </span>i <span class="_ _14"> </span>łąc<span class="_ _9"></span>znej <span class="_ _14"> </span>wartości <span class="_ _14"> </span>nominalnej <span class="_ _14"> </span>260<span class="ff3"> </span>00<span class="_ _9"></span>0 <span class="_ _14"> </span>tys. <span class="_ _14"> </span>zł <span class="_ _14"> </span>z <span class="_ _14"> </span>datą <span class="_ _14"> </span>wykup<span class="_ _9"></span>u </div><div class="t m0 x2 hd yac ff4 fs8 fc1 sc0 ls0 ws0">przypadającą <span class="_ _15"></span>na <span class="_ _e"></span>dzie <span class="_ _15"></span>28 <span class="_ _e"></span>września <span class="_ _e"></span>2028 <span class="_ _e"></span>roku. <span class="_ _e"></span>Wartość <span class="_ _15"></span>emisyjna <span class="_ _15"></span>o<span class="_ _9"></span>dpowiada <span class="_ _15"></span>wartości <span class="_ _e"></span>nominalnej <span class="_ _15"></span>obligacji. <span class="_ _e"></span>Oprocentowanie </div><div class="t m0 x2 hd y494 ff4 fs8 fc1 sc0 ls0 ws0">obligacji <span class="_ _15"></span>serii <span class="_ _e"></span>DOMDEM1280928 <span class="_ _e"></span>ustalone <span class="_ _e"></span>zostało <span class="_ _e"></span>w <span class="_ _e"></span>oparciu <span class="_ _e"></span>o <span class="_ _e"></span>stop <span class="_ _15"></span>bazow<span class="_ _9"></span>ą <span class="_ _15"></span>W<span class="_ _9"></span>IBOR <span class="_ _e"></span>6M <span class="_ _15"></span>pow<span class="_ _9"></span>ikszoną <span class="_ _15"></span>o <span class="_ _e"></span>marż <span class="_ _e"></span>w <span class="_ _e"></span>wysokości </div><div class="t m0 x2 hd y495 ff4 fs8 fc1 sc0 ls0 ws0">1,55%. Odse<span class="_ _0"></span>tki od <span class="_ _1b"></span>obligacji wypłacane <span class="_ _1b"></span>bdą w <span class="_ _1b"></span>o<span class="_ _9"></span>kresach <span class="_ _1b"></span>pł<span class="_ _9"></span>rocz<span class="_ _9"></span>nych. <span class="_ _0"></span>Cel e<span class="_ _0"></span>misji nie<span class="_ _0"></span> został <span class="_ _0"></span>określony, <span class="_ _0"></span>zaś wpływy <span class="_ _1b"></span>z emisji <span class="_ _1b"></span>zo<span class="_ _9"></span>stały </div><div class="t m0 x2 hd y496 ff4 fs8 fc1 sc0 ls0 ws0">przeznaczone na bieżącą działalność Spłki <span class="ff3"> </span></div><div class="t m0 xe hd y497 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Wykup obligacji w terminie </span></span></div><div class="t m0 x2 hd y498 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _f"> </span>dniu <span class="_ _10"> </span>9 <span class="_ _f"></span>października <span class="_ _f"> </span>2023<span class="_ _9"></span> <span class="_ _f"> </span>ro<span class="_ _9"></span>ku <span class="_ _f"></span>Sp<span class="_ _9"></span>łka <span class="_ _10"> </span>dokonała <span class="_ _f"> </span>przypadającego <span class="_ _10"> </span>na <span class="_ _f"></span>t <span class="_ _10"> </span>dat <span class="_ _f"></span>wykupu <span class="_ _10"> </span>39 <span class="_ _f"> </span>500 <span class="_ _10"> </span>obligacji <span class="_ _10"> </span>na <span class="_ _f"></span>okaziciela <span class="_ _10"> </span>serii </div><div class="t m0 x2 hd y499 ff3 fs8 fc1 sc0 ls0 ws0">DOMDET2091023 <span class="ff4">o wartości nominalnej 1 000 zł każda i łącznej wartości nominalne<span class="_ _0"></span>j 39 500 tys. zł.<span class="_ _9"></span><span class="ff3"> </span></span></div><div class="t m0 x2 hd y49a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y49b ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y49c ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y49d ff1 fsa fc0 sc0 ls11 ws0">7.21<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">ZOBOWIĄZANIE Z TYTUŁU ODSETEK OD KREDYTÓW I OBLIGACJI<span class="_ _9"></span><span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y49e ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y332 w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">ZOBOWIĄZANIE Z TYTUŁU OD<span class="_ _0"></span>SETEK OD KREDYTÓW I OBLIGACJI<span class="ff1"> </span></div></div><div class="c x77 y332 w36 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y332 w37 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 ybe w35 h10"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązanie z tytułu o<span class="_ _0"></span>dsetek od obligacji<span class="ff1"> </span></div></div><div class="c x77 ybe w36 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">191</span> </div></div><div class="c x78 ybe w37 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">550</span> </div></div><div class="c x2 ybf w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązanie z tytułu o<span class="_ _0"></span>dsetek od kredytw<span class="ff3"> </span></div></div><div class="c x77 ybf w36 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 ybf w37 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 yc0 w35 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Razem zobowiązanie z tytułu odse<span class="_ _0"></span>tek od kredytów<span class="ff1"> </span></div></div><div class="c x77 yc0 w36 h12"><div class="t m0 x8c h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">191</span> </div></div><div class="c x78 yc0 w37 h12"><div class="t m0 x8c h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">550</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y49f ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y4a0 ff3 fs2 fc1 sc0 ls0 ws0"> <span class="_ _b"> </span><span class="fs8"> </span></div></div></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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mbZF7/YdMcd439Zv+h//I+TXy2NSOrrW9/3vrO1DiuV6Np19KXTcc9ZtHvXkSlPU482AAC40K1b89At2e9nKunpr++bjfrGyMbWh6Jz1+TCoDI8XDx8uNjeXu7rO/m3c3/zN2uWLEnHDNnbPvCBsZOCzjCWra6e+9u/PX4b5FtaZr373Sc/Zv7v/m7tZZedxdXYtXvc4w2OObg/Boem5rHV2gAA4EJX2fjlGCmP94hypVg9/ZnvRPeeSe8x2PGBDzyxePGTS5Y8sXDh2iuv3Pvxj6djTuqfqa1d8qlPHZtZlKmtbb7rrrFPTyuVfX/+50+tWvXExRevXbly+2/8RrGjY+wDGm+8cdr1148/zG752Z/NTps29jF1V1wx58MfPrurceBwlAoTuIB0qRybn4o0jTTN5fPaAACAqeLxH9x3bX7L6FD1tLdMMrBnoGNXxASGvidmxdBQub+/PDBQ6u4e2rBhx+/93t4/+ZOxD2j60R+tvuiiNKISMf0Nb6hesmTsbw/85V/u+MhHBtasGdm6dWj9+v1/+ZdP33lnWig8P5ytrm770IfGP01q7fLlC/7oj8ZcWiBaf/7nM7W1p3xw+oJuEVEsRmEipyRNItoPR3dXVNJcvkobAAAwJfT29rRs/Jtk/NktlUpsWl9f3J/Ln4VZMEnEnj/7s5GdO48bux+d29P81reOvb946NDuP/qjE57e++ijvQ8/PPbO6bfemq2vH/99Z//qr9a/6lWjQ/+q+fNnvvOdZ31lphGFgYmVRCZi395CJVtdXa0NAACYEjY//oOF9b3jDfkzmdi1PXbvzldH87yz8I5JRHloaHDjxrF3Vi9YEBFJJtNw7bVj7x/asqXY05Oc9AqDTz019p787Nm505zR6PnPUV09++d/fvSDLv30p6va2l6K9VkcnPBDOw4ODVeqq2u0AQAAU0Jh15oolMf7hnv/vtixY3TMOHt5JMnZed/S4cNj/5lrakojkqqqXEvLcQ87/tCC5xf7wIET7jnduUcrY2YfzXz726sXLZp+220z7rxz9J40TStn78rESURxKCZ6QEapNLB9b77KnCIAAKaGtuK28XYa9PbEunVRLo1O0p82O6rqz877jj1gICIim42IyGSS0R+OjexHRk45BE+LxRPvPM0gu/0f/iE9euGzfEvL0k9/es4HPnAscYY2bDjwyU+ezTYYnvABCpWYW9y3a/tz2gAAgHOvXC7PSw6fdvBaLsczm48bLWaiseU8+4xDW7bs/MhHjl1irOmNb5zxEz9x7LcHPvOZtFw+m6u0MOH9BmlEde3edd/TBgAAnHulYqEue/qR8fp10dNzZBR7pBZi+uyoTPI8RTGxh6WnH0JP6i1OkGSze/7iL8Yen5Ac3WlQ6u4+9E//dMKFmdMXdyuVJ/Mq1XVzep/UBgAATIU4GDn1SDtJYt+eaG8/8SvwNBpbI5Lz7FMmEQf++q9PuLMyMvLcz/5sqavr7L5XpTyZxapvuCh/6PGH79MGAACcY9m0GJVTXc2gXI5tW085TqxtjGkzp+D1fM8wCG//3OeKxx++3Hv//R3//u9nPXPSdMLtlEmiti6fluvX/0P5rM5r0gYAAEx+IHvKYWylEuvXxvDwKafBJBHzLj0bY9Djrzs2ejahtFQ64eDjzKmuWpBGZOrqTlzqcU83VO7vf+anfmp427ZiR0exo6Owb9++v/zL5KVZpxO9ZXJRXR2VyiU1h57ZuG6K/Enk/K8AALgwlTPV+UwS5eN3Axxuj4PtkT3t2Ld5YVTXR2HgRb111Zw5Y/9Z6uhIItJCobBvX/XChad72LHhd9X8+Sf0THn00IjTSCJ677vvieXLM7lcRFSKxbRSSeLs7wBJMhN+0Xx15PJRKSdp5dDmRy5bec1U+JOw3wAA4AKVzVdVTgiDSGLXztOGwdHx4/TWSRyLfIpDcNva6lauHPuYoR070ohKRO+DD469v3b58tqLLjrh6Ukm03jddcc9fdu2YkfHmQ+DLpfLIyPlkZHR0xZNfIEnsTNg4oPrmqNXRK6kTT0bpsifhDYAALhA5fJVXaW6MWPkJA7sj+7uMzytHE1zo/JC3zTN55ffc09+5szn7ymVBtevH/254wtfOHa+0YjINjYu/+d/jurqY/dUIub95m/Wv+pVY1+z8ytfOTIr6ZyPrbMTXoja2kjT0TW/PHa1Hzo0Jf4k/K8AALgwJUmyI5k/M7Yc+XdhJLY8PZGh7bSWyOWiXJrQYbc1S5fWr1qVpGlSXV27eHHLu941/bbbxj7gwKc+VThwIIlIIvrWrh148smGa6899tvGVasu//rXO/7t34odHdn6+qY3vKHlp3967NNL3d37z971y16MNCKXjyMneR1fJaK2Lo5WUF2uvObeL7z+Xb+uDQAAOGf6Z66M3mePHHLQ3h4jhYlMK6mui5ZFcWDrhN5i4cc+tvBjHzvdb0f27Nn+kY8k6ZHRdFKptN9zz9g2iIim229vuv32071C19e/PrRr1xSZDJOrnnBG1I05zDpNL+35/vDw+2tqas7t8ptTBABw4Vp49euH0nxERCYTBw9EMtGZ9fMujeyL/pI5LZd3fPSjleHhsXce/Pu/7/rmNyf4CsPbt+/+xCemyIg2jcjXxJkvDjfaQbV1Y585u3Zw+7Obz/lH0AYAABeuJUuXram6ObJJDA7GxC8ElkZtUzTMPM1vk4meHfTg3/xN+z/90wmPLnd1bfyxH+v6xjfO+PShLVvWXXfd4KZNU2d95msmtPaiOh/V1cddU6KSdmzfqA0AADiXXv3WX91SmB27dkS5Mokz8pSiee4pviIvDw8Pbt5cGRmJ9NST7tNKpXjoUMeXvrTxJ35i64c/HKf5Vn3zu9/93K/8Ss9DD5184YK0XB7YsGH3xz++/o47CocPH/cKaZoefx2xtFQa/3OU+/vHPr5SLL6Y8xRV1U7scTNmRPb4s0GVKtHx7Dn/Y0jSNPVfAgDgQvbwN75447+8O4aLMZnrgQ32xWPfONU3zblc9Zw51YsX1yxeXDV3bn7WrExDQ7a+vtzbO7J7d9/q1X2PPFIaGZnIV9SViNoFC6bfemv91Vdnp01Lh4cHN2/ufeCB/k2bolw+5cLWLl+ea25+fiE3bx7/0geZ2tr6lSuP7OuoVAY2bqwMvMBrNyRJXHdXVJ3xkIM0YuXKmN12Qj5trCy4/Jc+qw0AADiX1j+x+srP/1+xa9+k2iCNePrh6NhziielJ/1w7EJjo+cjmtS7pJN5hZOHtskE3mLiDx7nReoa45o3RnLG6Mnm4sbXRe7EwzW6KrWNv/DlXO5cnivInCIAgAtd955n4/KV0Th9UhNokojFV576al/J0Vvm6O3Yz3Gay42dztgnJkdfapwhfnL8bSKOPTJ5EeswjZjeEkl2Aquutn7sFRuOacoO9467i+Nl4BymAAAXukrXziiW4tIV8eTaKIxMdIycRu30aJwVPRO7bFdu5syWn/zJXFNTks8PPvts59e/Xh4YyDU3z3zzm6vnz49yue+JJ4afe27GHXcc/upXR/bti4jWd70rKpXDX/ta85veVHvxxREx9Oyzh774xZa77so2Nh76/OejXE4jklxu5pveVH/FFcWOjs5vfWt4+/ZMPt/6nvdUtbZGNjuyZ0/Xt75VOHCg+Y47qhctOvT5z1f6+yOXa33HOyrDw+1f+lKuqan13e/Oz5pV7uvr/I//qJRKzW98Y+9DD/WvW5drbm59xzv6H3us9pJLso2Nxz5L7w9+0L9u3QnracbcCVzZII2YPi0qp7h2XJKJvq6O5pkztQEAAOdM7Uh7pGk0Nsaq6+KHa6JUmHBVxKz50XVoQnNRaq+44uJPf/rYP/sff3ztTTct/J3fmf9bvzV6T8eXv7zrYx+7+FOfyk6fvuvP/izf2Ljsr/+65/77s01Ny44+se/xx/d/8Yvzf+d36i65pOPLX64MDkaSLP+bv5n9vvcdWaKRkceuvLLS27vsU59KqqpG7+z+3veefMMb5v6X/9L8pjeVBwfb77mn8YYbLvnc5wbWrTv4pS8t+K3fWvDRjx57enl4+OJPfrL73nvX3n57zeLFF//VX+39n/+z7Rd+IdvQcGzhd/7BH/SvW3fcqDoX02dN7KpnTU2nbIOoxHB/17n9SzCnCADgQtdY6Y6ISNOoronLL49sfkIn6U8j0mieE5ncxB5eqUTEgc985ocXXXTgs59tuPba6XfcUXvJJWm5/Pj11z+yaNEz73//wObNI3v3Nt95Z5rJTLvxxkx9/YG/+7v6K66IiKfe/OZHFi1af+edERGVSlooHJmhc8UVs9/3vu777ltz5ZXb/+APMtXVLW97W6VUSsvlfZ/85A+WLDn4T/807cYba1pbK6VSRMx5//tLEXN+8RcjIq1UyhG1K1a0/8u//GDRokcWLTrwv/93lMsRMe3mm9ve+95KpRIRpb6+R6+6av2P/3hEdPz7v6++7LI9d98dx3+66sbI1ZxpFVQiMklMm3bqzZCm5aFzPKdIGwAAXOjq08Fjw9OYNTNec33kqyb43Jr6mLskJn5ym3J//8j27Z333hsRNfPnj57Ks/n221vvuqvxqquKhcLg5s2N11+fmzGj+S1vqQwMdH7726Nf/zfdcEPrXXdNX7XqhBesXrgwInoefnhow4bO//zPiKhZvHh0fF/q6yvs2ZNkMkkmM3pSoLRYbHzNa5b+8R/PvOuuyuDRT53JVM2f3/qWt7TcdVd+5swjxy0kySV/+7dVLS2jDxnZtm14x46IKPf1DW3eXO7uPmExGppiQmuheUac7uLHaWQK/doAAIBzJk3T6rQ45iJclaiuiatXRk39hHYHVGLBpVFVPaHdDDHmh2OSTGbW297W+p73TLvllogYWL8+U1NTt3z5jNtvH9yyZWRgYPQEozPf/ObW97xnxp13nrBQyejR0Gn6/Ctns2maphFzf+3XXrtrV8s733noC18YbG9PMpnKyMjBf/iHhb//+13f+tbg00/HsYsUL1vW+t73zv7pn65eunT0nn2f/nRSVTXv1389TlrsU1wkIWJac0R5Ap9/4cIjDXaqW7Y8cm7/GBxvAABwobfBicP1NI1p0+KGVfHo49HTc8ZDk6tqo7ktDu6c8DtGZKqrI2J0kk9aLD55662lnp4kIhvR9+STETHjlltqly07+I//GHHkQstP/eRPDj3zTBz7bjtN00pl9GprEZGprU0jktGXHRoafUr3/fcf+td/Hdywoe/occNJPr/zE5/oX7fu8H/8x5Vf/3paOHJkxaEvfOHp3/iN0RMitS1ZEhGHv/Od2qVLZ77pTRP8RI0TOYS4ti5mzTr1wQYREZGvDGoDAADOmUwmUz7dXJKrrozntsb+g5FWxnuJUrQujH07zzAjZbQ/6leunPtrvzb3534uLZV6n3hixm23Jfn8gg99qNTRMfTcc4e/+c3+jRsjovU974mIvrVrk4hSb29EzP/lXx7eurWwf//+L32pMjCQmzFj/oc+VO7r69+wodje3vL2txcOH55xyy0R0bN6deTzETGwYcP+e+4ZPe1p5egCFHt6dv+v/5U5eu7VNKI8MDD9xhsXfuADSUTXd797bP/G5p//+WtXr65ZsCA91X6DsZ+rYVrU1U9gTtHM5vF/35iaUwQAwDk1nFadepZLPh9XXB7Llkb5DK8woyUap51hbJwWixEx47bbLvnkJ2sWLdr4jnf0Pfrogc99Li2VlvzhHy67++65v/zLlYiBjRt7H3mk/rLLKoVC5733ZiIOfuELpd7eBR/84LK77174u78bEQc+97lMVdVFH//4srvvrl22bO0ddyS53NJPfGLGG96w99OfPvj5zx99y/TEqxwkSaTpsT0Po6PhA/fc03D11cvvvnvZ3XfPeMMb0qO/Hdm/f/9nPhMRabkcEaPf96cnfeufRsxfGpkzfuVejmiZFeXy6SYURZrWRPHc/iW4LjIAwIVu7ad/6er02fEe0dUVW56L3v7TfrGcRHd7rH1w3B0M2WzVvHnZhoYkkyns3188fMd/XOUAACAASURBVHj0UsdVbW35mTMjonDoULG9PSIyNTU1S5aUursL+/ePPibf3FzV1haZTOnw4ZH9+yOiev78XFNTWiyO7N5dHhzMz5hRNW9eua9veOfOiEiSpHrhwlJnZ6mvLzk6gs+3tmZqagq7d49WQb6tLclkRi+kULNkSbahIR0ZGdm9O5Kkqq1tZN++dHg4qa2tnjOn0N5e6etLstmqhQvLvb2lw4fHfqxcVbz2jZHLjx9GEfV1cf2rR4+9Pp3+pT/WcMdvaQMAAM6Zh/72o68r/fAMDyqX46kN0d552jzIxRP3RXf7Bbf2Zs6Jq14XZ9i1kkZcfWW0tsS4Y++OpW+ZdccHz+FnMacIAOBCV56xODIxzlyXSNPIZOLqlXHZ8iPnJDpZKeYsisoFtuoqEbPa4oxzrqKxIVpmRaUy/kruyzSe24/jWGQAgAtd06Irojszek2AM5g/L+a0xZNPxeHuk79kbpkbVVVRKJzxzEavIEk0zz7TUchpRNvsmMBsnWKm7tx+GvsNAAAudEtXXLlvqGFCI/ojOxCujMuWR03tCWPiXC5WvGr09KEXhErEvIVRU3umMMjlo611Ii9YztVqAwAAzqWGxsaO1/72SJo9w7SisfOL5s2J1746Ll8R9WMukVaJ1nkxe/6Erpn2CrjV1sfyqyIZ/0GZbFxzZVRVnXmtJpFpbNMGAACcYytf/dpNsXSSA8lMzJkd118TC+ZFenRnQSXmLr4gjjpII1raInvGGfotM2PG9Am9YhJ1TbO0AQAA597wsh+P3OTnA2UycemyuO6qmDUrkkyk0dQcbXMugF0HSbQtiPEyaPRBi+ZHeUKtNFTKNbfYbwAAwBSw6g1verKwNJKY6MyiY7dKJaZPi2uuiKsuj1w+U4nLXxW5/Cs5DCoRrbNjetOZHrR0UUxrnOBq3BUt9Q0N2gAAgHMvk8ksfNcnnivPfoHPL1diVnO87rpYsTTXVDdnfryCr6KVr4oVK8c9PVEa0Tw9liyMCV5MLIkDDZef+78B/w0AABg1c1ZL18qfi6rsC3x+mkYuF4vmx43XLfiRRaNfnb8i9xu0tkVN/biPKEdcvHgytZGddsnrtAEAAFPItTf9yAOtP9sf1ZOeWTR2ilG50nDlopt/ccHS5VFT94ragTB6EMH8xeNf7yyJFUti+rSJrrGIjUPzVlx9vTYAAGAKyWQyN//Eex+b+ZbIv7iBYprWXXXRsmvrbrk9ll5y5Jv0V8aRBgsWRtOMcT9768y4aNHEV1UhsrV3/l5tbe253/r+AwAAcILXvPUXvt/8zp6kdnSU/8J3ICyYG+VYdkncfHtccmnUT4s0Ob93I9TXx/LLTz9ZqhJRUxvLlkSpNNG1lMSa6tdctGzFlChDf/oAAJygpqbmlrf/8oaLfiHyL+Iqx2kac1qjviYqUVcbS5fFTbfF1ddEdU2Uzs+dBuWIhYsiP841DaqqYtXVUVM98ZVUiWTu639mimz3JE1Tf/0AAJxqbJ+uW/1QzZpPrcjuifILHTT2D8aap6JcOjr8jHIp2jviwL7oaI+RwnnzXXUaUV8fr31dVOVP8+tsNq66JFpmxoQH2L1J7ebLP7jqtju1AQAA54Gurs7n/vn3r4sNLzAPMkls2hq79sUJeyCyMTIcT62NgwcjzofZLEkmbropGqad5tSlSSZefUXMmD7xMIhccv/0t77+3R+aQp9RGwAAML5KpfKDb/zr3G3/dlEceCGHCwyNxOp1USyeNBSNNI3+gTh0IA4eip6eKJcjmZJrII1YvCiuWHmaCyFnsnH5xTGnZeJhUEyyj9Tfds3bP9zQ2KgNAAA4/zzw2f/n5sK9UaxMrhCSJDq64vGNpx34JxGZ6O+Nrc/Fvv1RLEcmplgkZOK2W6O25lS/yubiuitiWsNk9hhkvl97+y0/9wdTbftqAwAAJqpcLm9e93j3Y19+1dCj9ZmRKE94CJ8kse7pONBxhscnMTQUnZ3R3h6HO2NoMNIpEAmZbFz7qpjddtJsojSirjYuWxrN0yf0QmkaSdKZNKxvfcur3/wz9fX12gAAgPPe/n17d3/5T67PrJ/EPoTBoXjoyYmO9DMRaRw6FNt2RMfhKFfO2Z6ENGLhgrjq6pMudpZGNDXG9VdOJjKS4cg9ff0fX/2am6bmZtUGAAC8EMVi8ZkNaw+v/fbinkcXZA5n0glEwr5DsWnrJObeJBFpDA5FV090Ho7O7hjoi1LlyG9eHtU1ceNror7u+CrI5WLB7Fg8b9wTmh73QYbS/KONr196x8/NW7Bwym5TbQAAwIv18Df+deHT9yyo6oxyOt7QP5uJJzbHwcMvZGifRCQx2B9798eevdHbH2m85DsTkkzcfGNMG3tuokpELhvXXhrNTVGpTOhV8pnNpQU1P/5HSy5ePsW3ozYAAOAsGBkZeXrdY13PPDKz86mLKztrM6MXBj7pcf2DsWZjlEovfFCfRLkcQ8PR0xPdPdHdG/39MTJy5K3OYiqkEZdcHCuWHw2DNCKXjfmzY8m8qMqdeSdJJhlI8xvyV6YrfvSK62+ZUucj0gYAALxM9u3ds+Xez1/acd/sfE+kcdyFEUbPWfTE5rM0mI3IRFqKru7YfygOHor+/iMHSCcvrhPSiGmNcfMNkc1EpBGViFnTY+WyqK46w5yoJCKXFIvJIw23XfKmX5k9Z855tOG0AQAAL4nBwcHtWzYf3r4+e3BT6/D2uWl7faY4eq6eWL819hw8m1/yJxERlUoMj8TAYPT3R19/9A/F4GAMj0SpdNxehYm8bUND3Hh91OQjspmY2RQLWqN5emQyJ4ZBEhHJ6JHTfWnNzuy8zvqLqxZds+SKV89um3PebTJtAADAy2Hf3j3Prbm3YdcDl5aerU2G44G1MVx8CQ8XSCIyEZUoFqKnP7q6o7M7+vpiaDhKledT4ZS7F8oRN14Ts2dFtDXHJYuiriYq6XGvnCSRTSKJKKX7ytN31FyaLLt5xXU3z5jRfF5vI20AAMDLJ03Trq7O/bu2d21/etn3/tvsjp0xNBKFwpF5Ry9FKhzbWZBGpRLFUhSKMTwShUKMjEShEIVCjBSjWI5SKcqlKNbU1l178fwrGjNNDZW62kokpcgXM/lCpqaQqS1m68pV06KhJd84q35m28y2+bNaZ9fU1Lwyto42AADg3HjgS393877PRqkSQ8PR0x+He6K7PwaHo3j0NKXJS3+y0tHXHz3n0fSGWND64EVvu+mX//TC3CLaAACAc2NgYGDPX7/vknRXRERy9IiBUjlGijE8EkMjMTQSw4UYLkShGMVSlMtROf7cR5Mth2PPzUTkclGVj7qaqK+J5mnRUBe1VWuzl85715+2tM7WBgAA8LJa+8MHr17z20d2FJxirJpEkkQSkaZHmmFoJAaHY3A4hgoxPBLFUhRLUalEuRJpnHhe0dFyyCSRSSKXi6pc1FRHfU001kVDXdTVRD4bSRKVI9dkeDq78JLf+JckSS7YzaENAAA4Z9I0/cE3/nXllk81locmMHRNnh/xj5ZAmkZaiUp6ZHx/wrWZk4gkE5kkkiQyR3849vQYswsik+yP5u7b/99LV15zIW8ObQAAwDl2/z/+f6/v/GKUztm49HDSOPKOv5s7f8EFviEy/hYBADi3Xv3W9z9Ye2s5OTdD05Ekv/Xa/yoMtAEAAOdeQ2PjTb/0iTU110XmZZ/rn0t+OOON17/+jbaCNgAAYKpY+pMfXZO7upIkkaYvz20oyX9/+luufdtvWPmjHG8AAMAU8sO7f+01hceOuw7xSySfub/lna9/9wet82PsNwAAYAq5+J1/+FDdLYVMLl7KOuhIpj2w6Fde+5O/YoWPZb8BAABTzv3/8Gev7/zyaa978KLGv5EmyZM3/Nk1N9xqPWsDAACmukKh8Oi3v7L46b+blx4+mzsQsslj2ZVNb/zwxSsus5K1AQAA543tz23JfeWDC5KOs3L4QTmTPDTzrTf89H/N5/PWrTYAAOA809/X99i/f/by/V9tid54oTOMCpnchvxlcd17rrnRPCJtAADAeV4I6//+o68trY5iZXJTjHJJX7lm/ZUfvOHH/m+rURsAAPBKUCwWn173eOfaby3sfmxB5WAuqUQl4uShbJJEEpFEZ1q/tfqSkSW3XPa6NzY3z7QCtQEAAK9Ae3bt3Ltl/dD+Z/O9e+oK7bMLB/Np4XBuZlf1nEJtS2bWkplLLlu87NK6ujrrShsAAACT5tpnAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAAeCXJnY8L3f/RJbYcAADnkYaPb5/6C2m/AQAAoA0AAICjkjRNrQUAAMB+AwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAtAEAABARkTsfF7r/o0tsOQAAziMNH98+9RfSfgMAAEAbAAAARyVpmloLAACA/QYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAGCqyp2PC71lyxZbDgCA88jy5cun/kImaZraVAAAgDlFAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAICzLXc+LvSWLVtsOQAAziPLly+f+guZpGlqUwEAAOYUAQAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAADOttz5uNCrV6+25QAAOI+sWrVq6i9kkqapTQUAAJhTBAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAAA423Ln40KvXr3algMA4DyyatWqqb+QSZqmNhUAAGBOEQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAprrc+bjQq1evtuUAADiPrFq1auovZJKmqU0FAACYUwQAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAAONty5+NCr1692pYDAOA8smrVqqm/kEmapjYVAABgThEAAKANAAAAbQAAAGgDAABAGwAA8P+3a8e2jsNAFEVFgKGbcKIW2JsLcG/Tgn7gJpy/jX4HWoCze04FD5roQgRtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAHC32XF0VbkcAACNrLX2HzmSOBUAAOBNEQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAANxpdhxdVS4HAEAja639R44kTgUAAHhTBAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAAC42+w4+vt6uhwAAI083p/9R/pvAAAAaAMAAODXSOIrAAAA/hsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAAO42O47+vp4uBwBAI4/3Z/+R/hsAAADaAAAA+DWS+AoAAID/BgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAAA7mx1HX9flcgAANHKe5/4jRxKnAgAAvCkCAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAACAO82Oo6/rcjkAABo5z3P/kSOJUwEAAN4UAQAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAAB3MjqOv63I5AAAaOc9z/5EjiVMBAADeFAEAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAA7jY7jq4qlwMAoJG11v4jRxKnAgAAvCkCAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAACAO82Oo6vK5QAAaGSttf/IkcSpAAAAb4oAAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAAHebHUdXlcsBANDIWmv/kSOJUwEAAN4UAQAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAADuNjuOriqXAwCgkbXW/iNHEqcCAAC8KQIAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAA3G12HF1VLgcAQCNrrf1HjiROBQAAeFMEAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAAd5odR1eVywEA0Mhaa/+RI4lTAQAA3hQBAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAAO42O46uKpcDAKCRtdb+I0cSpwIAALwpAgAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAADcbXYcXVUuBwBAI2ut/UeOJE4FAAB4UwQAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAAuNvsOPr7erocAACNPN6f/Uf6bwAAABzHcYwkvgIAAOC/AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAAH/D7DX3+3q6GQAA7Tzen/1H+m8AAAAcx3GMJL4CAADgvwEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAF5mJQQAABwlJREFUALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAAB7m0l+fn58CAAA+M+NJL4CAADgTREAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAAD4V/0B4NNhAo6riFwAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">32<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h29 y173 ff1 fsa fc0 sc0 ls11 ws0">7.22<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">REZERWY I AKTYWA Z TYTUŁU ODROCZONEGO<span class="_ _9"></span> PODATKU </span></span></div><div class="t m0 x4 h29 y2ef ff1 fsa fc1 sc0 ls0 ws0">DOCHODOWEGO<span class="ff3"> </span></div><div class="t m0 x2 hd y2f0 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y4a1 ff3 fs8 fc1 sc0 ls0 ws0">Odroczony podatek dochodowy wynika z niniejszych pozycji: </div><div class="t m0 x4 h9 y4a2 ff2 fs5 fc1 sc0 ls0 ws0">Rok bieżący<span class="ff3"> </span></div></div><div class="c x2 y4a3 w67 h38"><div class="t m0 x0 h9 y4a4 ff2 fs5 fc1 sc0 ls0 ws0">REZERWY I AKTYWA  Z TYTUŁU OD<span class="_ _0"></span>ROCZONEGO PODATKU </div><div class="t m0 x0 h9 y4a5 ff1 fs5 fc1 sc0 ls0 ws0">DOCHODOWEGO </div></div><div class="c xbe y4a3 w68 h38"><div class="t m0 x54 h9 y4a4 ff2 fs5 fc1 sc0 ls0 ws0">Wartość bilans<span class="_ _0"></span>owa </div><div class="t m0 x54 h9 y4a5 ff2 fs5 fc1 sc0 ls0 ws0">na początek okresu<span class="ff1"> </span></div></div><div class="c xbf y4a3 w4c h38"><div class="t m0 x50 h9 y4a6 ff1 fs5 fc1 sc0 ls0 ws0">Zmiana w okresie </div><div class="t m0 x50 h9 y14a ff2 fs5 fc1 sc0 ls0 ws0">ujęta w Rachunku </div><div class="t m0 x1b h9 y4a4 ff2 fs5 fc1 sc0 ls0 ws0">zysków i strat / </div><div class="t m0 x63 h9 y4a5 ff1 fs5 fc1 sc0 ls0 ws0">Sprawozdaniu z </div><div class="t m0 x67 h9 y14f ff2 fs5 fc1 sc0 ls0 ws0">całkowitych </div><div class="t m0 x2d h9 y4a7 ff2 fs5 fc1 sc0 ls0 ws0">dochodów<span class="ff1"> </span></div></div><div class="c xc0 y4a3 w68 h38"><div class="t m0 x54 h9 y4a4 ff2 fs5 fc1 sc0 ls0 ws0">Wartość bilans<span class="_ _0"></span>owa </div><div class="t m0 x15 h9 y4a5 ff1 fs5 fc1 sc0 ls0 ws0">na koniec okresu </div></div><div class="c x2 y4a8 w67 h39"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Rezerwa z tytułu odroczonego po<span class="_ _0"></span>datku dochodowego<span class="ff3"> </span></div></div><div class="c xbe y4a8 w68 h39"><div class="t m0 x0 h11 y4a9 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xbf y4a8 w4c h39"><div class="t m0 x0 h11 y4a9 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xc0 y4a8 w68 h39"><div class="t m0 x0 h9 y4a9 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y4aa w67 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Rżnice kursowe<span class="ff3"> </span></div></div><div class="c xbe y4aa w68 h10"><div class="t m0 x75 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">29<span class="ls0"> </span></div></div><div class="c xbf y4aa w4c h10"><div class="t m0 xc1 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(28) </div></div><div class="c xc0 y4aa w68 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 </div></div><div class="c x2 y4ab w67 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Odsetki naliczo<span class="_ _0"></span>ne </div></div><div class="c xbe y4ab w68 h12"><div class="t m0 x27 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">587<span class="ls0"> </span></div></div><div class="c xbf y4ab w4c h12"><div class="t m0 x95 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(139) </div></div><div class="c xc0 y4ab w68 h12"><div class="t m0 x31 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">448<span class="ls0"> </span></div></div><div class="c x2 y4ac w67 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dyskontowanie zo<span class="_ _0"></span>bowiąza<span class="ff3"> </span></div></div><div class="c xbe y4ac w68 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">635</span> </div></div><div class="c xbf y4ac w4c h10"><div class="t m0 x95 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(379) </div></div><div class="c xc0 y4ac w68 h10"><div class="t m0 x22 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">256</span><span class="ff1"> </span></div></div><div class="c x2 y4ad w67 h2c"><div class="t m0 x0 h11 y2b3 ff4 fs5 fc1 sc0 ls0 ws0">Rżnica pomid<span class="_ _0"></span>zy wynikiem podatkowym a ksig<span class="_ _0"></span>owym na sprzedanych </div><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">produktach z <span class="ff4">uwzg<span class="_ _0"></span>ldnieniem rezerw na koszty<span class="ff3"> </span></span></div></div><div class="c xbe y4ad w68 h2c"><div class="t m0 x8f h11 y3b3 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbf y4ad w4c h2c"><div class="t m0 x8c h11 y3b3 ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">642</span> </div></div><div class="c xc0 y4ad w68 h2c"><div class="t m0 x22 h9 y3b3 ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">642</span><span class="ff1"> </span></div></div><div class="c x2 y4ae w67 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Koszty finansowe skapi<span class="_ _0"></span>talizowane </div></div><div class="c xbe y4ae w68 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">984<span class="ls0"> </span></div></div><div class="c xbf y4ae w4c h10"><div class="t m0 x95 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(984) </div></div><div class="c xc0 y4ae w68 h10"><div class="t m0 x74 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x2 y4af w67 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Wycena aktyww finan<span class="_ _0"></span>sowych<span class="ff3"> </span></div></div><div class="c xbe y4af w68 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">983</span> </div></div><div class="c xbf y4af w4c h12"><div class="t m0 x1d h11 y8e ff3 fs5 fc1 sc0 ls8 ws0">(2<span class="ls0"> <span class="ls7">712)</span> </span></div></div><div class="c xc0 y4af w68 h12"><div class="t m0 x22 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">271</span> </div></div><div class="c x2 y4b0 w67 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Leasing </div></div><div class="c xbe y4b0 w68 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbf y4b0 w4c h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xc0 y4b0 w68 h10"><div class="t m0 x74 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y4b1 w67 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c xbe y4b1 w68 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbf y4b1 w4c h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xc0 y4b1 w68 h10"><div class="t m0 x74 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x2 y4b2 w67 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Razem rezerwa z tytułu odroczo<span class="_ _0"></span>nego podatku dochodowego<span class="ff1"> </span></div></div><div class="c xbe y4b2 w68 h10"><div class="t m0 x8c h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">218</span> </div></div><div class="c xbf y4b2 w4c h10"><div class="t m0 x8c h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">400</span> </div></div><div class="c xc0 y4b2 w68 h10"><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">8 <span class="ls7">618</span> </div></div><div class="c x2 y4b3 w67 h31"><div class="t m0 x0 h9 y132 ff2 fs5 fc1 sc0 ls0 ws0">Aktywa z tytułu odroczonego poda<span class="_ _1b"></span>t<span class="_ _9"></span>ku dochodowego<span class="ff1"> </span></div></div><div class="c xbe y4b3 w68 h31"><div class="t m0 x0 h11 y132 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xbf y4b3 w4c h31"><div class="t m0 x0 h11 y132 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xc0 y4b3 w68 h31"><div class="t m0 x0 h11 y132 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y4b4 w67 h12"><div class="t m0 x0 h9 y8e ff4 fs5 fc1 sc0 ls0 ws0">Rżnice kursowe<span class="ff1"> </span></div></div><div class="c xbe y4b4 w68 h12"><div class="t m0 x27 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">258<span class="ls0"> </span></div></div><div class="c xbf y4b4 w4c h12"><div class="t m0 x95 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(200) </div></div><div class="c xc0 y4b4 w68 h12"><div class="t m0 xac h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">58<span class="ls0"> </span></div></div><div class="c x2 y4b5 w67 h30"><div class="t m0 x0 h11 ye7 ff4 fs5 fc1 sc0 ls0 ws0">Rżnica pomid<span class="_ _0"></span>zy wynikiem podatkowym a ksig<span class="_ _0"></span>owym na sprzedanych </div><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">produktach z uwzg<span class="_ _0"></span>ldnieniem rezerw na koszty<span class="ff3"> </span></div></div><div class="c xbe y4b5 w68 h30"><div class="t m0 x94 h11 ye8 ff3 fs5 fc1 sc0 ls7 ws0">21<span class="ls0"> </span>336<span class="ls0"> </span></div></div><div class="c xbf y4b5 w4c h30"><div class="t m0 x17 h11 ye8 ff3 fs5 fc1 sc0 ls0 ws0">(21 336) </div></div><div class="c xc0 y4b5 w68 h30"><div class="t m0 x74 h11 ye8 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y4b6 w67 h15"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Aktualizacja wyceny z<span class="_ _0"></span>apasw<span class="ff3"> </span></div></div><div class="c xbe y4b6 w68 h15"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">8 <span class="ls7">956</span> </div></div><div class="c xbf y4b6 w4c h15"><div class="t m0 x1d h11 y8b ff3 fs5 fc1 sc0 ls8 ws0">(1<span class="ls0"> <span class="ls7">116)</span> </span></div></div><div class="c xc0 y4b6 w68 h15"><div class="t m0 x22 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">840</span> </div></div><div class="c x2 y4b7 w67 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Odpisy aktuali<span class="_ _0"></span>zujące należności i pozostałe rezerwy<span class="ff3"> </span></div></div><div class="c xbe y4b7 w68 h12"><div class="t m0 x27 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">973<span class="ls0"> </span></div></div><div class="c xbf y4b7 w4c h12"><div class="t m0 x95 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(147) </div></div><div class="c xc0 y4b7 w68 h12"><div class="t m0 x31 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">826<span class="ls0"> </span></div></div><div class="c x2 y4b8 w67 h12"><div class="t m0 x0 h9 y8e ff4 fs5 fc1 sc0 ls0 ws0">Rezerwa na świadczenia p<span class="_ _0"></span>racownicze<span class="ff1"> </span></div></div><div class="c xbe y4b8 w68 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">524</span> </div></div><div class="c xbf y4b8 w4c h12"><div class="t m0 x95 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(839) </div></div><div class="c xc0 y4b8 w68 h12"><div class="t m0 x22 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">685</span> </div></div><div class="c x2 y298 w67 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Rezerwa na koszty </div></div><div class="c xbe y298 w68 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">407</span> </div></div><div class="c xbf y298 w4c h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">502<span class="ls0"> </span></div></div><div class="c xc0 y298 w68 h10"><div class="t m0 x22 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">909</span> </div></div><div class="c x2 y4b9 w67 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Koszty finansowe </div></div><div class="c xbe y4b9 w68 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbf y4b9 w4c h12"><div class="t m0 x27 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">224<span class="ls0"> </span></div></div><div class="c xc0 y4b9 w68 h12"><div class="t m0 x31 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">224<span class="ls0"> </span></div></div><div class="c x2 y4ba w67 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zdyskontowani<span class="_ _0"></span>e należności<span class="ff3"> </span></div></div><div class="c xbe y4ba w68 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">180<span class="ls0"> </span></div></div><div class="c xbf y4ba w4c h10"><div class="t m0 xc1 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(35) </div></div><div class="c xc0 y4ba w68 h10"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">145<span class="ls0"> </span></div></div><div class="c x2 y4bb w67 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Wycena <span class="ff4">aktyww finan<span class="_ _0"></span>sowych<span class="ff3"> </span></span></div></div><div class="c xbe y4bb w68 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">416<span class="ls0"> </span></div></div><div class="c xbf y4bb w4c h10"><div class="t m0 xc1 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(90) </div></div><div class="c xc0 y4bb w68 h10"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">326<span class="ls0"> </span></div></div><div class="c x2 y4bc w67 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Strata podatkowa możliwa do<span class="_ _0"></span> rozliczenia<span class="ff3"> </span></div></div><div class="c xbe y4bc w68 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbf y4bc w4c h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xc0 y4bc w68 h12"><div class="t m0 x74 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y4bd w67 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c xbe y4bd w68 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbf y4bd w4c h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">655<span class="ls0"> </span></div></div><div class="c xc0 y4bd w68 h10"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">655<span class="ls0"> </span></div></div><div class="c x2 y4be w67 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Razem aktywa z tytułu odroczone<span class="_ _0"></span>go podatku dochodowego<span class="ff1"> </span></div></div><div class="c xbe y4be w68 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">43<span class="ls0"> </span>050<span class="ls0"> </span></div></div><div class="c xbf y4be w4c h10"><div class="t m0 x17 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(22 <span class="ls7">382)</span> </div></div><div class="c xc0 y4be w68 h10"><div class="t m0 x4c h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">20<span class="ls0"> </span>668<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h5 y4bf ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y4c0 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y4c1 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h11 y354 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="_ _11"> </span> </div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">33<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h9 y4c2 ff1 fs5 fc1 sc0 ls0 ws0">Rok poprzedni </div></div><div class="c x2 y4c3 w67 h3a"><div class="t m0 x0 h9 y4c4 ff2 fs5 fc1 sc0 ls0 ws0">REZERWY I AKTYWA  Z TYTUŁU OD<span class="_ _0"></span>ROCZONEGO PODATKU </div><div class="t m0 x0 h9 y4c5 ff1 fs5 fc1 sc0 ls0 ws0">DOCHODOWEGO </div></div><div class="c xbe y4c3 w68 h3a"><div class="t m0 x54 h9 y4c4 ff2 fs5 fc1 sc0 ls0 ws0">Wartość bilans<span class="_ _0"></span>owa </div><div class="t m0 x54 h9 y4c5 ff2 fs5 fc1 sc0 ls0 ws0">na początek okresu<span class="ff1"> </span></div></div><div class="c xbf y4c3 w4c h3a"><div class="t m0 x50 h9 y4a6 ff1 fs5 fc1 sc0 ls0 ws0">Zmiana w okresie </div><div class="t m0 x50 h9 y4c6 ff2 fs5 fc1 sc0 ls0 ws0">ujęta w Rachunku </div><div class="t m0 x1b h9 y4c4 ff2 fs5 fc1 sc0 ls0 ws0">zysków i strat / </div><div class="t m0 x63 h9 y4c5 ff1 fs5 fc1 sc0 ls0 ws0">Sprawozdaniu z </div><div class="t m0 x67 h9 y4c7 ff2 fs5 fc1 sc0 ls0 ws0">całkowitych </div><div class="t m0 x2d h9 y4c8 ff2 fs5 fc1 sc0 ls0 ws0">dochodów<span class="ff1"> </span></div></div><div class="c xc0 y4c3 w68 h3a"><div class="t m0 x54 h9 y4c4 ff2 fs5 fc1 sc0 ls0 ws0">Wartość bilans<span class="_ _0"></span>owa </div><div class="t m0 x15 h9 y4c5 ff1 fs5 fc1 sc0 ls0 ws0">na koniec okresu </div></div><div class="c x2 y4c9 w67 h2d"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Rezerwa z tytułu odroczonego po<span class="_ _0"></span>datku dochodowego<span class="ff3"> </span></div></div><div class="c xbe y4c9 w68 h2d"><div class="t m0 x0 h11 y132 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xbf y4c9 w4c h2d"><div class="t m0 x0 h11 y132 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xc0 y4c9 w68 h2d"><div class="t m0 x0 h9 y132 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y4ca w67 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Rżnice kursowe<span class="ff3"> </span></div></div><div class="c xbe y4ca w68 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbf y4ca w4c h12"><div class="t m0 x75 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">29<span class="ls0"> </span></div></div><div class="c xc0 y4ca w68 h12"><div class="t m0 x75 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">29<span class="ls0"> </span></div></div><div class="c x2 y4cb w67 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Odsetki naliczo<span class="_ _0"></span>ne </div></div><div class="c xbe y4cb w68 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">372<span class="ls0"> </span></div></div><div class="c xbf y4cb w4c h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">215<span class="ls0"> </span></div></div><div class="c xc0 y4cb w68 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">587<span class="ls0"> </span></div></div><div class="c x2 y3b1 w67 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dyskontowanie zo<span class="_ _0"></span>bowiąza<span class="ff3"> </span></div></div><div class="c xbe y3b1 w68 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">354</span> </div></div><div class="c xbf y3b1 w4c h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">281<span class="ls0"> </span></div></div><div class="c xc0 y3b1 w68 h10"><div class="t m0 x8c h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">635</span><span class="ff1"> </span></div></div><div class="c x2 y4cc w67 h30"><div class="t m0 x0 h11 ye7 ff4 fs5 fc1 sc0 ls0 ws0">Rżnica pomid<span class="_ _0"></span>zy wynikiem podatkowym a ksig<span class="_ _0"></span>owym na sprzedanych </div><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">produktach z uwzg<span class="_ _0"></span>ldnieniem rezerw na koszty<span class="ff3"> </span></div></div><div class="c xbe y4cc w68 h30"><div class="t m0 x8f h11 y3b3 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbf y4cc w4c h30"><div class="t m0 x8f h11 y3b3 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xc0 y4cc w68 h30"><div class="t m0 x8f h9 y3b3 ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x2 y4cd w67 h13"><div class="t m0 x0 h11 y99 ff3 fs5 fc1 sc0 ls0 ws0">Koszty finansowe skapi<span class="_ _0"></span>talizowane </div></div><div class="c xbe y4cd w68 h13"><div class="t m0 x8c h11 y99 ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">988</span> </div></div><div class="c xbf y4cd w4c h13"><div class="t m0 x1d h11 y99 ff3 fs5 fc1 sc0 ls8 ws0">(1<span class="ls0"> <span class="ls7">004)</span> </span></div></div><div class="c xc0 y4cd w68 h13"><div class="t m0 x27 h9 y99 ff3 fs5 fc1 sc0 ls7 ws0">984<span class="ff1 ls0"> </span></div></div><div class="c x2 y4ce w67 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Wycena <span class="ff4">aktyww finan<span class="_ _0"></span>sowych<span class="ff3"> </span></span></div></div><div class="c xbe y4ce w68 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">745</span> </div></div><div class="c xbf y4ce w4c h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">238</span> </div></div><div class="c xc0 y4ce w68 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">983</span> </div></div><div class="c x2 y13a w67 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Leasing </div></div><div class="c xbe y13a w68 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbf y13a w4c h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xc0 y13a w68 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y4cf w67 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c xbe y4cf w68 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbf y4cf w4c h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xc0 y4cf w68 h12"><div class="t m0 x8f h9 y8e ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x2 y3fd w67 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Razem rezerwa z tytułu odroczo<span class="_ _0"></span>nego podatku dochodowego<span class="ff1"> </span></div></div><div class="c xbe y3fd w68 h12"><div class="t m0 x8c h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">459</span> </div></div><div class="c xbf y3fd w4c h12"><div class="t m0 x8c h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">759</span> </div></div><div class="c xc0 y3fd w68 h12"><div class="t m0 x8c h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">218</span> </div></div><div class="c x2 y4d0 w67 h31"><div class="t m0 x0 h9 y132 ff2 fs5 fc1 sc0 ls0 ws0">Aktywa z tytułu odroczonego poda<span class="_ _1b"></span>t<span class="_ _9"></span>ku dochodowego<span class="ff1"> </span></div></div><div class="c xbe y4d0 w68 h31"><div class="t m0 x0 h11 y132 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xbf y4d0 w4c h31"><div class="t m0 x0 h11 y132 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xc0 y4d0 w68 h31"><div class="t m0 x0 h11 y132 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y4d1 w67 h10"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Rżnice kursowe<span class="ff1"> </span></div></div><div class="c xbe y4d1 w68 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbf y4d1 w4c h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">258<span class="ls0"> </span></div></div><div class="c xc0 y4d1 w68 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">258<span class="ls0"> </span></div></div><div class="c x2 y4d2 w67 h30"><div class="t m0 x0 h11 ye7 ff4 fs5 fc1 sc0 ls0 ws0">Rżnica pomid<span class="_ _0"></span>zy wynikiem podatkowym a ksigo<span class="_ _0"></span>wym na sprzedanych </div><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">produktach z uwzg<span class="_ _0"></span>ldnieniem rezerw na koszty<span class="ff3"> </span></div></div><div class="c xbe y4d2 w68 h30"><div class="t m0 x27 h11 y3b3 ff3 fs5 fc1 sc0 ls7 ws0">692<span class="ls0"> </span></div></div><div class="c xbf y4d2 w4c h30"><div class="t m0 x94 h11 y3b3 ff3 fs5 fc1 sc0 ls7 ws0">20<span class="ls0"> </span>644<span class="ls0"> </span></div></div><div class="c xc0 y4d2 w68 h30"><div class="t m0 x94 h11 y3b3 ff3 fs5 fc1 sc0 ls7 ws0">21<span class="ls0"> </span>336<span class="ls0"> </span></div></div><div class="c x2 y6b w67 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Aktualizacja wyceny z<span class="_ _0"></span>apasw<span class="ff3"> </span></div></div><div class="c xbe y6b w68 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">603</span> </div></div><div class="c xbf y6b w4c h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">353</span> </div></div><div class="c xc0 y6b w68 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">8 <span class="ls7">956</span> </div></div><div class="c x2 y4d3 w67 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Odpisy aktuali<span class="_ _0"></span>zujące należności i pozostałe rezerwy<span class="ff3"> </span></div></div><div class="c xbe y4d3 w68 h12"><div class="t m0 x27 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">727<span class="ls0"> </span></div></div><div class="c xbf y4d3 w4c h12"><div class="t m0 x27 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">246<span class="ls0"> </span></div></div><div class="c xc0 y4d3 w68 h12"><div class="t m0 x27 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">973<span class="ls0"> </span></div></div><div class="c x2 y4d4 w67 h10"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Rezerwa na świadczenia <span class="ff3">pracown<span class="_ _0"></span>icze<span class="ff1"> </span></span></div></div><div class="c xbe y4d4 w68 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">646</span> </div></div><div class="c xbf y4d4 w4c h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">878</span> </div></div><div class="c xc0 y4d4 w68 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">524</span> </div></div><div class="c x2 y4d5 w67 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Rezerwa na koszty </div></div><div class="c xbe y4d5 w68 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">740</span> </div></div><div class="c xbf y4d5 w4c h12"><div class="t m0 x95 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(333) </div></div><div class="c xc0 y4d5 w68 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">407</span> </div></div><div class="c x2 y4d6 w67 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Koszty finansowe </div></div><div class="c xbe y4d6 w68 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbf y4d6 w4c h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xc0 y4d6 w68 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y4d7 w67 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zdyskontowani<span class="_ _0"></span>e należności<span class="ff3"> </span></div></div><div class="c xbe y4d7 w68 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbf y4d7 w4c h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">180<span class="ls0"> </span></div></div><div class="c xc0 y4d7 w68 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">180<span class="ls0"> </span></div></div><div class="c x2 y4d8 w67 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Wycena aktyww finan<span class="_ _0"></span>sowych<span class="ff3"> </span></div></div><div class="c xbe y4d8 w68 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbf y4d8 w4c h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xc0 y4d8 w68 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y4d9 w67 h15"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Strata podatkowa możliwa do<span class="_ _0"></span> rozliczenia<span class="ff3"> </span></div></div><div class="c xbe y4d9 w68 h15"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">416<span class="ls0"> </span></div></div><div class="c xbf y4d9 w4c h15"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xc0 y4d9 w68 h15"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">416<span class="ls0"> </span></div></div><div class="c x2 y4da w67 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c xbe y4da w68 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbf y4da w4c h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xc0 y4da w68 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y4db w67 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem aktywa z <span class="ff2">tytułu odroczone<span class="_ _0"></span>go podatku dochodowego<span class="ff1"> </span></span></div></div><div class="c xbe y4db w68 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">16<span class="ls0"> </span>824<span class="ls0"> </span></div></div><div class="c xbf y4db w4c h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">26<span class="ls0"> </span>226<span class="ls0"> </span></div></div><div class="c xc0 y4db w68 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">43<span class="ls0"> </span>050<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h5 y4dc ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y4dd ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y4de w35 h12"><div class="t m0 xc2 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x77 y4de w36 h12"><div class="t m0 x2d h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023 </span></div></div><div class="c x78 y4de w47 h12"><div class="t m0 x2d h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022 </span></div></div><div class="c x2 y76 w35 h30"><div class="t m0 x0 h9 ye7 ff2 fs5 fc1 sc0 ls0 ws0">Zmiana rezerwy na podatek odr<span class="_ _0"></span>oczony wynikająca z nabycia spó<span class="_ _0"></span>łek zależnych </div><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">ustalona na dzi<span class="_ _0"></span>eń nabycia<span class="ff1"> </span></div></div><div class="c x77 y76 w36 h30"><div class="t m0 x8e h9 ye8 ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y76 w47 h30"><div class="t m0 x8e h9 ye8 ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y4df w35 h30"><div class="t m0 x0 h9 ye7 ff2 fs5 fc1 sc0 ls0 ws0">Obciążenie z tytułu odroczonego p<span class="_ _1b"></span>odatku <span class="_ _9"></span>dochodowego dotyczące r<span class="_ _0"></span>achunku zysków i </div><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">strat </div></div><div class="c x77 y4df w36 h30"><div class="t m0 xac h9 ye8 ff1 fs5 fc1 sc0 ls7 ws0">26<span class="ls0"> </span>353<span class="ls0"> </span></div></div><div class="c x78 y4df w47 h30"><div class="t m0 x30 h9 ye8 ff1 fs5 fc1 sc0 ls0 ws0">(26 <span class="ls7">531)</span> </div></div><div class="c x2 y4e0 w35 h30"><div class="t m0 x0 h9 ye7 ff2 fs5 fc1 sc0 ls0 ws0">Obciążenie z tytułu odroczonego p<span class="_ _1b"></span>odatku dochodowego dotyczące innych całko<span class="_ _0"></span>witych </div><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">dochodów netto<span class="ff1"> </span></div></div><div class="c x77 y4e0 w36 h30"><div class="t m0 x4b h9 y3b3 ff1 fs5 fc1 sc0 ls2d ws0">(2<span class="ls0"> <span class="ls7">571)</span> </span></div></div><div class="c x78 y4e0 w47 h30"><div class="t m0 x90 h9 y3b3 ff1 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">064</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 hd y477 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hd y4e1 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y4e2 w35 h12"><div class="t m0 xc2 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x77 y4e2 w36 h12"><div class="t m0 x88 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y4e2 w47 h12"><div class="t m0 x88 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y4e3 w35 h13"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Wykazane w bilansi<span class="_ _0"></span>e aktywo z tytułu <span class="ff1">odroczonego podatku dochod<span class="_ _0"></span>owego </span></div></div><div class="c x77 y4e3 w36 h13"><div class="t m0 xac h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">12<span class="ls0"> </span>050<span class="ls0"> </span></div></div><div class="c x78 y4e3 w47 h13"><div class="t m0 x4b h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">35<span class="ls0"> </span>832<span class="ls0"> </span></div></div><div class="c x2 y4e4 w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Wykazana w bilans<span class="_ _0"></span>ie rezerwa netto z tytułu odroczonego podatku d<span class="_ _1b"></span>ochodoweg<span class="_ _9"></span>o<span class="ff1"> </span></div></div><div class="c x77 y4e4 w36 h10"><div class="t m0 x8e h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y4e4 w47 h10"><div class="t m0 x8e h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 hd y4e5 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hd y4e6 ff3 fs8 fc1 sc0 ls0 ws0"> <span class="_ _11"> </span> </div></div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">34<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 hd y1a4 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y4e7 ff1 fsa fc0 sc0 ls11 ws0">7.23<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">REZERWY DŁUGOTERMINOWE<span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y4e8 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y4e9 w35 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">REZERWY DŁUGOTERMINOWE<span class="ff1"> </span></div></div><div class="c x77 y4e9 w36 h12"><div class="t m0 x88 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y4e9 w37 h12"><div class="t m0 x79 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y4ea w35 h12"><div class="t m0 x0 h9 y8e ff3 fs5 fc1 sc0 ls0 ws0">Rezerwa na koszty napraw <span class="ff4">–</span> <span class="ff4">czść <span class="_ _0"></span>długoterminowa<span class="ff1"> </span></span></div></div><div class="c x77 y4ea w36 h12"><div class="t m0 xac h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">11<span class="ls0"> </span>592<span class="ls0"> </span></div></div><div class="c x78 y4ea w37 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">10<span class="ls0"> </span>414<span class="ls0"> </span></div></div><div class="c x2 y4eb w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Rezerwa na świadczenia e<span class="_ _0"></span>merytalne<span class="ff3"> </span></div></div><div class="c x77 y4eb w36 h10"><div class="t m0 xb h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">318<span class="ls0"> </span></div></div><div class="c x78 y4eb w37 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">235<span class="ls0"> </span></div></div><div class="c x2 y4ec w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Rezerwy na sprawy spo<span class="_ _0"></span>rne i pozostałe<span class="ff3"> </span></div></div><div class="c x77 y4ec w36 h12"><div class="t m0 x8e h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y4ec w37 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y4ed w35 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x77 y4ed w36 h12"><div class="t m0 xac h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">11<span class="ls0"> </span>910<span class="ls0"> </span></div></div><div class="c x78 y4ed w37 h12"><div class="t m0 x94 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">10<span class="ls0"> </span>649<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y4ee ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y4ef ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y4f0 w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">REZERWY DŁUGOTERMINOWE –<span class="ff1"> Z<span class="_ _0"></span>MIANY </span></div></div><div class="c x77 y4f0 w36 h10"><div class="t m0 x88 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y4f0 w47 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y4f1 w35 h15"><div class="t m0 x0 h9 y113 ff2 fs5 fc1 sc0 ls0 ws0">Stan na początek okresu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x77 y4f1 w36 h15"><div class="t m0 xac h9 y113 ff1 fs5 fc1 sc0 ls7 ws0">10<span class="ls0"> </span>649<span class="ls0"> </span></div></div><div class="c x78 y4f1 w47 h15"><div class="t m0 x94 h9 y113 ff1 fs5 fc1 sc0 ls7 ws0">12<span class="ls0"> </span>645<span class="ls0"> </span></div></div><div class="c x2 y4f2 w35 h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Utworzenie rezerw w <span class="ff4">ciągu rok<span class="_ _0"></span>u obrotowego<span class="ff3"> </span></span></div></div><div class="c x77 y4f2 w36 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">26</span>1 </div></div><div class="c x78 y4f2 w47 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y4f3 w35 h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Wykorzystanie/<span class="_ _0"></span>rozwiązanie rezerw w ciągu roku o<span class="_ _0"></span>brotowego<span class="ff3"> </span></div></div><div class="c x77 y4f3 w36 h12"><div class="t m0 x8e h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y4f3 w47 h12"><div class="t m0 x1d h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(1 <span class="ls7">996</span>) </div></div><div class="c x2 y4f4 w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Stan na koniec okresu </div></div><div class="c x77 y4f4 w36 h10"><div class="t m0 xac h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">11<span class="ls0"> </span>910<span class="ls0"> </span></div></div><div class="c x78 y4f4 w47 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">10<span class="ls0"> </span>649<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y4f5 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y4f6 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y4f7 ff1 fsa fc0 sc0 ls11 ws0">7.24<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">POZOSTAŁE ZOBOWIĄZANIA DŁUGOTERMINOWE<span class="ff3"> </span></span></span></div><div class="t m0 x2 hd yd6 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y4f8 w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">POZOSTAŁE ZOBOWIĄZANIA DŁUG<span class="_ _1b"></span>OTERMINOWE<span class="ff1"> </span></div></div><div class="c x77 y4f8 w36 h10"><div class="t m0 x88 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y4f8 w37 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y4f9 w35 h10"><div class="t m0 x0 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">Kaucje gwarancyjne - <span class="ff4">czść d<span class="_ _0"></span>ługoterminowa<span class="ff1"> </span></span></div></div><div class="c x77 y4f9 w36 h10"><div class="t m0 xac h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">23<span class="ls0"> </span>827<span class="ls0"> </span></div></div><div class="c x78 y4f9 w37 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">29<span class="ls0"> </span>447<span class="ls0"> </span></div></div><div class="c x2 y4fa w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c x77 y4fa w36 h12"><div class="t m0 xac h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">34<span class="ls0"> </span>960<span class="ls0"> </span></div></div><div class="c x78 y4fa w37 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">28<span class="ls0"> </span>031<span class="ls0"> </span></div></div><div class="c x2 y4fb w35 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Stan na koniec okresu </div></div><div class="c x77 y4fb w36 h12"><div class="t m0 xac h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">58<span class="ls0"> </span>787<span class="ls0"> </span></div></div><div class="c x78 y4fb w37 h12"><div class="t m0 x94 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">57<span class="ls0"> </span>478<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y57 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y4fc ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y71 ff1 fsa fc0 sc0 ls11 ws0">7.25<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">ZOBOWIĄZANIA<span class="ff1"> </span>Z TYTUŁU LEASINGU<span class="ff1"> </span></span></span></div><div class="t m0 x2 hd y298 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y1be ff3 fs8 fc1 sc0 ls0 ws0">Zgodnie z  <span class="ff4">MSSF 16, w bilansie Spłki rozpoznane zostały zobowiązania z tytułu le<span class="_ _0"></span>asingu: <span class="_ _9"></span><span class="ff3"> </span></span></div><div class="t m0 x2 hd y4fd ff3 fs8 fc1 sc0 ls0 ws0">- <span class="ff4">prawa do użytkowania powierzchni biurowych,</span> </div><div class="t m0 x2 hd y4fe ff3 fs8 fc1 sc0 ls0 ws0">- <span class="ff4">prawa wieczystego użytkowania gruntw.</span> </div></div><div class="c x2 y4ff w35 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">ZOBOWIĄZANIA Z TYTUŁU LEAS<span class="_ _0"></span>INGU<span class="ff1"> </span></div></div><div class="c x77 y4ff w36 h12"><div class="t m0 x88 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y4ff w47 h12"><div class="t m0 x79 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y500 w35 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Zobowiązania z tytułu leasi<span class="_ _0"></span>ngu <span class="ff1">- </span>część krótkoterminowa, w tym:<span class="ff1"> </span></div></div><div class="c x77 y500 w36 h12"><div class="t m0 xac h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">48<span class="ls0"> </span>049<span class="ls0"> </span></div></div><div class="c x78 y500 w47 h12"><div class="t m0 x94 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>172<span class="ls0"> </span></div></div><div class="c x2 y501 w35 h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tyt. prawa do wieczystego użytkowani<span class="_ _0"></span>a gruntw<span class="ff3"> </span></div></div><div class="c x77 y501 w36 h12"><div class="t m0 xac h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">42<span class="ls0"> </span>856<span class="ls0"> </span></div></div><div class="c x78 y501 w47 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">45<span class="ls0"> </span>204<span class="ls0"> </span></div></div><div class="c x2 y2e5 w35 h30"><div class="t m0 x4a h11 ye7 ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tyt. prawa do użytkowania wynajmowanych p<span class="_ _0"></span>owierzchni biu<span class="_ _0"></span>rowych i </div><div class="t m0 x4a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">innych </div></div><div class="c x77 y2e5 w36 h30"><div class="t m0 x90 h11 ye8 ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">193</span> </div></div><div class="c x78 y2e5 w47 h30"><div class="t m0 x8c h11 ye8 ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">968</span> </div></div><div class="c x2 y502 w35 h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c x77 y502 w36 h10"><div class="t m0 x8e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y502 w47 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y503 w35 h17"><div class="t m0 x0 h9 y113 ff2 fs5 fc1 sc0 ls0 ws0">Zobowiązania z tytułu leasi<span class="_ _0"></span>ngu <span class="ff1">- </span>część długoterminowa, w tym:<span class="ff1"> </span></div></div><div class="c x77 y503 w36 h17"><div class="t m0 xac h9 y113 ff1 fs5 fc1 sc0 ls7 ws0">10<span class="ls0"> </span>175<span class="ls0"> </span></div></div><div class="c x78 y503 w47 h17"><div class="t m0 x94 h9 y113 ff1 fs5 fc1 sc0 ls7 ws0">14<span class="ls0"> </span>126<span class="ls0"> </span></div></div><div class="c x2 y504 w35 h30"><div class="t m0 x4a h11 ye7 ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tyt. prawa do użytkowania wynajmowanych p<span class="_ _0"></span>owierzchni biu<span class="_ _0"></span>rowych i </div><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">innych </div></div><div class="c x77 y504 w36 h30"><div class="t m0 xac h11 y3b3 ff3 fs5 fc1 sc0 ls7 ws0">10<span class="ls0"> </span>175<span class="ls0"> </span></div></div><div class="c x78 y504 w47 h30"><div class="t m0 x94 h11 y3b3 ff3 fs5 fc1 sc0 ls7 ws0">14<span class="ls0"> </span>126<span class="ls0"> </span></div></div><div class="c x2 y505 w35 h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c x77 y505 w36 h12"><div class="t m0 x8e h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y505 w47 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y1fd w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x77 y1fd w36 h10"><div class="t m0 xac h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">58<span class="ls0"> </span>224<span class="ls0"> </span></div></div><div class="c x78 y1fd w47 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">64<span class="ls0"> </span>298<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y1cb ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y506 ff4 fs8 fc1 sc0 ls0 ws0">Według <span class="_ _f"> </span>szacunkw <span class="_ _10"> </span>Zarządu, <span class="_ _10"> </span>opartych <span class="_ _10"> </span>na <span class="_ _10"> </span>planach <span class="_ _f"> </span>dotycz<span class="_ _9"></span>ących <span class="_ _10"> </span>prowadzenia <span class="_ _f"> </span>projektw <span class="_ _10"> </span>deweloperskich <span class="_ _10"> </span>na <span class="_ _10"> </span>poszczeglnych </div><div class="t m0 x2 hd y507 ff4 fs8 fc1 sc0 ls0 ws0">nieruchomościach, dla <span class="_ _0"></span>ktrych na dzie <span class="ff3">31 grudnia 2023 </span>r. <span class="_ _0"></span>Spłka posiadała prawo wieczyste<span class="_ _0"></span>go użytkowania, w kwocie <span class="ff3">42 <span class="ls6">856</span> </span></div><div class="t m0 x2 hd y508 ff4 fs8 fc1 sc0 ls0 ws0">tys. zł zobowiąza z tyt. leasingu gruntw wykazanych jako krtkotermin<span class="_ _0"></span>owe<span class="_ _9"></span><span class="ff3">, z czego: </span></div><div class="t m0 x2 hd y3a8 ff3 fs8 fc1 sc0 ls0 ws0">- kwota <span class="ls6">4 029</span> <span class="ff4">tys. zł podlega zapłacie przez Spłk w ciągu 12 mie<span class="_ _0"></span>sicy od dnia bilansowego,<span class="_ _9"></span><span class="ff3"> </span></span></div><div class="t m0 x2 hd y509 ff3 fs8 fc1 sc0 ls0 ws0">- kwota <span class="ls6">6 240</span> <span class="ff4">tys. zł podlegać bdzie zapłacie przez Spłk w okresie<span class="_ _0"></span> powyżej 12 miesicy od dnia bilansowego,<span class="_ _9"></span><span class="ff3"> </span></span></div><div class="t m0 x2 hd y50a ff3 fs8 fc1 sc0 ls0 ws0">- kwota 32 <span class="ls6">587</span> <span class="ff4">tys. zł przeniesiona zostanie na nabywcw lokali.</span> <span class="_ _11"> </span> </div></div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">35<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h29 y173 ff1 fsa fc0 sc0 ls11 ws0">7.26<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">ZOBOWIĄZANIA<span class="ff1"> </span>Z TYTUŁU DOSTAW, USŁUG I PODATKÓW ORAZ </span></span></div><div class="t m0 x4 h29 y2ef ff2 fsa fc1 sc0 ls0 ws0">POZOSTAŁE ZOBOWIĄZANIA<span class="ff1"> </span></div><div class="t m0 x2 hd y2f0 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y2f1 w35 h30"><div class="t m0 x0 h9 ye7 ff2 fs5 fc1 sc0 ls0 ws0">ZOBOWIĄZANIA Z TYTUŁU DOSTA<span class="_ _0"></span>W, USŁUG I PODATKÓW ORAZ PO<span class="_ _0"></span>ZOSTAŁE </div><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">ZOBOWIĄZANIA<span class="ff1"> </span></div></div><div class="c x77 y2f1 w36 h30"><div class="t m0 x79 h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y2f1 w47 h30"><div class="t m0 x79 h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y50b w35 h30"><div class="t m0 x0 h11 ye7 ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu dostaw i usług, w tym zatrzymane kau<span class="_ _0"></span>cje gwarancyjne (czść </div><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">krtkoterminowa)<span class="ff3"> </span></div></div><div class="c x77 y50b w36 h30"><div class="t m0 x2e h11 ye8 ff3 fs5 fc1 sc0 ls7 ws0">116<span class="ls0"> </span>525<span class="ls0"> </span></div></div><div class="c x78 y50b w47 h30"><div class="t m0 x2e h11 ye8 ff3 fs5 fc1 sc0 ls7 ws0">144<span class="ls0"> </span>337<span class="ls0"> </span></div></div><div class="c x2 y50c w35 h10"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu podatkw<span class="ff1"> </span></div></div><div class="c x77 y50c w36 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">692</span> </div></div><div class="c x78 y50c w47 h10"><div class="t m0 x8c h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">479</span><span class="ff1"> </span></div></div><div class="c x2 y50d w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Rozliczenia mi<span class="_ _0"></span>dzyokresowe kosztw<span class="ff3"> </span></div></div><div class="c x77 y50d w36 h12"><div class="t m0 x2e h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">147<span class="ls0"> </span>630<span class="ls0"> </span></div></div><div class="c x78 y50d w47 h12"><div class="t m0 x2e h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">127<span class="ls0"> </span>641<span class="ls0"> </span></div></div><div class="c x2 y50e w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zakładowy Fundusz Świadcze<span class="_ _0"></span> <span class="ff3">Socjalnych </span></div></div><div class="c x77 y50e w36 h10"><div class="t m0 x5 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">300<span class="ls0"> </span></div></div><div class="c x78 y50e w47 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">291<span class="ls0"> </span></div></div><div class="c x2 y50f w35 h12"><div class="t m0 x0 h9 y8e ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe zobowiązan<span class="_ _0"></span>ia<span class="ff1"> </span></div></div><div class="c x77 y50f w36 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">354</span> </div></div><div class="c x78 y50f w47 h12"><div class="t m0 x8f h9 y8e ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x2 y510 w35 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Razem zobowiązania<span class="ff1"> </span></div></div><div class="c x77 y510 w36 h12"><div class="t m0 x2e h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">270<span class="ls0"> </span>501<span class="ls0"> </span></div></div><div class="c x78 y510 w47 h12"><div class="t m0 x2e h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">273<span class="ls0"> </span>748<span class="ls0"> </span></div></div><div class="c x2 y267 w35 h3b"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Struktura rozliczeń międzyokreso<span class="_ _1b"></span>wy<span class="_ _9"></span>ch kosztów:<span class="ff1"> </span></div></div><div class="c x77 y267 w36 h3b"><div class="t m0 x2e h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">147<span class="ls0"> </span>630<span class="ls0"> </span></div></div><div class="c x78 y267 w47 h3b"><div class="t m0 x2e h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">127<span class="ls0"> </span>641<span class="ls0"> </span></div></div><div class="c x2 y4aa w35 h12"><div class="t m0 x4a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- koszty budowanych<span class="_ _0"></span> osiedli </div></div><div class="c x77 y4aa w36 h12"><div class="t m0 x2e h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">120<span class="ls0"> </span>719<span class="ls0"> </span></div></div><div class="c x78 y4aa w47 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">94<span class="ls0"> </span>048<span class="ls0"> </span></div></div><div class="c x2 y4ab w35 h12"><div class="t m0 x4a h9 y8e ff3 fs5 fc1 sc0 ls0 ws0">- koszty pracownicze<span class="ff1"> </span></div></div><div class="c x77 y4ab w36 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">17<span class="ls0"> </span>347<span class="ls0"> </span></div></div><div class="c x78 y4ab w47 h12"><div class="t m0 x94 h9 y8e ff3 fs5 fc1 sc0 ls7 ws0">24<span class="ls0"> </span>578<span class="ff1 ls0"> </span></div></div><div class="c x2 y4ac w35 h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- koszty czynszu za <span class="ff4">powie<span class="_ _0"></span>rzchni biurową<span class="ff3"> </span></span></div></div><div class="c x77 y4ac w36 h10"><div class="t m0 x5 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">974<span class="ls0"> </span></div></div><div class="c x78 y4ac w47 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">308</span> </div></div><div class="c x2 y50 w35 h12"><div class="t m0 x4a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- <span class="ff4">pozostałe</span> </div></div><div class="c x77 y50 w36 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">8 <span class="ls7">590</span> </div></div><div class="c x78 y50 w47 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">707</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y4f6 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y511 ff4 fs8 fc1 sc0 ls0 ws0">Zobowiązania <span class="_ _9"></span>z tytułu <span class="_ _9"></span>dostaw <span class="_ _9"></span>i <span class="_ _9"></span>usług są zo<span class="_ _9"></span>bowiązaniami nieodsetkowymi. <span class="_ _9"></span>Poza ujtymi <span class="_ _9"></span>w <span class="_ _9"></span>tej <span class="_ _9"></span>pozycji kaucjami <span class="_ _9"></span>gwarancyjnymi </div><div class="t m0 x2 hd y512 ff4 fs8 fc1 sc0 ls0 ws0">(opisanymi niżej) zobowiązania z tytułu dostaw i u<span class="_ _0"></span>sług mają okres <span class="_ _9"></span>zapadalności od 14 do <span class="ff3">30 dni. </span></div><div class="t m0 x2 hd y513 ff4 fs8 fc1 sc0 ls0 ws0">Poniżej <span class="_ _10"> </span>przedstawiono <span class="_ _10"> </span>wartość <span class="_ _10"> </span>bilansową <span class="_ _13"> </span>zobowiąza <span class="_ _10"> </span>z <span class="_ _13"> </span>tytułu <span class="_ _10"> </span>kaucji <span class="_ _10"> </span>gwarancyjnych <span class="_ _10"> </span>zatrzymanych <span class="_ _10"> </span>w<span class="_ _9"></span> <span class="_ _10"> </span>związku <span class="_ _10"> </span>z <span class="_ _13"> </span>realizacją </div><div class="t m0 x2 hd y514 ff4 fs8 fc1 sc0 ls0 ws0">projektw <span class="_ _1b"></span>deweloperskich. <span class="_ _1b"></span>Czść krtkotermi<span class="_ _0"></span>nowa i <span class="_ _4"></span>długoterminowa tych <span class="_ _4"></span>zobowiąza wyka<span class="_ _0"></span>zane <span class="_ _1b"></span>są <span class="_ _0"></span>w <span class="_ _0"></span>odpowiednich <span class="_ _1b"></span>pozycjac<span class="_ _9"></span>h </div><div class="t m0 x2 hd y515 ff4 fs8 fc1 sc0 ls0 ws0">zobowiąza krtkoterminowych i długoterminowych.<span class="ff3"> </span></div></div><div class="c x2 y516 w35 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">ZATRZYMANE KAUCJE GWARANCY<span class="_ _0"></span>JNE </div></div><div class="c x77 y516 w36 h12"><div class="t m0 x79 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y516 w37 h12"><div class="t m0 x79 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y517 w35 h12"><div class="t m0 x0 h9 y8e ff3 fs5 fc1 sc0 ls0 ws0">Zatrzymane kaucje gwarancyjn<span class="_ _0"></span>e <span class="ff4">–</span> <span class="ff4">czść krtkoterminowa<span class="ff1"> </span></span></div></div><div class="c x77 y517 w36 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">14<span class="ls0"> </span>197<span class="ls0"> </span></div></div><div class="c x78 y517 w37 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">22<span class="ls0"> </span>862<span class="ls0"> </span></div></div><div class="c x2 y189 w35 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Zatrzymane kaucje gwarancyjn<span class="_ _0"></span>e <span class="ff4">–</span> <span class="ff4">czść długoterminowa</span> </div></div><div class="c x77 y189 w36 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">23<span class="ls0"> </span>827<span class="ls0"> </span></div></div><div class="c x78 y189 w37 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">29<span class="ls0"> </span>447<span class="ls0"> </span></div></div><div class="c x2 y518 w35 h15"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Zatrzymane kaucje gwarancyjne raz<span class="_ _0"></span>em </div></div><div class="c x77 y518 w36 h15"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">38<span class="ls0"> </span>024<span class="ls0"> </span></div></div><div class="c x78 y518 w37 h15"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">52<span class="ls0"> </span>309<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y519 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y72 ff1 fsa fc0 sc0 ls11 ws0">7.27<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff1 fc1">REZERWY <span class="ff2">KRÓTKOTERMINOWE <span class="ff3"> </span></span></span></span></div><div class="t m0 x2 hd y24b ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y51a w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">REZERWY KRÓTKOTERMINOWE<span class="ff1"> </span></div></div><div class="c x77 y51a w36 h10"><div class="t m0 x88 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y51a w37 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y51b w35 h10"><div class="t m0 x0 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">Rezerwa na koszty napraw <span class="ff4">–</span> <span class="ff4">czść <span class="_ _0"></span>krtkoterminowa<span class="ff1"> </span></span></div></div><div class="c x77 y51b w36 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">864</span> </div></div><div class="c x78 y51b w37 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">471</span> </div></div><div class="c x2 y51c w35 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Rezerwa emerytalna </div></div><div class="c x77 y51c w36 h12"><div class="t m0 x98 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">64<span class="ls0"> </span></div></div><div class="c x78 y51c w37 h12"><div class="t m0 x27 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">102<span class="ls0"> </span></div></div><div class="c x2 y51d w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Rezerwa na sprawy sporn<span class="_ _0"></span>e i pozostałe<span class="ff3"> </span></div></div><div class="c x77 y51d w36 h12"><div class="t m0 xac h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">11<span class="ls0"> </span>839<span class="ls0"> </span></div></div><div class="c x78 y51d w37 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">14<span class="ls0"> </span>064<span class="ls0"> </span></div></div><div class="c x2 y51e w35 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x77 y51e w36 h12"><div class="t m0 xac h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">15<span class="ls0"> </span>767<span class="ls0"> </span></div></div><div class="c x78 y51e w37 h12"><div class="t m0 x94 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">17<span class="ls0"> </span>637<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y51f ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y29e w35 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">REZERWY <span class="ff2">KRÓTKOTERMINOWE </span>- Z<span class="_ _0"></span>MIANY </div></div><div class="c x77 y29e w36 h12"><div class="t m0 x88 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y29e w47 h12"><div class="t m0 x79 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y520 w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Stan na początek okresu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x77 y520 w36 h10"><div class="t m0 xac h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">17<span class="ls0"> </span>637<span class="ls0"> </span></div></div><div class="c x78 y520 w47 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">20<span class="ls0"> </span>768<span class="ls0"> </span></div></div><div class="c x2 y521 w35 h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Utworzenie rezerw w ciągu<span class="_ _0"></span> roku obrotowego<span class="ff3"> </span></div></div><div class="c x77 y521 w36 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">122</span> </div></div><div class="c x78 y521 w47 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">9 <span class="ls7">741</span> </div></div><div class="c x2 y413 w35 h13"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Wykorzystanie/<span class="_ _0"></span>rozwiązanie rezerw w ciągu roku o<span class="_ _0"></span>brotowego<span class="ff3"> </span></div></div><div class="c x77 y413 w36 h13"><div class="t m0 x4b h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(7 <span class="ls7">99</span>2) </div></div><div class="c x78 y413 w47 h13"><div class="t m0 x1e h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls7">12</span> <span class="ls7">872</span>) </div></div><div class="c x2 y522 w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Stan na koniec okresu </div></div><div class="c x77 y522 w36 h10"><div class="t m0 xac h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">15<span class="ls0"> </span>767<span class="ls0"> </span></div></div><div class="c x78 y522 w47 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">17<span class="ls0"> </span>637<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y523 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y524 ff1 fsa fc0 sc0 ls11 ws0">7.28<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff1 fc1">PRZYCHODY<span class="_ _9"></span> <span class="ff2">PRZYSZŁYCH</span> <span class="ff2">OKRESÓW<span class="ff3"> </span></span></span></span></div><div class="t m0 x2 hd y525 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y526 w35 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">PRZYCHODY PRZYSZŁYCH OKRESÓ<span class="_ _0"></span>W<span class="ff1"> </span></div></div><div class="c x77 y526 w36 h12"><div class="t m0 x88 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y526 w37 h12"><div class="t m0 x79 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y527 w35 h30"><div class="t m0 x0 h11 ye7 ff4 fs5 fc1 sc0 ls0 ws0">Przychody przyszłych ok<span class="_ _0"></span>resw dotyczące wpłat klien<span class="_ _0"></span>tw na poczet zakupu prod<span class="_ _0"></span>uktw, </div><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">jeszcze niezal<span class="_ _0"></span>iczonych do przychodw w rachunku zysk<span class="_ _0"></span>w i strat<span class="ff1"> </span></div></div><div class="c x77 y527 w36 h30"><div class="t m0 x31 h11 ye8 ff3 fs5 fc1 sc0 ls7 ws0">976<span class="ls0"> </span>152<span class="ls0"> </span></div></div><div class="c x78 y527 w37 h30"><div class="t m0 x2e h11 ye8 ff3 fs5 fc1 sc0 ls7 ws0">910<span class="ls0"> </span>646<span class="ls0"> </span></div></div><div class="c x2 y528 w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c x77 y528 w36 h12"><div class="t m0 x8e h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y528 w37 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y529 w35 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x77 y529 w36 h12"><div class="t m0 x31 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">976<span class="ls0"> </span>152<span class="ls0"> </span></div></div><div class="c x78 y529 w37 h12"><div class="t m0 x2e h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">910<span class="ls0"> </span>646<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h29 y52a ff1 fsa fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y52b ff3 fs2 fc1 sc0 ls0 ws0"> <span class="_ _b"> </span><span class="ff1 fsa"> </span></div></div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">36<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h29 y173 ff1 fsa fc0 sc0 ls11 ws0">7.29<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">ŚWIADCZENIA PO OKRESIE ZATRUDNIENIA <span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y52c ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y4e8 ff4 fs8 fc1 sc0 ls0 ws0">W Spłce nie ma specjalnych programw świadcze dla pracownikw po okresie zatrud<span class="_ _0"></span>nienia.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y45e ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y52d ff1 fsa fc0 sc0 ls11 ws0">7.30<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff1 fc1">AKTYWA <span class="ff2">I ZOBOWIĄZANIA FINANSOWE<span class="ff3"> </span></span></span></span></div><div class="t m0 x2 hd y4c9 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y4ca ff4 fs8 fc1 sc0 ls0 ws0">KATEGORIE <span class="_ _17"> </span>AKTYWÓW <span class="_ _16"> </span>FINANSOWYCH <span class="_ _17"> </span>I <span class="_ _17"> </span>ZOBOWIĄZAŃ <span class="_ _16"> </span>FINANSOWY<span class="_ _9"></span>CH <span class="_ _16"> </span>O<span class="_ _9"></span>RAZ <span class="_ _16"> </span>MAKSYMALNA <span class="_ _17"> </span>EKSPOZYCJA <span class="_ _16"> </span>NA <span class="_ _17"> </span>RYZYKO </div><div class="t m0 x2 hd y52e ff3 fs8 fc1 sc0 ls0 ws0">KREDYTOWE </div><div class="t m0 x2 h1c y52f ff1 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y530 ff4 fs8 fc1 sc0 ls0 ws0">Wartość godziwa aktyww i zobowiąza finansowych Sp<span class="_ _0"></span>łki nie rżni si istotnie od ich wartości bilansowej.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y531 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y532 ff1 fsa fc0 sc0 ls11 ws0">7.31<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">ZARZĄDZANIE<span class="ff1"> RYZYKIEM FINANSOWYM<span class="ff3"> </span></span></span></span></div><div class="t m0 x2 hd y533 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y534 ff4 fs8 fc1 sc0 ls0 ws0">Spłka posiada ekspozycje na nastpujące rodzaje ryzyka finansowego:<span class="ff3"> </span></div><div class="t m0 xe hd y2c7 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">ryzyko rynkowe (ryzyko stopy procentowej) </span></span></div><div class="t m0 xe hd y535 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">ryzyko kredytowe </span></span></div><div class="t m0 xe hd y536 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">ryzyko płynności<span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y537 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he y538 ff1 fs4 fc0 sc0 ls0 ws0">RYZYKO RYNKOWE<span class="_ _9"></span> </div><div class="t m0 x2 hd y539 ff4 fs8 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _9"></span>rynkowe <span class="_ _9"></span>jest takim <span class="_ _9"></span>rodzajem <span class="_ _9"></span>ryzyka, <span class="_ _9"></span>ktre <span class="_ _9"></span>odzwierciedla wpływ <span class="_ _9"></span>z<span class="_ _9"></span>mian cen <span class="_ _9"></span>rynkowych <span class="_ _9"></span>takich, <span class="_ _9"></span>jak <span class="_ _9"></span>kursy wymiany <span class="_ _9"></span>walut, </div><div class="t m0 x2 hd y53a ff4 fs8 fc1 sc0 ls0 ws0">stopy procentowe, <span class="_ _9"></span>czy <span class="_ _9"></span>ceny <span class="_ _9"></span>instrumentw kapitałowych, <span class="_ _9"></span>na <span class="_ _9"></span>wynik finansowy <span class="_ _9"></span>Spłki <span class="_ _9"></span>lub na <span class="_ _9"></span>wartość <span class="_ _9"></span>posiadanych instrumentw </div><div class="t m0 x2 hd y53b ff3 fs8 fc1 sc0 ls0 ws0">finansowych. </div><div class="t m0 x2 hd y53c ff4 fs8 fc1 sc0 ls0 ws0">Ryzyko rynkowe obejmuje głwnie nas<span class="_ _0"></span>tpujące rodzaje ryzyk:<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 xe hd y53d ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">ryzyko walutowe </span></span></div><div class="t m0 xe hd y53e ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">ryzyko stopy procentowej </span></span></div></div><div class="c x2 y2f6 w69 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">AKTYWA I ZOBOWIĄZANIA FINAN<span class="_ _0"></span>SOWE<span class="ff1"> </span></div></div><div class="c x77 y2f6 w65 h10"><div class="t m0 x88 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y2f6 w37 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y53f w69 h15"><div class="t m0 x0 h9 y113 ff1 fs5 fc1 sc0 ls0 ws0">AKTYWA FINANSOWE </div></div><div class="c x77 y53f w65 h15"><div class="t m0 x28 h9 y113 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x78 y53f w37 h15"><div class="t m0 xe h9 y113 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y540 w69 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Długoterminowe nal<span class="_ _0"></span>eżności<span class="ff3"> </span></div></div><div class="c x77 y540 w65 h12"><div class="t m0 x90 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">009</span> </div></div><div class="c x78 y540 w37 h12"><div class="t m0 x8c h9 y8e ff3 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">512</span><span class="ff1"> </span></div></div><div class="c x2 y23c w69 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Pożyczki udzi<span class="_ _0"></span>elone<span class="ff3"> </span></div></div><div class="c x77 y23c w65 h12"><div class="t m0 x31 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">462<span class="ls0"> </span>337<span class="ls0"> </span></div></div><div class="c x78 y23c w37 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y541 w69 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Należności han<span class="_ _0"></span>dlowe i pozostałe<span class="ff3"> </span></div></div><div class="c x77 y541 w65 h10"><div class="t m0 xac h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">44<span class="ls0"> </span>391<span class="ls0"> </span></div></div><div class="c x78 y541 w37 h10"><div class="t m0 x94 h9 y8b ff3 fs5 fc1 sc0 ls7 ws0">28<span class="ls0"> </span>570<span class="ff1 ls0"> </span></div></div><div class="c x2 y542 w69 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Należności od<span class="_ _0"></span> jednostek powiązanych<span class="ff3"> </span></div></div><div class="c x77 y542 w65 h12"><div class="t m0 x90 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">307</span> </div></div><div class="c x78 y542 w37 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">624</span> </div></div><div class="c x2 y543 w69 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Pożyczki i należnoś<span class="_ _0"></span>ci razem<span class="ff1"> </span></div></div><div class="c x77 y543 w65 h10"><div class="t m0 x31 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">518<span class="ls0"> </span>044<span class="ls0"> </span></div></div><div class="c x78 y543 w37 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">39<span class="ls0"> </span>706<span class="ls0"> </span></div></div><div class="c x2 y544 w69 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c x77 y544 w65 h10"><div class="t m0 x8e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y544 w37 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y545 w69 h30"><div class="t m0 x0 h9 ye7 ff2 fs5 fc1 sc0 ls0 ws0">Aktywa finansowe wyceniane w w<span class="_ _0"></span>artości godziwej przez rachunek zy<span class="_ _0"></span>sków i strat </div><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(przeznaczone do obrotu) </div></div><div class="c x77 y545 w65 h30"><div class="t m0 x8e h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y545 w37 h30"><div class="t m0 x8f h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y546 w69 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Środki pien<span class="_ _0"></span>iżne w <span class="ff3">banku i kasie </span></div></div><div class="c x77 y546 w65 h12"><div class="t m0 x90 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">356</span> </div></div><div class="c x78 y546 w37 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">16<span class="ls0"> </span>845<span class="ls0"> </span></div></div><div class="c x2 y547 w69 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Lokaty krtkotermin<span class="_ _0"></span>owe<span class="ff3"> </span></div></div><div class="c x77 y547 w65 h10"><div class="t m0 xac h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">26<span class="ls0"> </span>748<span class="ls0"> </span></div></div><div class="c x78 y547 w37 h10"><div class="t m0 x2e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">167<span class="ls0"> </span>233<span class="ls0"> </span></div></div><div class="c x2 y548 w69 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Krtkoterminowe ak<span class="_ _0"></span>tywa finansowe<span class="ff3"> </span></div></div><div class="c x77 y548 w65 h10"><div class="t m0 xac h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">82<span class="ls0"> </span>358<span class="ls0"> </span></div></div><div class="c x78 y548 w37 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">57<span class="ls0"> </span>025<span class="ls0"> </span></div></div><div class="c x2 y549 w69 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Maksymalna ekspozycja na ryzyko<span class="_ _0"></span> kredytowe </div></div><div class="c x77 y549 w65 h12"><div class="t m0 x31 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">634<span class="ls0"> </span>506<span class="ls0"> </span></div></div><div class="c x78 y549 w37 h12"><div class="t m0 x2e h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">280<span class="ls0"> </span>809<span class="ls0"> </span></div></div><div class="c x2 y516 w69 h14"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">ZOBOWIĄZANIA FINANSOW<span class="_ _0"></span>E<span class="ff1"> </span></div></div><div class="c x77 y516 w65 h14"><div class="t m0 x28 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x78 y516 w37 h14"><div class="t m0 xe h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y54a w69 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu kredytw<span class="ff3"> </span></div></div><div class="c x77 y54a w65 h10"><div class="t m0 x8e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y54a w37 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x2 y54b w69 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Obligacje własne wye<span class="_ _0"></span>mitowane<span class="ff3"> </span></div></div><div class="c x77 y54b w65 h12"><div class="t m0 x31 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">527<span class="ls0"> </span>191<span class="ls0"> </span></div></div><div class="c x78 y54b w37 h12"><div class="t m0 x2e h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">312<span class="ls0"> </span>550<span class="ls0"> </span></div></div><div class="c x2 y54c w69 h15"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu dostaw i usług, rozliczen<span class="_ _0"></span>ia midzyokresowe i pozostałe<span class="ff3"> </span></div></div><div class="c x77 y54c w65 h15"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">325<span class="ls0"> </span>295<span class="ls0"> </span></div></div><div class="c x78 y54c w37 h15"><div class="t m0 x2e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">329<span class="ls0"> </span>456<span class="ls0"> </span></div></div><div class="c x2 y54d w69 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu leasingu<span class="ff3"> </span></div></div><div class="c x77 y54d w65 h10"><div class="t m0 xac h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">58<span class="ls0"> </span>224<span class="ls0"> </span></div></div><div class="c x78 y54d w37 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">64<span class="ls0"> </span>298<span class="ls0"> </span></div></div><div class="c x2 y54e w69 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Zobowiązania finan<span class="_ _0"></span>sowe wyceniane wg zamortyzowanego ko<span class="_ _0"></span>sztu<span class="ff1"> </span></div></div><div class="c x77 y54e w65 h12"><div class="t m0 x31 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">910<span class="ls0"> </span>710<span class="ls0"> </span></div></div><div class="c x78 y54e w37 h12"><div class="t m0 x2e h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">756<span class="ls0"> </span>304<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi x3 y11 w3 h4" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">37<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h1c y1a4 ff1 fs8 fc1 sc0 ls0 ws0">Ryzyko walutowe </div><div class="t m0 x2 hd y54f ff4 fs8 fc1 sc0 ls0 ws0">W przypadku istnienia znacząc<span class="_ _9"></span>ych pozycji <span class="_ _9"></span>walutowych, Spłka <span class="_ _9"></span>stosuje walutowe instrumenty pochodne typu fo<span class="_ _9"></span>rward i swap <span class="_ _9"></span>do </div><div class="t m0 x2 hd y550 ff4 fs8 fc1 sc0 ls0 ws0">zabezpieczania znaczących przyszłych transakcji walutowych. <span class="ff3"> </span></div><div class="t m0 x2 hd y551 ff4 fs8 fc1 sc0 ls0 ws0">Na <span class="_ _0"></span>dzie <span class="_ _0"></span><span class="ff3">31 gru<span class="_ _0"></span>dnia 2023 <span class="_ _1b"></span>r. oraz <span class="_ _0"></span>31 g<span class="_ _0"></span>rudnia 2022 <span class="_ _1b"></span><span class="ff4">r. Spłka <span class="_ _1b"></span>nie posiadała <span class="_ _1b"></span>żadnych istotnych <span class="_ _1b"></span>aktyww, zobowiąza <span class="_ _1b"></span>oraz przyszłych<span class="_ _0"></span> </span></span></div><div class="t m0 x2 hd y234 ff4 fs8 fc1 sc0 ls0 ws0">płatności <span class="_ _1a"> </span>w <span class="_ _1a"> </span>walutach <span class="_ _16"> </span>obcych, <span class="_ _1a"> </span>w <span class="_ _16"> </span>związku <span class="_ _1a"> </span>z <span class="_ _1a"> </span>czym <span class="_ _16"> </span>nie <span class="_ _14"> </span>było <span class="_ _16"> </span>potrzeby <span class="_ _1a"> </span>zawierania <span class="_ _1a"> </span>walutowych <span class="_ _16"> </span>instrumentw <span class="_ _1a"> </span>pochodnych </div><div class="t m0 x2 hd y552 ff4 fs8 fc1 sc0 ls0 ws0">zabezpieczających. <span class="ff3"> </span></div><div class="t m0 x2 h1c y33b ff1 fs8 fc1 sc0 ls0 ws0">Ryzyko stopy procentowej </div><div class="t m0 x2 hd y553 ff4 fs8 fc1 sc0 ls0 ws0">Kredyty b<span class="_ _0"></span>ankowe zaciągnite p<span class="_ _0"></span>rzy zastosowaniu stałych stp <span class="_ _1b"></span>proc<span class="_ _9"></span>entowych narażają S<span class="_ _0"></span>płk na <span class="_ _0"></span>ryzyko zmiany wartości godziwe<span class="_ _1b"></span>j </div><div class="t m0 x2 hd y554 ff4 fs8 fc1 sc0 ls0 ws0">kredytw. Kredyty i pożyczki zaciągnite po zmienn<span class="_ _0"></span>ych stopach procentowych powodują ryzyko przepływw pieniżnych. <span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y555 ff4 fs8 fc1 sc0 ls0 ws0">Według <span class="_ _9"></span>aktualnej <span class="_ _15"></span>struktury <span class="_ _15"></span>finansowania <span class="_ _9"></span>Spłka <span class="_ _15"></span>nie <span class="_ _15"></span>posiada <span class="_ _9"></span>kredyt<span class="_ _9"></span>w <span class="_ _15"></span>lub <span class="_ _9"></span>obligacji <span class="_ _15"></span>o <span class="_ _15"></span>stałym <span class="_ _9"></span>o<span class="_ _9"></span>procentowaniu. <span class="_ _9"></span>Obecnie <span class="_ _9"></span>Spłka </div><div class="t m0 x2 hd y556 ff4 fs8 fc1 sc0 ls0 ws0">posiada krtko, średnio i <span class="_ _9"></span>długoterminowe kredyty i o<span class="_ _9"></span>bligacje na zmienną stop<span class="_ _9"></span> procentową, co<span class="_ _9"></span> powoduje ekspozycj na ryzy<span class="_ _9"></span>ko </div><div class="t m0 x2 hd y557 ff4 fs8 fc1 sc0 ls0 ws0">przepływw pieniżnych.<span class="ff3"> </span></div><div class="t m0 x2 hd y558 ff4 fs8 fc1 sc0 ls0 ws0">Na  dat  bilansową  Spłka  nie  p<span class="_ _0"></span>osiadała  długoterminowych  instrumentw  finan<span class="_ _0"></span>sowych  oprocentowanych  wg  stałej  stopy </div><div class="t m0 x2 hd y559 ff3 fs8 fc1 sc0 ls0 ws0">procentowej.  </div><div class="t m0 x2 hd y4ad ff3 fs8 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _f"></span>stopy <span class="_ _10"> </span>procentowej <span class="_ _f"></span>w <span class="_ _10"> </span><span class="ff4">znacznej <span class="_ _f"></span>czści</span> <span class="_ _f"> </span><span class="ff4">o<span class="_ _9"></span>graniczone <span class="_ _f"></span>jest <span class="_ _f"></span>w <span class="_ _f"> </span>sposb <span class="_ _10"> </span>naturalny <span class="_ _f"></span>poprzez <span class="_ _f"></span>posiadanie <span class="_ _f"> </span>zarw<span class="_ _9"></span>no <span class="_ _f"> </span>zobowiąza </span></div><div class="t m0 x2 hd y55a ff4 fs8 fc1 sc0 ls0 ws0">finansowych <span class="_ _14"> </span>jak <span class="_ _14"> </span>i <span class="_ _14"> </span>aktyww <span class="_ _14"> </span>finansowych <span class="_ _14"> </span>oprocentowanych <span class="_ _14"> </span>wg  zmiennej <span class="_ _14"> </span>stopy <span class="_ _14"> </span>procentowej. <span class="_ _14"> </span>Ekspozycja <span class="_ _14"> </span>na <span class="_ _14"> </span>ryzyko <span class="_ _14"> </span>stopy </div><div class="t m0 x2 hd y55b ff4 fs8 fc1 sc0 ls0 ws0">procentowej <span class="_ _14"> </span>dla <span class="_ _1a"> </span>zadłużenia <span class="_ _1a"> </span>z <span class="_ _1a"> </span>tytułu <span class="_ _1a"> </span>obligacji <span class="_ _14"> </span>jest <span class="_ _16"> </span><span class="ff3">dodatkowo <span class="_ _1a"> </span></span>zmniejszane <span class="_ _14"> </span>poprzez <span class="_ _1a"> </span>stosowanie <span class="_ _1a"> </span>takich <span class="_ _1a"> </span>zabezpieczających </div><div class="t m0 x2 hd y55c ff4 fs8 fc1 sc0 ls0 ws0">instrumentw finansowych jak:<span class="ff3"> </span></div><div class="t m0 x2 hd y55d ff3 fs8 fc1 sc0 ls0 ws0">- <span class="_ _1b"></span><span class="ff4">opcje <span class="_ _1b"></span>CAP, <span class="_ _0"></span>gdzie <span class="_ _1b"></span>ba<span class="_ _9"></span>nk <span class="_ _1b"></span>gwarantuje, <span class="_ _0"></span>że <span class="_ _1b"></span>zwrc<span class="_ _9"></span>i <span class="_ _1b"></span>Spłce <span class="_ _1b"></span>rżnice <span class="_ _0"></span>wynikające <span class="_ _1b"></span>ze <span class="_ _0"></span>wzrostu <span class="_ _1b"></span>rynkowych <span class="_ _0"></span>stop <span class="_ _1b"></span>procentowych <span class="_ _0"></span>ponad <span class="_ _1b"></span>poziom </span></div><div class="t m0 x2 hd y42a ff4 fs8 fc1 sc0 ls0 ws0">ustalony w opcji. <span class="_ _9"></span>Spłka zabezpiecza <span class="_ _9"></span>si w ten sposb <span class="_ _9"></span>przed wzrostem <span class="_ _9"></span>stp, zachowując <span class="_ _9"></span>jednocześnie możliwość skorzystania z </div><div class="t m0 x2 hd y55e ff3 fs8 fc1 sc0 ls0 ws0">ewentualnego spadku ich poziomu, </div><div class="t m0 x2 hd y55f ff3 fs8 fc1 sc0 ls0 ws0">- <span class="_ _e"></span>IRS <span class="_ _f"></span>(Interest <span class="_ _e"></span>Rate <span class="_ _f"></span>Swap) <span class="_ _e"></span>- <span class="_ _f"></span><span class="ff4">Transakcja <span class="_ _e"></span>polega <span class="_ _f"></span>na <span class="_ _e"></span>wymianie <span class="_ _f"></span>z <span class="_ _e"></span>bankiem <span class="_ _e"></span>płatności <span class="_ _f"></span>odsetkowych <span class="_ _e"></span>lic<span class="_ _9"></span>zonych <span class="_ _f"></span>według <span class="_ _15"></span>jednej <span class="_ _f"></span>stopy </span></div><div class="t m0 x2 hd y560 ff4 fs8 fc1 sc0 ls0 ws0">procentowej  na <span class="_ _13"> </span>płatności  odsetkowe  liczone <span class="_ _13"> </span>według  innej  stopy <span class="_ _13"> </span>procentowej.  Spłka  korzysta  z <span class="_ _13"> </span>zamiany  zmiennej <span class="_ _13"> </span>stopy </div><div class="t m0 x2 hd y561 ff4 fs8 fc1 sc0 ls0 ws0">procentowej <span class="_ _15"></span>na <span class="_ _15"></span>stał<span class="_ _9"></span>ą<span class="ff3">. <span class="_ _15"></span></span>Obie <span class="_ _15"></span>płatn<span class="_ _9"></span>ości <span class="_ _15"></span>odsetkowe <span class="_ _15"></span>naliczane <span class="_ _15"></span>są<span class="_ _9"></span> <span class="_ _15"></span>od <span class="_ _e"></span>kwoty <span class="_ _15"></span>nominalnej <span class="_ _e"></span>uzgodnionej <span class="_ _15"></span>w <span class="_ _e"></span>transakcji, <span class="_ _15"></span>a <span class="_ _15"></span>ich <span class="_ _e"></span>rozliczenie </div><div class="t m0 x2 hd y562 ff4 fs8 fc1 sc0 ls0 ws0">odbywa s<span class="_ _0"></span>i w <span class="_ _0"></span>wyznaczonych dni<span class="_ _0"></span>ach przez porwnanie<span class="_ _0"></span> odpowiedniej <span class="_ _1b"></span>stawki referencyjnej z <span class="_ _1b"></span>zako<span class="_ _9"></span>ntraktowaną stopą <span class="_ _1b"></span>procentową. <span class="_ _15"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y563 ff4 fs8 fc1 sc0 ls0 ws0">Struktura <span class="_ _15"></span>instrumentw<span class="_ _9"></span> <span class="_ _e"></span>finansowych <span class="_ _e"></span>oprocentowanych <span class="_ _e"></span>wg <span class="_ _e"></span>zmiennej <span class="_ _15"></span>stopy <span class="_ _e"></span>procentowej <span class="_ _e"></span>na <span class="_ _e"></span>dat <span class="_ _e"></span>bilansową <span class="_ _f"></span>przedstawiała <span class="_ _15"></span>si </div><div class="t m0 x2 hd y564 ff4 fs8 fc1 sc0 ls0 ws0">nastpująco:<span class="ff3"> </span></div></div><div class="c x2 y565 w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">INSTRUMENTY ZMIENNOPROC<span class="_ _0"></span>ENTOWE </div></div><div class="c x77 y565 w36 h10"><div class="t m0 x88 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y565 w47 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y566 w35 h10"><div class="t m0 x0 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">Aktywa finansowe<span class="ff1"> </span></div></div><div class="c x77 y566 w36 h10"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">578<span class="ls0"> </span>799<span class="ls0"> </span></div></div><div class="c x78 y566 w47 h10"><div class="t m0 x2e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">544<span class="ls0"> </span>14<span class="ls0">8 </span></div></div><div class="c x2 y567 w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a finansowe<span class="ff3"> </span></div></div><div class="c x77 y567 w36 h12"><div class="t m0 x31 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">527<span class="ls0"> </span>191<span class="ls0"> </span></div></div><div class="c x78 y567 w47 h12"><div class="t m0 x2e h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">362<span class="ls0"> </span>550<span class="ls0"> </span></div></div><div class="c x2 y568 w35 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Razem netto </div></div><div class="c x77 y568 w36 h12"><div class="t m0 xac h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">51<span class="ls0"> </span>608<span class="ls0"> </span></div></div><div class="c x78 y568 w47 h12"><div class="t m0 x2e h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">181<span class="ls0"> </span>59<span class="ls0">8 </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y569 ff4 fs8 fc1 sc0 ls0 ws0">Jako  aktywa <span class="_ _10"> </span>finansowe  wykazane <span class="_ _10"> </span>są<span class="_ _9"></span>  oprocentowane <span class="_ _10"> </span>aktywa  finansowe, <span class="_ _13"> </span>tj.  lokaty <span class="_ _13"> </span>bankowe<span class="_ _9"></span><span class="ff3">  </span>oraz  pożyczki <span class="_ _10"> </span>udzielone<span class="ff3">.  Jako </span></div><div class="t m0 x2 hd y56a ff4 fs8 fc1 sc0 ls0 ws0">zobowiązania finansowe wykazane są oprocentowane zobowiązania fin<span class="_ _0"></span>ansowe, tj.  kredyty oraz obligacje własne.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 h1c y56b ff1 fs8 fc1 sc0 ls0 ws0">Analiza <span class="ff2">wrażliwości wyniku finansowego na zmianę stop<span class="_ _0"></span>y procentowej<span class="_ _9"></span><span class="ff1"> </span></span></div><div class="t m0 x2 hd y45b ff4 fs8 fc1 sc0 ls0 ws0">Zmiana <span class="_ _f"> </span>o<span class="_ _9"></span> <span class="_ _10"> </span>100 <span class="_ _10"> </span>punktw <span class="_ _f"> </span>bazow<span class="_ _9"></span>ych <span class="_ _f"> </span>(„pb”) <span class="_ _10"> </span>w <span class="_ _10"> </span>oprocentowaniu <span class="_ _10"> </span>instrumentw <span class="_ _10"> </span>na <span class="_ _10"> </span>dat <span class="_ _10"> </span>bilansową <span class="_ _10"> </span>zwikszyłaby <span class="_ _10"> </span>(zmniejszyłaby) </div><div class="t m0 x2 hd y56c ff4 fs8 fc1 sc0 ls0 ws0">aktywa <span class="_ _f"></span>netto <span class="_ _f"></span>i <span class="_ _f"></span>rachunek <span class="_ _f"></span>zyskw <span class="_ _f"></span>i <span class="_ _f"></span>strat <span class="_ _f"></span>(po <span class="_ _f"></span>opodatkowaniu) <span class="_ _f"></span>o <span class="_ _f"></span>kwoty <span class="_ _f"></span>wykazane <span class="_ _f"></span>w <span class="_ _f"></span>poniższej <span class="_ _f"></span>tabeli. <span class="_ _f"></span>Analiza <span class="_ _f"></span>ta <span class="_ _f"></span>wykonana <span class="_ _f"></span>dla </div><div class="t m0 x2 hd y56d ff4 fs8 fc1 sc0 ls0 ws0">okresw <span class="_ _e"></span>dwunastu <span class="_ _e"></span>miesicy <span class="_ _e"></span>ko<span class="_ _9"></span>czących <span class="_ _e"></span>si <span class="_ _e"></span><span class="ff3">31 <span class="_ _f"></span>grudnia <span class="_ _15"></span>2023<span class="_ _9"></span> <span class="_ _e"></span>r. <span class="_ _f"></span>i <span class="_ _e"></span>31 <span class="_ _f"></span>grudnia <span class="_ _15"></span>2022 <span class="_ _f"></span></span>r. <span class="_ _15"></span>zakł<span class="_ _9"></span>ada, <span class="_ _e"></span>że <span class="_ _e"></span>w<span class="_ _9"></span>szystkie <span class="_ _e"></span>pozostałe <span class="_ _e"></span>zmienne </div><div class="t m0 x2 hd y43a ff4 fs8 fc1 sc0 ls0 ws0">pozostają stałe.<span class="ff3"> </span></div><div class="t m0 x2 h1c y539 ff1 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y285 ff3 fs2 fc1 sc0 ls0 ws0"> <span class="_ _b"> </span><span class="ff1 fs4 fc0"> </span></div></div></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x3 y11 w3 h4" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">38<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 hd y1a4 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h1c y56e ff2 fs8 fc1 sc0 ls0 ws0">Rok bieżący<span class="ff3"> </span></div></div><div class="c x2 y56f w6a h3c"><div class="t m0 x0 h9 y570 ff2 fs5 fc1 sc0 ls0 ws0">ANALIZA WRAŻLIWOŚCI NA ZMIA<span class="_ _0"></span>NĘ </div><div class="t m0 x0 h9 y13e ff1 fs5 fc1 sc0 ls0 ws0">STOPY PROCENTOWEJ </div></div><div class="c xb3 y56f w6b h3c"><div class="t m0 x1b h9 y570 ff2 fs5 fc1 sc0 ls0 ws0">Rachunek zysków i </div><div class="t m0 x50 h9 y13e ff1 fs5 fc1 sc0 ls0 ws0">strat Wzrost o 100 pb<span class="ff3"> </span></div></div><div class="c xc3 y56f w6c h3c"><div class="t m0 x1b h9 y570 ff2 fs5 fc1 sc0 ls0 ws0">Rachunek zysków i </div><div class="t m0 x3c h9 y13e ff1 fs5 fc1 sc0 ls0 ws0">strat Spadek o 100 pb </div></div><div class="c x47 y56f w6b h3c"><div class="t m0 x55 h9 y570 ff1 fs5 fc1 sc0 ls0 ws0">Aktywa netto Wzrost o </div><div class="t m0 x7e h9 y13e ff1 fs5 fc1 sc0 ls0 ws0">100 pb<span class="ff3"> </span></div></div><div class="c xc4 y56f w6b h3c"><div class="t m0 x0 h9 y570 ff1 fs5 fc1 sc0 ls0 ws0">Aktywa netto Spadek </div><div class="t m0 x6c h9 y13e ff1 fs5 fc1 sc0 ls0 ws0">o 100 pb </div></div><div class="c x2 y571 w6a h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Aktywa zmiennop<span class="_ _0"></span>rocentowe </div></div><div class="c xb3 y571 w6b h12"><div class="t m0 xba h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">688</span> </div></div><div class="c xc3 y571 w6c h12"><div class="t m0 x90 h11 y8e ff3 fs5 fc1 sc0 ls8 ws0">(4<span class="ls0"> <span class="ls7">688)</span> </span></div></div><div class="c x47 y571 w6b h12"><div class="t m0 xba h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">688</span> </div></div><div class="c xc4 y571 w6b h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls8 ws0">(4<span class="ls0"> <span class="ls7">688)</span> </span></div></div><div class="c x2 y572 w6a h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a zmiennoprocentowe *)<span class="ff3"> </span></div></div><div class="c xb3 y572 w6b h12"><div class="t m0 x90 h11 y8e ff3 fs5 fc1 sc0 ls8 ws0">(3<span class="ls0"> <span class="ls7">416)</span> </span></div></div><div class="c xc3 y572 w6c h12"><div class="t m0 xba h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">416</span> </div></div><div class="c x47 y572 w6b h12"><div class="t m0 x90 h11 y8e ff3 fs5 fc1 sc0 ls8 ws0">(3<span class="ls0"> <span class="ls7">416)</span> </span></div></div><div class="c xc4 y572 w6b h12"><div class="t m0 xc1 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">416</span> </div></div><div class="c x2 y573 w6a h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Wrażliwoś<span class="_ _0"></span>ć netto <span class="ff1"> </span></div></div><div class="c xb3 y573 w6b h10"><div class="t m0 xba h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">272</span> </div></div><div class="c xc3 y573 w6c h10"><div class="t m0 x90 h9 y8b ff1 fs5 fc1 sc0 ls2d ws0">(1<span class="ls0"> <span class="ls7">272)</span> </span></div></div><div class="c x47 y573 w6b h10"><div class="t m0 xba h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">272</span> </div></div><div class="c xc4 y573 w6b h10"><div class="t m0 x8c h9 y8b ff1 fs5 fc1 sc0 ls2d ws0">(1<span class="ls0"> <span class="ls7">272)</span> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h5 y574 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y575 ff3 fs2 fc1 sc0 ls0 ws0"> <span class="_ _1e"> </span><span class="ff1 fs8">Rok poprzedni </span></div></div><div class="c x2 y576 w6d h3d"><div class="t m0 x0 h9 y577 ff2 fs5 fc1 sc0 ls0 ws0">ANALIZA WRAŻLIWOŚCI NA ZMIA<span class="_ _0"></span>NĘ </div><div class="t m0 x0 h9 y578 ff1 fs5 fc1 sc0 ls0 ws0">STOPY PROCENTOWEJ </div></div><div class="c xc5 y576 w6e h3d"><div class="t m0 x63 h9 y577 ff2 fs5 fc1 sc0 ls0 ws0">Rachunek zysków i </div><div class="t m0 x3c h9 y578 ff1 fs5 fc1 sc0 ls0 ws0">strat Wzrost o 100 pb </div></div><div class="c xa7 y576 w6f h3d"><div class="t m0 x63 h9 y577 ff2 fs5 fc1 sc0 ls0 ws0">Rachunek zysków i </div><div class="t m0 x3c h9 y578 ff1 fs5 fc1 sc0 ls0 ws0">strat Spadek o 100 pb </div></div><div class="c xc6 y576 w6e h3d"><div class="t m0 x0 h9 y577 ff1 fs5 fc1 sc0 ls0 ws0">Aktywa netto Wzrost o </div><div class="t m0 x89 h9 y578 ff1 fs5 fc1 sc0 ls0 ws0">100 pb </div></div><div class="c xc7 y576 w70 h3d"><div class="t m0 x1a h9 y577 ff1 fs5 fc1 sc0 ls0 ws0">Aktywa netto </div><div class="t m0 x1b h9 y578 ff1 fs5 fc1 sc0 ls0 ws0">Spadek o 100 pb </div></div><div class="c x2 y579 w6d h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Aktywa zmiennop<span class="_ _0"></span>rocentowe </div></div><div class="c xc5 y579 w6e h10"><div class="t m0 x75 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">469</span> </div></div><div class="c xa7 y579 w6f h10"><div class="t m0 xc1 h11 y8b ff3 fs5 fc1 sc0 ls8 ws0">(1<span class="ls0"> <span class="ls7">469)</span> </span></div></div><div class="c xc6 y579 w6e h10"><div class="t m0 x75 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">469</span> </div></div><div class="c xc7 y579 w70 h10"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls8 ws0">(1<span class="ls0"> <span class="ls7">469)</span> </span></div></div><div class="c x2 y57a w6d h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a zmiennoprocentowe *)<span class="ff3"> </span></div></div><div class="c xc5 y57a w6e h12"><div class="t m0 xba h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(979) </div></div><div class="c xa7 y57a w6f h12"><div class="t m0 x98 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">979<span class="ls0"> </span></div></div><div class="c xc6 y57a w6e h12"><div class="t m0 xba h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(979) </div></div><div class="c xc7 y57a w70 h12"><div class="t m0 x75 h9 y8e ff3 fs5 fc1 sc0 ls7 ws0">979<span class="ff1 ls0"> </span></div></div><div class="c x2 y57b w6d h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Wrażliwoś<span class="_ _0"></span>ć netto <span class="ff1"> </span></div></div><div class="c xc5 y57b w6e h10"><div class="t m0 x98 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">490<span class="ls0"> </span></div></div><div class="c xa7 y57b w6f h10"><div class="t m0 xba h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(490) </div></div><div class="c xc6 y57b w6e h10"><div class="t m0 x98 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">490<span class="ls0"> </span></div></div><div class="c xc7 y57b w70 h10"><div class="t m0 x3 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(490) </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y28d ff3 fs8 fc1 sc0 ls0 ws0">*</div><div class="t m0 x99 h3e y542 ff3 fsc fc1 sc0 ls0 ws0">)</div><div class="t m0 xc8 hd y28d ff3 fs8 fc1 sc0 ls0 ws0"> <span class="_ _a"></span><span class="ff4 fs5">Koszty <span class="_ _e"></span>finansowe <span class="_ _9"></span>dotyczące <span class="_ _15"></span>kredytw <span class="_ _9"></span>i <span class="_ _e"></span>obligacji, <span class="_ _15"></span>są <span class="_ _15"></span>czści<span class="ff3">owo <span class="_ _15"></span></span>kapitalizowane <span class="_ _9"></span>przez <span class="_ _15"></span>Spłk <span class="_ _15"></span>do <span class="_ _15"></span>produkcji <span class="_ _15"></span>w <span class="_ _15"></span>toku. <span class="_ _15"></span>W <span class="_ _15"></span>przedstawionej </span></div><div class="t m0 xb1 h11 y57c ff4 fs5 fc1 sc0 ls0 ws0">wyżej <span class="_ _1b"></span>analizie<span class="ff3"> <span class="_ _1b"></span><span class="ff4">rwnież przyj<span class="_ _0"></span>to <span class="_ _1b"></span>że czść<span class="ff3"> <span class="_ _1b"></span><span class="ff4">kosztw finan<span class="_ _0"></span>sowych <span class="_ _1b"></span>naliczonych w <span class="_ _1b"></span>danym <span class="_ _1b"></span>okresie <span class="_ _1b"></span>jest odniesiona <span class="_ _1b"></span>do <span class="_ _0"></span>rachunku <span class="_ _1b"></span>zyskw <span class="_ _0"></span>i <span class="_ _0"></span>strat, </span></span></span></span></div><div class="t m0 xb1 h11 y57d ff4 fs5 fc1 sc0 ls0 ws0">natomiast <span class="_ _15"></span>pozostała <span class="_ _e"></span>czść <span class="_ _15"></span>jest <span class="_ _15"></span>s<span class="_ _9"></span>kapitalizowan<span class="_ _0"></span>a <span class="_ _e"></span>w <span class="_ _15"></span>zapasach <span class="_ _e"></span>i <span class="_ _e"></span>zostanie <span class="_ _15"></span>odniesiona <span class="_ _15"></span>do <span class="_ _e"></span>rachunku <span class="_ _15"></span>zyskw <span class="_ _e"></span>i <span class="_ _e"></span>strat <span class="_ _15"></span>w <span class="_ _e"></span>kolejnych <span class="_ _15"></span>okresa<span class="_ _15"></span><span class="ff3">ch </span></div><div class="t m0 xb1 hd y57e ff3 fs5 fc1 sc0 ls0 ws0">rozliczeniowych<span class="fs8">. </span></div><div class="t m0 x2 he y57f ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 he y580 ff1 fs4 fc0 sc0 ls0 ws0">RYZYKO KREDYTOWE<span class="_ _9"></span> </div><div class="t m0 x2 hd y1b8 ff4 fs8 fc1 sc0 ls0 ws0">Głwnymi <span class="_ _9"></span>aktywami <span class="_ _9"></span>finansowymi <span class="_ _15"></span>Spłki <span class="_ _9"></span>są <span class="_ _9"></span>środki <span class="_ _15"></span>na <span class="_ _9"></span>rachunkach <span class="_ _15"></span>bankowych, <span class="_ _9"></span>gotwka, <span class="_ _e"></span>udzielone poż<span class="_ _9"></span>yczki, <span class="_ _15"></span>należności <span class="_ _9"></span>z <span class="_ _9"></span>tytułu </div><div class="t m0 x2 hd y4fb ff4 fs8 fc1 sc0 ls0 ws0">dostaw <span class="_ _10"> </span>i <span class="_ _10"> </span>usług <span class="_ _10"> </span>oraz<span class="_ _9"></span> <span class="_ _10"> </span>inne <span class="_ _10"> </span>należności, <span class="_ _10"> </span>kt<span class="_ _9"></span>re <span class="_ _10"> </span>reprezentują <span class="_ _f"> </span>najwi<span class="_ _9"></span>kszą <span class="_ _10"> </span>ekspozycj <span class="_ _10"> </span>na <span class="_ _13"> </span>ryzyko <span class="_ _10"> </span>kredytowe <span class="_ _13"> </span>w <span class="_ _10"> </span>relacji <span class="_ _10"> </span>do <span class="_ _10"> </span>aktyww </div><div class="t m0 x2 hd y581 ff3 fs8 fc1 sc0 ls0 ws0">finansowych. </div><div class="t m0 x2 hd y582 ff4 fs8 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _10"> </span>kredytowe <span class="_ _10"> </span>Spłki <span class="_ _13"> </span>jest <span class="_ _13"> </span>przede <span class="_ _10"> </span>wszystkim <span class="_ _13"> </span>przypisane <span class="_ _10"> </span>do  nale<span class="_ _0"></span>żności <span class="_ _13"> </span>handlowych. <span class="_ _10"> </span>Kwoty <span class="_ _13"> </span>przedstawione <span class="_ _10"> </span>w <span class="_ _13"> </span>bilansie <span class="_ _10"> </span>są </div><div class="t m0 x2 hd y2be ff4 fs8 fc1 sc0 ls0 ws0">kwotami <span class="_ _f"> </span>netto, <span class="_ _10"> </span>czyli <span class="_ _f"> </span>z <span class="_ _10"> </span>uwzgldnieniem <span class="_ _f"> </span>o<span class="_ _9"></span>dpisw <span class="_ _f"> </span>aktualizujących <span class="_ _10"> </span>wartość <span class="_ _10"> </span>wątpliwych <span class="_ _f"></span>należności <span class="_ _10"> </span>oszacowanych <span class="_ _10"> </span>przez <span class="_ _f"></span>Zarząd </div><div class="t m0 x2 hd y21b ff4 fs8 fc1 sc0 ls0 ws0">Spłki <span class="_ _17"> </span>na <span class="_ _17"> </span>podstawie <span class="_ _17"> </span>wcześniejszych <span class="_ _17"> </span>doświadcze, <span class="_ _17"> </span>specyfiki <span class="_ _17"> </span>prow<span class="_ _9"></span>adzonej <span class="_ _17"> </span>działalności <span class="_ _17"> </span>i <span class="_ _16"> </span>ich<span class="_ _9"></span> <span class="_ _17"> </span>oceny <span class="_ _17"> </span>obecnego <span class="_ _17"> </span>otoczenia </div><div class="t m0 x2 hd y583 ff3 fs8 fc1 sc0 ls0 ws0">gospodarczego. </div><div class="t m0 x2 hd y584 ff4 fs8 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _13"> </span>kredytowe <span class="_ _10"> </span>zw<span class="_ _9"></span>iązane <span class="_ _10"> </span>z  fu<span class="_ _0"></span>nduszami <span class="_ _13"> </span>płynnymi <span class="_ _10"> </span>i  pochodnymi <span class="_ _10"> </span>instrumentami  fin<span class="_ _0"></span>ansowymi  jes<span class="_ _0"></span>t <span class="_ _13"> </span>ograniczone,  p<span class="_ _0"></span>onieważ </div><div class="t m0 x2 hd y585 ff4 fs8 fc1 sc0 ls0 ws0">stronami <span class="_ _13"> </span>transakcji <span class="_ _13"> </span>są <span class="_ _13"> </span>banki <span class="_ _13"> </span>o  ustal<span class="_ _0"></span>onej  reputacji, <span class="_ _10"> </span>posiadające  wysoki <span class="_ _13"> </span>rating <span class="_ _13"> </span>kredytowy <span class="_ _13"> </span>przyznany <span class="_ _10"> </span>przez  midzynarodowe </div><div class="t m0 x2 hd y586 ff3 fs8 fc1 sc0 ls0 ws0">agencje ratingowe. </div><div class="t m0 x2 hd y587 ff4 fs8 fc1 sc0 ls0 ws0">Ryzyko kredytowe z<span class="_ _0"></span>wiązane z ud<span class="_ _0"></span>zielonymi pożyczkami jes<span class="_ _0"></span>t ograniczone, poni<span class="_ _0"></span>eważ stronami tr<span class="_ _0"></span>ansakcji są tylko <span class="_ _0"></span>podmioty zależne </div><div class="t m0 x2 hd y588 ff4 fs8 fc1 sc0 ls0 ws0">od <span class="_ _10"> </span>Spłki <span class="_ _13"> </span>nad <span class="_ _10"> </span>ktrymi <span class="_ _13"> </span>Spłka <span class="_ _10"> </span>s<span class="_ _9"></span>prawuje <span class="_ _10"> </span>bieżącą <span class="_ _13"> </span>kontrol. <span class="_ _10"> </span>Jedn<span class="_ _9"></span>ocześnie <span class="_ _10"> </span>pożyczki <span class="_ _10"> </span>te <span class="_ _13"> </span>zabezpieczone <span class="_ _13"> </span>są <span class="_ _10"> </span>na  ni<span class="_ _0"></span>eruchomościach </div><div class="t m0 x2 hd y589 ff4 fs8 fc1 sc0 ls0 ws0">pożyczkobiorcw, ktrych wartość (rentowność prowadzonych na <span class="_ _0"></span>nich lub przyszłych projektw dewelopers<span class="_ _0"></span>kicj) jest na bieżąco </div><div class="t m0 x2 hd y27f ff4 fs8 fc1 sc0 ls0 ws0">przez Spłk monitorowana.<span class="ff3"> </span></div><div class="t m0 x2 hd y355 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _f"></span>celu <span class="_ _f"></span>utrzymania <span class="_ _f"></span>płynności <span class="_ _f"></span>finans<span class="_ _0"></span>owej <span class="_ _f"> </span>oraz <span class="_ _10"> </span>dostp<span class="_ _0"></span>ności <span class="_ _f"></span>środkw <span class="_ _f"> </span>finansowych <span class="_ _f"> </span>na <span class="_ _f"></span>zakładanym <span class="_ _f"></span>poziomie, <span class="_ _f"></span>w <span class="_ _f"></span>Spłce <span class="_ _f"></span>istnieje </div><div class="t m0 x2 hd y58a ff4 fs8 fc1 sc0 ls0 ws0">wyspecjalizowana <span class="_ _15"></span>komrka, <span class="_ _15"></span>ktra <span class="_ _15"></span>monitoruje <span class="_ _15"></span>to <span class="_ _15"></span>zagadnienie. <span class="_ _15"></span>Komrka <span class="_ _e"></span>ta <span class="_ _15"></span>na <span class="_ _15"></span>bieżąco <span class="_ _15"></span>monitoruje <span class="_ _15"></span>stan <span class="_ _15"></span>płynnych <span class="_ _15"></span>funduszy <span class="_ _15"></span>o<span class="_ _9"></span>raz </div><div class="t m0 x2 hd y58b ff3 fs8 fc1 sc0 ls0 ws0">prognozowane <span class="_ _15"></span>warto<span class="_ _9"></span><span class="ff4">ści <span class="_ _15"></span>przepływw<span class="_ _9"></span> <span class="_ _15"></span>pieniżnych <span class="_ _15"></span>i <span class="_ _e"></span>na <span class="_ _e"></span>tej <span class="_ _e"></span>podstawie <span class="_ _e"></span>podejmuje <span class="_ _e"></span>decyzje <span class="_ _15"></span>o <span class="_ _e"></span>ich <span class="_ _e"></span>odpowiednim <span class="_ _15"></span>loko<span class="_ _9"></span>waniu <span class="_ _15"></span>w <span class="_ _e"></span>celu </span></div><div class="t m0 x2 hd y58c ff4 fs8 fc1 sc0 ls0 ws0">maksymalizacji <span class="_ _f"></span>możliwych <span class="_ _e"></span>do <span class="_ _f"></span>osiągnicia <span class="_ _e"></span>przychodw <span class="_ _f"></span>finansowych <span class="_ _f"></span>przy <span class="_ _e"></span>jednoczesnym <span class="_ _f"></span>zabezpieczeniu <span class="_ _f"></span>Spłki <span class="_ _e"></span>przed <span class="_ _f"></span>ryzykiem </div><div class="t m0 x2 hd y58d ff3 fs8 fc1 sc0 ls0 ws0">kredytowym.   </div><div class="t m0 x2 hd y58e ff4 fs8 fc1 sc0 ls0 ws0">Spłka <span class="_ _1b"></span>nie <span class="_ _0"></span>posiada <span class="_ _1b"></span>z<span class="_ _9"></span>naczącej <span class="_ _0"></span>koncentracji <span class="_ _1b"></span>ryzyka <span class="_ _0"></span>kredytowego. <span class="_ _1b"></span>Ryzyko rozłożone <span class="_ _1b"></span>jest <span class="_ _1b"></span>na d<span class="_ _0"></span>użą <span class="_ _0"></span>ilość <span class="_ _1b"></span>partnerw <span class="_ _0"></span>i <span class="_ _1b"></span>klientw. Ponad<span class="ff3">to </span></div><div class="t m0 x2 hd y58f ff4 fs8 fc1 sc0 ls0 ws0">należy <span class="_ _e"></span>zauważyć, <span class="_ _e"></span>że <span class="_ _e"></span>należności <span class="_ _e"></span>dotyczące <span class="_ _e"></span>głwnej <span class="_ _e"></span>działalności <span class="_ _e"></span>Spłki <span class="_ _e"></span>tj. <span class="_ _f"></span>sprzedaży <span class="_ _15"></span>mieszka, <span class="_ _e"></span>lokali <span class="_ _e"></span>usługowych <span class="_ _e"></span>i <span class="_ _e"></span>garaży, <span class="_ _f"></span>są <span class="_ _15"></span>w<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y590 ff3 fs8 fc1 sc0 ls11 ws0">pe<span class="ff4 ls0">łni zabezpieczone gdyż <span class="_ _9"></span>wydanie przedmio<span class="_ _9"></span>tu sprzedaży nastpuj<span class="_ _9"></span>e po z<span class="_ _9"></span>apłaceniu przez nabywc<span class="_ _9"></span>w całkowitej c<span class="_ _9"></span>eny wynikającej </span></div><div class="t m0 x2 hd y591 ff4 fs8 fc1 sc0 ls0 ws0">z umowy przedwstpnej sprzedaży.<span class="ff3"> </span></div><div class="t m0 x2 hd y592 ff4 fs8 fc1 sc0 ls0 ws0">Struktura <span class="_ _15"></span>nal<span class="_ _9"></span>eżności <span class="_ _e"></span>handlowych <span class="_ _e"></span>w <span class="_ _e"></span>podziale <span class="_ _e"></span>na <span class="_ _e"></span>o<span class="_ _9"></span>kres <span class="_ _15"></span>przetermino<span class="_ _9"></span>wania <span class="_ _e"></span>przedstawiona <span class="_ _e"></span>jest <span class="_ _e"></span>w <span class="_ _e"></span>nocie <span class="_ _e"></span>7.11 <span class="_ _f"> </span><span class="ff9">Należn<span class="_ _9"></span>ości <span class="_ _e"></span>z <span class="_ _e"></span>tytułu </span></div><div class="t m0 x2 h3f y593 ff9 fs8 fc1 sc0 ls0 ws0">dostaw i usług oraz pozostałe należności.<span class="ffa"> </span></div><div class="t m0 x2 h1c y594 ff1 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h1c y595 ff1 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">39<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 he y22f ff2 fs4 fc0 sc0 ls0 ws0">RYZYKO PŁYNNOŚCI<span class="_ _9"></span><span class="ff1"> </span></div><div class="t m0 x2 hd y596 ff4 fs8 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _e"></span>płynności <span class="_ _15"></span>jest <span class="_ _e"></span>to <span class="_ _e"></span>ryzyko <span class="_ _e"></span>polegające <span class="_ _15"></span>na <span class="_ _e"></span>braku <span class="_ _e"></span>możliwości <span class="_ _e"></span>regulowania <span class="_ _e"></span>przez <span class="_ _15"></span>S<span class="_ _9"></span>płk <span class="_ _15"></span>swo<span class="_ _9"></span>ich <span class="_ _15"></span>zo<span class="_ _9"></span>bowiąza <span class="_ _e"></span>finansowych <span class="_ _15"></span>w </div><div class="t m0 x2 hd y597 ff4 fs8 fc1 sc0 ls0 ws0">terminie <span class="_ _f"> </span>ich <span class="_ _10"> </span>zapadalności. <span class="_ _10"> </span>Celem <span class="_ _10"> </span>Spłki <span class="_ _10"> </span>jest <span class="_ _10"> </span>zapewnienie, <span class="_ _10"> </span>w <span class="_ _10"> </span>najwyższym  m<span class="_ _0"></span>ożliwym <span class="_ _10"> </span>stopniu, <span class="_ _f"> </span>ż<span class="_ _9"></span>e <span class="_ _f"> </span>jej <span class="_ _10"> </span>płynność <span class="_ _10"> </span>bdzie <span class="_ _10"> </span>zawsze<span class="_ _9"></span> </div><div class="t m0 x2 hd y598 ff4 fs8 fc1 sc0 ls0 ws0">zachowana <span class="_ _9"></span>na <span class="_ _15"></span>poziomie <span class="_ _9"></span>pozwalającym <span class="_ _9"></span>na <span class="_ _15"></span>regulowanie <span class="_ _9"></span>zobowiąza <span class="_ _9"></span>w <span class="_ _15"></span>terminie <span class="_ _9"></span>ich <span class="_ _9"></span>zapadalności, <span class="_ _15"></span>bez <span class="_ _9"></span>ponoszenia <span class="_ _9"></span>n<span class="_ _9"></span>iemożliwych </div><div class="t m0 x2 hd y599 ff4 fs8 fc1 sc0 ls0 ws0">do przyjcia strat lub ryzyka narażenia na szwank reputacji Spłki.<span class="ff3"> <span class="_ _1c"> </span> </span></div><div class="t m0 x2 hd y59a ff4 fs8 fc1 sc0 ls0 ws0">Poniższa <span class="_ _e"></span>tabela <span class="_ _f"></span>przedstawia <span class="_ _e"></span>całkowitą <span class="_ _f"></span>wartość <span class="_ _e"></span>przyszłych <span class="_ _f"></span>niezd<span class="_ _0"></span>yskontowanych <span class="_ _f"></span>przepływw <span class="_ _e"></span>pieniżnych <span class="_ _e"></span>z<span class="_ _9"></span> <span class="_ _e"></span>tytułu <span class="_ _f"></span>zobowiąza </div><div class="t m0 x2 hd y59b ff4 fs8 fc1 sc0 ls0 ws0">finansowych Spłki w rozbiciu na kontraktowe terminy zapadalności<span class="ff3">: </span></div><div class="t m0 x2 h1c y59c ff2 fs8 fc1 sc0 ls0 ws0">Rok bieżący<span class="ff3"> </span></div></div><div class="c x2 y59d w71 h18"><div class="t m0 x0 h9 yd8 ff2 fs5 fc1 sc0 ls0 ws0">STRUKTURA ZAPADALNOŚCI ZO<span class="_ _0"></span>BOWIĄZAŃ<span class="ff1"> </span></div></div><div class="c xc9 y59d w72 h18"><div class="t m0 x15 h9 yd9 ff1 fs5 fc1 sc0 ls7 ws0">0 <span class="ff2 ls0">–<span class="ff1"> </span>6 miesięcy<span class="ff1"> </span></span></div></div><div class="c xca y59d w73 h18"><div class="t m0 x1a h9 yd8 ff1 fs5 fc1 sc0 ls0 ws0">6-<span class="ff2">12 miesięcy</span> </div></div><div class="c xcb y59d w74 h18"><div class="t m0 xa1 h9 yd8 ff1 fs5 fc1 sc0 ls7 ws0">1 <span class="ff2 ls0">–<span class="ff1"> 2 lata </span></span></div></div><div class="c xcc y59d w73 h18"><div class="t m0 x5f h9 yd8 ff1 fs5 fc1 sc0 ls7 ws0">2 <span class="ff2 ls0">–<span class="ff1"> 5 lat </span></span></div></div><div class="c xcd y59d w74 h18"><div class="t m0 x19 h9 yd8 ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x2 y59e w71 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu kredytw<span class="ff3"> </span></div></div><div class="c xc9 y59e w72 h12"><div class="t m0 x1 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xca y59e w73 h12"><div class="t m0 x9 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xcb y59e w74 h12"><div class="t m0 x9 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xcc y59e w73 h12"><div class="t m0 x9 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xcd y59e w74 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y59f w71 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Obligacje własne wye<span class="_ _0"></span>mitowane<span class="ff3"> </span></div></div><div class="c xc9 y59f w72 h10"><div class="t m0 xa1 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">13<span class="ls0"> </span>491<span class="ls0"> </span></div></div><div class="c xca y59f w73 h10"><div class="t m0 xa0 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">64<span class="ls0"> </span>777<span class="ls0"> </span></div></div><div class="c xcb y59f w74 h10"><div class="t m0 x8b h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">125<span class="ls0"> </span>928<span class="ls0"> </span></div></div><div class="c xcc y59f w73 h10"><div class="t m0 x8b h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">422<span class="ls0"> </span>228<span class="ls0"> </span></div></div><div class="c xcd y59f w74 h10"><div class="t m0 xad h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">626<span class="ls0"> </span>424<span class="ls0"> </span></div></div><div class="c x2 y5a0 w71 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu dostaw i usług i pozostałe<span class="ff3"> </span></div></div><div class="c xc9 y5a0 w72 h10"><div class="t m0 x80 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">257<span class="ls0"> </span>442<span class="ls0"> </span></div></div><div class="c xca y5a0 w73 h10"><div class="t m0 xa0 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">11<span class="ls0"> </span>850<span class="ls0"> </span></div></div><div class="c xcb y5a0 w74 h10"><div class="t m0 xa0 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">46<span class="ls0"> </span>768<span class="ls0"> </span></div></div><div class="c xcc y5a0 w73 h10"><div class="t m0 x1e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">9 <span class="ls7">235</span> </div></div><div class="c xcd y5a0 w74 h10"><div class="t m0 xad h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">325<span class="ls0"> </span>295<span class="ls0"> </span></div></div><div class="c x2 y5a1 w71 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu leasingu<span class="ff3"> </span></div></div><div class="c xc9 y5a1 w72 h12"><div class="t m0 x8b h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">682</span> </div></div><div class="c xca y5a1 w73 h12"><div class="t m0 x1e h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">653</span> </div></div><div class="c xcb y5a1 w74 h12"><div class="t m0 x1e h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">8 <span class="ls7">708</span> </div></div><div class="c xcc y5a1 w73 h12"><div class="t m0 xa0 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">40<span class="ls0"> </span>181<span class="ls0"> </span></div></div><div class="c xcd y5a1 w74 h12"><div class="t m0 x19 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">58<span class="ls0"> </span>224<span class="ls0"> </span></div></div><div class="c x2 y44a w71 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c xc9 y44a w72 h10"><div class="t m0 x80 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">277<span class="ls0"> </span>615<span class="ls0"> </span></div></div><div class="c xca y44a w73 h10"><div class="t m0 xa0 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">79<span class="ls0"> </span>280<span class="ls0"> </span></div></div><div class="c xcb y44a w74 h10"><div class="t m0 x8b h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">181<span class="ls0"> </span>404<span class="ls0"> </span></div></div><div class="c xcc y44a w73 h10"><div class="t m0 x8b h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">471<span class="ls0"> </span>644<span class="ls0"> </span></div></div><div class="c xcd y44a w74 h10"><div class="t m0 x61 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">009</span> <span class="ls7">943</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h5 y5a2 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h1c y5a3 ff1 fs8 fc1 sc0 ls0 ws0">Rok poprzedni </div></div><div class="c x2 y5a4 w71 h18"><div class="t m0 x0 h9 yd8 ff2 fs5 fc1 sc0 ls0 ws0">STRUKTURA ZAPADALNOŚCI ZO<span class="_ _0"></span>BOWIĄZAŃ<span class="ff1"> </span></div></div><div class="c xc9 y5a4 w72 h18"><div class="t m0 x15 h9 yd9 ff1 fs5 fc1 sc0 ls7 ws0">0 <span class="ff2 ls0">–<span class="ff1"> </span>6 miesięcy<span class="ff1"> </span></span></div></div><div class="c xca y5a4 w73 h18"><div class="t m0 x1a h9 yd8 ff1 fs5 fc1 sc0 ls0 ws0">6-<span class="ff2">12 miesięcy</span> </div></div><div class="c xcb y5a4 w74 h18"><div class="t m0 xa1 h9 yd8 ff1 fs5 fc1 sc0 ls7 ws0">1 <span class="ff2 ls0">–<span class="ff1"> 2 lata </span></span></div></div><div class="c xcc y5a4 w73 h18"><div class="t m0 x5f h9 yd8 ff1 fs5 fc1 sc0 ls7 ws0">2 <span class="ff2 ls0">–<span class="ff1"> 5 lat </span></span></div></div><div class="c xcd y5a4 w74 h18"><div class="t m0 x19 h9 yd8 ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x2 y5a5 w71 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu kredytw<span class="ff3"> </span></div></div><div class="c xc9 y5a5 w72 h12"><div class="t m0 xa1 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>011<span class="ls0"> </span></div></div><div class="c xca y5a5 w73 h12"><div class="t m0 x9 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xcb y5a5 w74 h12"><div class="t m0 x9 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xcc y5a5 w73 h12"><div class="t m0 x9 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xcd y5a5 w74 h12"><div class="t m0 x19 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>011<span class="ls0"> </span></div></div><div class="c x2 y5a6 w71 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Obligacje własne <span class="ff3">wyemi<span class="_ _0"></span>towane </span></div></div><div class="c xc9 y5a6 w72 h10"><div class="t m0 x8b h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">363</span> </div></div><div class="c xca y5a6 w73 h10"><div class="t m0 xa0 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">56<span class="ls0"> </span>769<span class="ls0"> </span></div></div><div class="c xcb y5a6 w74 h10"><div class="t m0 xa0 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">62<span class="ls0"> </span>251<span class="ls0"> </span></div></div><div class="c xcc y5a6 w73 h10"><div class="t m0 x8b h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">220<span class="ls0"> </span>74<span class="ls0">6 </span></div></div><div class="c xcd y5a6 w74 h10"><div class="t m0 xad h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">347<span class="ls0"> </span>129<span class="ls0"> </span></div></div><div class="c x2 y323 w71 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu dostaw i usług i pozostałe<span class="ff3"> </span></div></div><div class="c xc9 y323 w72 h12"><div class="t m0 x80 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">268<span class="ls0"> </span>322<span class="ls0"> </span></div></div><div class="c xca y323 w73 h12"><div class="t m0 x1e h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">656</span> </div></div><div class="c xcb y323 w74 h12"><div class="t m0 xa0 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">38<span class="ls0"> </span>304<span class="ls0"> </span></div></div><div class="c xcc y323 w73 h12"><div class="t m0 xa0 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">19<span class="ls0"> </span>174<span class="ls0"> </span></div></div><div class="c xcd y323 w74 h12"><div class="t m0 xad h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">329<span class="ls0"> </span>456<span class="ls0"> </span></div></div><div class="c x2 y5a7 w71 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu leasingu<span class="ff3"> </span></div></div><div class="c xc9 y5a7 w72 h10"><div class="t m0 x8b h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">538</span> </div></div><div class="c xca y5a7 w73 h10"><div class="t m0 x1e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">538</span> </div></div><div class="c xcb y5a7 w74 h10"><div class="t m0 x1e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">8 <span class="ls7">486</span> </div></div><div class="c xcc y5a7 w73 h10"><div class="t m0 xa0 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span>736<span class="ls0"> </span></div></div><div class="c xcd y5a7 w74 h10"><div class="t m0 x19 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">64<span class="ls0"> </span>298<span class="ls0"> </span></div></div><div class="c x2 y5a8 w71 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c xc9 y5a8 w72 h10"><div class="t m0 x80 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">328<span class="ls0"> </span>234<span class="ls0"> </span></div></div><div class="c xca y5a8 w73 h10"><div class="t m0 xa0 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">62<span class="ls0"> </span>963<span class="ls0"> </span></div></div><div class="c xcb y5a8 w74 h10"><div class="t m0 x8b h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">109<span class="ls0"> </span>041<span class="ls0"> </span></div></div><div class="c xcc y5a8 w73 h10"><div class="t m0 x8b h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">290<span class="ls0"> </span>65<span class="ls0">6 </span></div></div><div class="c xcd y5a8 w74 h10"><div class="t m0 xad h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">790<span class="ls0"> </span>894<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y1b7 ff4 fs8 fc1 sc0 ls0 ws0">Zobowiązania z tytułu leasingu obejmują rwnież okres dłuższy niż 5 lat.<span class="ff3">  </span></div><div class="t m0 x2 hd y5a9 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y5aa ff4 fs8 fc1 sc0 ls0 ws0">Zarządzanie płynnością Spłki odbywa si g<span class="_ _0"></span>łwnie poprzez:<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 xc hd y5ab ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _1f"> </span><span class="ff4 fs8">krtko, <span class="_ _e"></span>średnio <span class="_ _e"></span>i <span class="_ _e"></span>długo<span class="ff3">-</span>terminowe <span class="_ _e"></span>planowanie <span class="_ _e"></span>przepływw <span class="_ _f"></span>got<span class="_ _0"></span>wkowych<span class="_ _9"></span><span class="ff3"> <span class="_ _e"></span></span>bazujących <span class="_ _e"></span>na <span class="_ _e"></span>regularnie <span class="_ _15"></span>aktualiz<span class="_ _9"></span>owanych </span></span></div><div class="t m0 x9b hd y5ac ff4 fs8 fc1 sc0 ls0 ws0">prognozach <span class="_ _9"></span>działalności <span class="_ _9"></span>operacyjnej <span class="_ _9"></span>i <span class="_ _9"></span>finansowej; <span class="_ _15"></span>szczegłowe <span class="_ _9"></span>plany <span class="_ _9"></span>krtkoterminowe <span class="_ _9"></span>aktualizowane <span class="_ _9"></span>są <span class="_ _9"></span>przynajmniej </div><div class="t m0 x9b hd y71 ff4 fs8 fc1 sc0 ls0 ws0">raz na miesiąc,<span class="ff3"> </span></div><div class="t m0 xc hd y3e4 ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _1f"> </span><span class="ff4 fs8">dobr odpowiednich źrdeł finansowania na podstawie analizy potrzeb Sp<span class="_ _0"></span>łki oraz analizy rynku,  <span class="_ _9"></span><span class="ff3"> </span></span></span></div><div class="t m0 xc hd y5ad ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _1f"> </span><span class="ff4 fs8">bieżący monitoring wskaźnikw wynikających z umw z bankami,<span class="ff3"> </span></span></span></div><div class="t m0 xc hd y30 ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _1f"> </span><span class="ff4 fs8">dywersyfikacj źrdeł finansowania prowadzonej działalności dewelopers<span class="_ _0"></span>kiej,<span class="_ _9"></span><span class="ff3"> </span></span></span></div><div class="t m0 xc hd y5ae ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _1f"> </span><span class="ff4 fs8">wspłprac z instytucjami finansowymi o ustalonej, wysokiej reputacji.<span class="ff3"> </span></span></span></div><div class="t m0 x2 h1c y5af ff1 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h1c y5b0 ff1 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he y5b1 ff2 fs4 fc0 sc0 ls0 ws0">ZARZĄDZANIE KAPITAŁE<span class="_ _9"></span>M<span class="ff1"> </span></div><div class="t m0 x2 hd y379 ff4 fs8 fc1 sc0 ls0 ws0">Polityka Zarząd<span class="_ _0"></span>u zakłada <span class="_ _1b"></span>utrzymy<span class="_ _9"></span>wanie <span class="_ _0"></span>silnej bazy <span class="_ _1b"></span>kapitałow<span class="_ _9"></span>ej <span class="_ _0"></span>w celu <span class="_ _1b"></span>zachow<span class="_ _9"></span>ania <span class="_ _0"></span>zaufania inwestorw, wie<span class="_ _0"></span>rzycieli <span class="_ _0"></span>i rynku<span class="_ _0"></span> oraz<span class="ff3"> </span></div><div class="t m0 x2 hd y5b2 ff4 fs8 fc1 sc0 ls0 ws0">w celu zapewnienia dalszego rozwoju działalności Spłki. <span class="ff3"> </span></div><div class="t m0 x2 hd y1fa ff4 fs8 fc1 sc0 ls0 ws0">Za <span class="_ _f"></span>lata <span class="_ _e"></span>kocząc<span class="_ _9"></span>e <span class="_ _f"></span>si <span class="_ _e"></span><span class="ff3">31 <span class="_ _f"></span>grudnia <span class="_ _f"></span>2023 <span class="_ _e"></span><span class="ls12">i <span class="_ _f"> </span><span class="ls6">202</span></span>2 <span class="_ _f"></span></span>r. <span class="_ _f"></span>stopa <span class="_ _f"></span>zwrotu <span class="_ _e"></span>z <span class="_ _f"></span>kapitału <span class="_ _e"></span>(liczo<span class="_ _9"></span>na <span class="_ _f"></span>jako <span class="_ _e"></span>zysk <span class="_ _f"></span>netto <span class="_ _f"></span>do <span class="_ _e"></span>średniorocznej <span class="_ _f"></span>wartości </div><div class="t m0 x2 hd y5b3 ff4 fs8 fc1 sc0 ls0 ws0">kapitałw <span class="_ _1b"></span>własnych) <span class="_ _1b"></span>wynosiła <span class="ff3">od<span class="_ _0"></span>powiednio <span class="_ _1b"></span>32,4% <span class="_ _0"></span>i <span class="_ _1b"></span>29,0% <span class="_ _0"></span>. <span class="_ _1b"></span><span class="ff4">W <span class="_ _1b"></span>tym <span class="_ _1b"></span>czasie <span class="_ _1b"></span>średni <span class="_ _1b"></span>w<span class="_ _9"></span>ażony <span class="_ _1b"></span>koszt <span class="_ _0"></span>oprocentowania <span class="_ _4"></span>zadłużenia <span class="_ _1b"></span>Spłki<span class="_ _9"></span> </span></span></div><div class="t m0 x2 hd y5b4 ff4 fs8 fc1 sc0 ls0 ws0">wynosił<span class="ff3"> 5,4<span class="ls29">% <span class="ls2c">w <span class="ls6">202</span></span></span>3 roku i <span class="ls6">4,</span>2%  <span class="ls29">w <span class="ls6">202</span></span>2 roku. </span></div><div class="t m0 x2 hd y3ef ff4 fs8 fc1 sc0 ls0 ws0">Na <span class="_ _9"></span>dzie <span class="_ _15"></span><span class="ff3">31 <span class="_ _15"></span>grudnia <span class="_ _9"></span>2023 <span class="_ _15"></span><span class="ls12">i <span class="_ _15"></span><span class="ls6">202</span></span>2 <span class="_ _15"></span></span>wspłczynnik <span class="_ _15"></span>dźwigni <span class="_ _9"></span>finansowej <span class="_ _15"></span>netto <span class="_ _15"></span>(liczony <span class="_ _15"></span>jako <span class="_ _9"></span>zadłużenie <span class="_ _15"></span>z <span class="_ _9"></span>tytułu <span class="_ _15"></span>kredytw <span class="_ _9"></span>i <span class="_ _15"></span>obligacji </div><div class="t m0 x2 hd y1fd ff4 fs8 fc1 sc0 ls0 ws0">pomniejszone <span class="_ _0"></span>o środki pieniżne i ich <span class="_ _0"></span>ekwiwalenty oraz krtkoterminowe aktywa <span class="_ _0"></span>finansowe podzielone p<span class="_ _0"></span>rzez kapitały własne) </div><div class="t m0 x2 hd y2cc ff4 fs8 fc1 sc0 ls0 ws0">wynosił odpowiednio<span class="ff3"> <span class="ls6">30</span>,0% i 9,0%. </span></div><div class="t m0 x2 hd y2cd ff4 fs8 fc1 sc0 ls0 ws0">Spłka nie posiada zdefiniowanego planu wykupu akcji własnych.<span class="ff3"> </span></div><div class="t m0 x2 hd y2ce ff4 fs8 fc1 sc0 ls0 ws0">Spłka nie podlega żadnym zewntrznie określonym wymogom kapitałowym z wyjątkiem wymogw ustawowych określonych </div><div class="t m0 x2 hd y53c ff4 fs8 fc1 sc0 ls0 ws0">w Kodeksie Spłek Handlowych.<span class="ff3"> </span></div><div class="t m0 x1 h29 y53d ff3 fs2 fc1 sc0 ls0 ws0"> <span class="_ _b"> </span><span class="ff1 fsa"> </span></div></div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x3 y11 w3 h4" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">40<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h29 y173 ff1 fsa fc0 sc0 ls11 ws0">7.32<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">ZYSK NA AKCJĘ<span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y174 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y5b5 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y5b6 ff4 fs8 fc1 sc0 ls0 ws0">W S<span class="_ _0"></span>płce nie<span class="_ _0"></span> wystpuje <span class="_ _1b"></span>działalność zaniechana, <span class="_ _1b"></span>w<span class="_ _9"></span> związku <span class="_ _1b"></span>z tym <span class="_ _0"></span>zysk na akcj <span class="_ _1b"></span>z działalności <span class="_ _1b"></span>ko<span class="_ _9"></span>ntynuowanej jest <span class="_ _1b"></span>rwny zyskowi </div><div class="t m0 x2 hd y5b7 ff4 fs8 fc1 sc0 ls0 ws0">na akcj wyliczonemu powyżej.<span class="ff3"> </span></div><div class="t m0 x2 hd y5b8 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y5b9 ff1 fsa fc0 sc0 ls11 ws0">7.33<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff1 fc1">PODA<span class="_ _9"></span>TEK DOCHODOWY<span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y5ba ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y5bb w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">PODATEK DOCHODOWY </div></div><div class="c x77 y5bb w36 h10"><div class="t m0 x2d h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023 </span></div></div><div class="c x78 y5bb w37 h10"><div class="t m0 x57 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022 </span></div></div><div class="c x2 y217 w35 h10"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Podatek dochodo<span class="_ _0"></span>wy bieżący<span class="ff1"> </span></div></div><div class="c x77 y217 w36 h10"><div class="t m0 x30 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls7">42</span> <span class="ls7">512</span>) </div></div><div class="c x78 y217 w37 h10"><div class="t m0 x17 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls7">89</span> <span class="ls7">54<span class="ls2e">4)</span></span> </div></div><div class="c x2 y5bc w35 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Podatek dochodo<span class="_ _0"></span>wy odroczony </div></div><div class="c x77 y5bc w36 h12"><div class="t m0 x30 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls7">26</span> <span class="ls7">353</span>) </div></div><div class="c x78 y5bc w37 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">26<span class="ls0"> </span>531<span class="ls0"> </span></div></div><div class="c x2 y34c w35 h13"><div class="t m0 x0 h9 y103 ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x77 y34c w36 h13"><div class="t m0 x30 h9 y103 ff1 fs5 fc1 sc0 ls0 ws0">(<span class="ls7">68</span> <span class="ls7">865</span>) </div></div><div class="c x78 y34c w37 h13"><div class="t m0 x17 h9 y103 ff1 fs5 fc1 sc0 ls0 ws0">(<span class="ls7">63</span> <span class="ls7">013</span>) </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y5bd ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y372 ff4 fs8 fc1 sc0 ls0 ws0">Zobowiązanie<span class="ff3"> </span>Spłki z <span class="_ _9"></span>tytułu podatku dochodowego <span class="_ _9"></span>od osb <span class="_ _9"></span>prawnych na dzie <span class="_ _9"></span><span class="ff3 ls6">31 <span class="ls0">gr<span class="_ _9"></span>udnia 2023 </span></span>ro<span class="_ _9"></span>ku wynosił<span class="ff3">o <span class="_ _9"></span>10 462 tys. </span>zł. </div><div class="t m0 x2 hd y5be ff4 fs8 fc1 sc0 ls0 ws0">Na dzie <span class="ff3">31 grudnia 2022 roku </span>zobowiązanie<span class="ff3"> </span>Spłki z tego tytułu wyn<span class="ff3">io</span>sło<span class="ff3"> <span class="ls6">63</span> <span class="ls6">990</span> tys. </span><span class="ls29">zł</span><span class="ff3">. </span></div><div class="t m0 x2 hd y374 ff4 fs8 fc1 sc0 ls0 ws0">Uzgodnienie <span class="_ _f"></span>pomidzy <span class="_ _e"></span>podatkiem <span class="_ _f"></span>dochodowym <span class="_ _f"></span>obliczonym <span class="_ _f"></span>jako <span class="_ _f"></span>iloczyn <span class="_ _f"></span>zysku <span class="_ _e"></span>br<span class="_ _9"></span>utto <span class="_ _f"></span>przed <span class="_ _e"></span>o<span class="_ _9"></span>podatkowaniem <span class="_ _f"></span>i <span class="_ _e"></span>u<span class="_ _9"></span>stawowej </div><div class="t m0 x2 hd y5bf ff4 fs8 fc1 sc0 ls0 ws0">stawki <span class="_ _f"></span>podatku <span class="_ _f"></span>a <span class="_ _f"></span>rzeczywistym <span class="_ _f"></span>obciążeniem <span class="_ _f"></span>z <span class="_ _f"></span>tytułu <span class="_ _f"></span>podatku <span class="_ _f"></span>dochodow<span class="_ _9"></span>ego <span class="_ _f"></span>wykazanym <span class="_ _f"></span>w <span class="_ _f"></span>rachunku<span class="_ _0"></span> <span class="_ _f"></span>zyskw <span class="_ _f"> </span>i <span class="_ _f"> </span>strat <span class="_ _10"> </span>Spłki </div><div class="t m0 x2 hd y5c0 ff4 fs8 fc1 sc0 ls0 ws0">zaprezentowane jest poniżej.<span class="ff3"> </span></div></div><div class="c x2 y5c1 w75 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">UZGODNIENIE </div></div><div class="c xa5 y5c1 w76 h10"><div class="t m0 xa0 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023 </span></div></div><div class="c x82 y5c1 w54 h10"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022 </span></div></div><div class="c x2 y5c2 w75 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Zysk brutto </div></div><div class="c xa5 y5c2 w76 h10"><div class="t m0 x3e h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">509<span class="ls0"> </span>979<span class="ls0"> </span></div></div><div class="c x82 y5c2 w54 h10"><div class="t m0 xba h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">436<span class="ls0"> </span>69<span class="ls0">7 </span></div></div><div class="c x2 y5c3 w75 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Według stawki po<span class="_ _0"></span>datkowej wynoszącej 19%<span class="ff3"> </span></div></div><div class="c xa5 y5c3 w76 h10"><div class="t m0 x8e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">96<span class="ls0"> </span>896<span class="ls0"> </span></div></div><div class="c x82 y5c3 w54 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">82<span class="ls0"> </span>97<span class="ls0">2 </span></div></div><div class="c x2 y32e w75 h30"><div class="t m0 x0 h11 ye7 ff4 fs5 fc1 sc0 ls0 ws0">Trwałe rżnice ni<span class="_ _0"></span>e objte podatkiem dochodo<span class="_ _0"></span>wym bieżącym i odroczonym  </div><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">w sprawozdaniu finanso<span class="_ _0"></span>wym  <span class="_ _14"> </span><span class="ff4">(z wyłączeniem kosztu opcji men<span class="_ _0"></span>edżerskich)<span class="ff3"> </span></span></div></div><div class="c xa5 y32e w76 h30"><div class="t m0 xce h11 ye8 ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">578</span> </div></div><div class="c x82 y32e w54 h30"><div class="t m0 xb0 h11 ye8 ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">29</span>8 </div></div><div class="c x2 y5c4 w75 h30"><div class="t m0 x0 h11 ye7 ff4 fs5 fc1 sc0 ls0 ws0">Efekt podatkowy op<span class="_ _0"></span>cji menadżerskich trwale nie<span class="_ _0"></span>stanowiących kosztu </div><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">uzyskania przycho<span class="_ _0"></span>dw<span class="ff3"> </span></div></div><div class="c xa5 y5c4 w76 h30"><div class="t m0 x2 h11 ye8 ff3 fs5 fc1 sc0 ls7 ws0">665<span class="ls0"> </span></div></div><div class="c x82 y5c4 w54 h30"><div class="t m0 xb0 h11 ye8 ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">025</span> </div></div><div class="c x2 y5c5 w75 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Otrzymana dywidenda </div></div><div class="c xa5 y5c5 w76 h12"><div class="t m0 x21 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(30 274) </div></div><div class="c x82 y5c5 w54 h12"><div class="t m0 xba h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(22 282) </div></div><div class="c x2 y49d w75 h15"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Inne </div></div><div class="c xa5 y49d w76 h15"><div class="t m0 xcf h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x82 y49d w54 h15"><div class="t m0 xb9 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y5c6 w75 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Obciążenie rzeczywiste z tytu<span class="_ _0"></span>łu podatku dochodowego<span class="ff1"> </span></div></div><div class="c xa5 y5c6 w76 h10"><div class="t m0 x8e h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">68<span class="ls0"> </span>865<span class="ls0"> </span></div></div><div class="c x82 y5c6 w54 h10"><div class="t m0 x8f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">63<span class="ls0"> </span>013<span class="ls0"> </span></div></div><div class="c x2 y2a2 w75 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Efektywna stawka podatkowa (<span class="_ _0"></span>w %) </div></div><div class="c xa5 y2a2 w76 h12"><div class="t m0 xd h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">13,50 </div></div><div class="c x82 y2a2 w54 h12"><div class="t m0 xb0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">14,43 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y5c7 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y256 ff4 fs8 fc1 sc0 ls0 ws0">Regulacje <span class="_ _10"> </span>dotyczące <span class="_ _10"> </span>podatku <span class="_ _10"> </span>od <span class="_ _13"> </span>towarw <span class="_ _10"> </span>i <span class="_ _13"> </span>usług, <span class="_ _10"> </span>podatku <span class="_ _10"> </span>dochodowego <span class="_ _10"> </span>od <span class="_ _10"> </span>osb <span class="_ _13"> </span>prawnych <span class="_ _10"> </span>oraz <span class="_ _10"> </span>obciąże <span class="_ _10"> </span>związanych <span class="_ _13"> </span>z </div><div class="t m0 x2 hd y5c8 ff4 fs8 fc1 sc0 ls0 ws0">ubezpieczeniami <span class="_ _16"> </span>społecznymi <span class="_ _17"> </span>podlegają <span class="_ _16"> </span>czstym <span class="_ _16"> </span>z<span class="_ _9"></span>mianom. <span class="_ _16"> </span>Te <span class="_ _17"> </span>czste <span class="_ _16"> </span>z<span class="_ _9"></span>miany <span class="_ _16"> </span>powodują <span class="_ _17"> </span>brak <span class="_ _17"> </span>odpowiednich <span class="_ _16"> </span>punktw </div><div class="t m0 x2 hd y5c9 ff4 fs8 fc1 sc0 ls0 ws0">odniesienia, niespjne interpretacje oraz nieliczne ustanowione precedensy, ktre mogłyby mieć zastosowanie. Obowiązujące </div><div class="t m0 x2 hd y5ca ff4 fs8 fc1 sc0 ls0 ws0">przepisy <span class="_ _17"> </span>zawierają <span class="_ _17"> </span>rwnież <span class="_ _17"> </span>niejasności, <span class="_ _19"> </span>ktre <span class="_ _17"> </span>powodują <span class="_ _17"> </span>rżnice <span class="_ _17"> </span>w <span class="_ _19"> </span>opiniach, <span class="_ _17"> </span>co <span class="_ _17"> </span>do <span class="_ _17"> </span>interpretacji <span class="_ _17"> </span>prawnej <span class="_ _17"> </span>przepisw </div><div class="t m0 x2 hd y5cb ff4 fs8 fc1 sc0 ls0 ws0">podatkowych, zarwno pomidzy organami pastwowymi jak i organami pastwowymi i przedsibiorstwami. <span class="ff3"> </span></div><div class="t m0 x2 hd y5cc ff4 fs8 fc1 sc0 ls0 ws0">Rozliczenia <span class="_ _1b"></span>podatkow<span class="_ _9"></span>e <span class="_ _1b"></span>o<span class="_ _9"></span>raz <span class="_ _1b"></span>inne <span class="_ _1b"></span>o<span class="_ _9"></span>bszary <span class="_ _1b"></span>działalności (na <span class="_ _1b"></span>przykład <span class="_ _1b"></span>kwestie <span class="_ _1b"></span>celne czy <span class="_ _1b"></span>dewizowe) m<span class="_ _0"></span>ogą <span class="_ _1b"></span>być p<span class="_ _0"></span>rzedmiotem <span class="_ _1b"></span>ko<span class="_ _9"></span>ntroli </div><div class="t m0 x2 hd y5cd ff4 fs8 fc1 sc0 ls0 ws0">organw,  ktre <span class="_ _10"> </span>uprawnione <span class="_ _13"> </span>są  do  n<span class="_ _0"></span>akładania  wysokich <span class="_ _10"> </span>kar  i <span class="_ _13"> </span>grzywien,  a <span class="_ _10"> </span>wszelkie  dodatkowe <span class="_ _13"> </span>zobowiązania  p<span class="_ _0"></span>odatkowe, </div><div class="t m0 x2 hd y52a ff4 fs8 fc1 sc0 ls0 ws0">wynikające <span class="_ _1b"></span>z <span class="_ _1b"></span>ko<span class="_ _9"></span>ntroli, <span class="_ _1b"></span>muszą <span class="_ _1b"></span>zo<span class="_ _9"></span>stać <span class="_ _1b"></span>z<span class="_ _9"></span>apłacone <span class="_ _1b"></span>wraz <span class="_ _0"></span>z <span class="_ _1b"></span>wysokimi <span class="_ _0"></span>odsetkami. <span class="_ _1b"></span>Te <span class="_ _1b"></span>warunki <span class="_ _0"></span>powodują, <span class="_ _1b"></span>że ryzyko <span class="_ _4"></span>podatkowe <span class="_ _0"></span>w <span class="_ _1b"></span>Po<span class="_ _9"></span>lsce </div><div class="t m0 x2 hd y5ce ff4 fs8 fc1 sc0 ls0 ws0">jest wiksze niż w krajach o bardziej dojrzałym systemie p<span class="_ _0"></span>odatkow<span class="_ _9"></span>ym.<span class="ff3"> </span></div></div><div class="c x2 y486 w69 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">KALKULACJA ZYSKU <span class="ff2">PODSTAWOWEGO I ROZW<span class="_ _0"></span>ODNIONEGO NA AKCJĘ<span class="ff1"> </span></span></div></div><div class="c x77 y486 w65 h10"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01.<span class="ls0">-</span>31.12. 2023<span class="ls0"> </span></div></div><div class="c x78 y486 w37 h10"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01.<span class="ls0">-</span>31.12. 2022<span class="ls0"> </span></div></div><div class="c x2 y5cf w69 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x77 y5cf w65 h10"><div class="t m0 x28 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x78 y5cf w37 h10"><div class="t m0 xe h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y5d0 w69 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">PODSTAWOWY ZYSK NA AKCJĘ<span class="ff3 ls2f">    </span><span class="ff1"> </span></div></div><div class="c x77 y5d0 w65 h12"><div class="t m0 x28 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x78 y5d0 w37 h12"><div class="t m0 xe h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y41f w69 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zysk do wylicze<span class="_ _0"></span>nia podstawowego zysku na akcj<span class="_ _0"></span> <span class="_ _9"></span><span class="ff3"> </span></div></div><div class="c x77 y41f w65 h10"><div class="t m0 x2e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">441 114<span class="ls0"> </span></div></div><div class="c x78 y41f w37 h10"><div class="t m0 x2e h9 y8b ff3 fs5 fc1 sc0 ls7 ws0">373 684<span class="ff1 ls0"> </span></div></div><div class="c x2 y5d1 w69 h30"><div class="t m0 x0 h11 ye7 ff4 fs5 fc1 sc0 ls0 ws0">Średnia ważona liczb<span class="_ _0"></span>a akcji zwykłych Spłki do wyliczeni<span class="_ _0"></span>a <span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">podstawowego zy<span class="_ _0"></span>sku na akcj<span class="ff3"> </span></div></div><div class="c x77 y5d1 w65 h30"><div class="t m0 x6d h11 y3b3 ff3 fs5 fc1 sc0 ls7 ws0">25<span class="ls0"> </span>657 874<span class="ls0"> </span></div></div><div class="c x78 y5d1 w37 h30"><div class="t m0 x86 h11 y3b3 ff3 fs5 fc1 sc0 ls2f ws0">         <span class="ls7">25 523 354 <span class="ls0"> </span></span></div></div><div class="c x2 y553 w69 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Podstawowy zysk na akcję (PLN) <span class="ff1"> <span class="_ _22"> </span> </span></div></div><div class="c x77 y553 w65 h12"><div class="t m0 x8c h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">17,19 </div></div><div class="c x78 y553 w37 h12"><div class="t m0 x6b h9 y8e ff1 fs5 fc1 sc0 ls2f ws0">                      <span class="ls0">14,64  </span></div></div><div class="c x2 y5d2 w69 h12"><div class="t m0 x4a h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x77 y5d2 w65 h12"><div class="t m0 xe h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x78 y5d2 w37 h12"><div class="t m0 x98 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x2 y5d3 w69 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">ROZWODNIONY ZYSK NA AKC<span class="_ _0"></span>JĘ<span class="ff1"> </span></div></div><div class="c x77 y5d3 w65 h10"><div class="t m0 xe h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x78 y5d3 w37 h10"><div class="t m0 x98 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x2 y448 w69 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zysk do wylicze<span class="_ _0"></span>nia rozwodnionego zysku na akcj <span class="ff3"> </span></div></div><div class="c x77 y448 w65 h10"><div class="t m0 x2e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">441 114<span class="ls0"> </span></div></div><div class="c x78 y448 w37 h10"><div class="t m0 x2e h9 y8b ff3 fs5 fc1 sc0 ls7 ws0">373 684<span class="ff1 ls0"> </span></div></div><div class="c x2 y340 w69 h1b"><div class="t m0 x0 h11 y2d3 ff4 fs5 fc1 sc0 ls0 ws0">Potencjalne akcje<span class="_ _0"></span> rozwadniające dotyczące opcji na ak<span class="_ _0"></span>cje<span class="ff3"> </span></div><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ff4">z Programu Opcji Mened<span class="_ _0"></span>żerskich<span class="ff3"> </span></span></div></div><div class="c x77 y340 w65 h1b"><div class="t m0 x2e h11 y5d4 ff3 fs5 fc1 sc0 ls7 ws0">114 13<span class="ls0">2 </span></div></div><div class="c x78 y340 w37 h1b"><div class="t m0 x52 h9 y5d4 ff3 fs5 fc1 sc0 ls2f ws0">                   <span class="ls7">54 796 <span class="ff1 ls0"> </span></span></div></div><div class="c x2 y5d5 w69 h30"><div class="t m0 x0 h11 ye7 ff4 fs5 fc1 sc0 ls0 ws0">Średnia ważona rozwod<span class="_ _0"></span>niona liczba akcji zwykłych Spłki d<span class="_ _0"></span>o wyliczenia  <span class="ff3"> </span></div><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">rozwodnionego<span class="_ _0"></span> zysku na akcj<span class="ff3"> </span></div></div><div class="c x77 y5d5 w65 h30"><div class="t m0 x6d h11 ye8 ff3 fs5 fc1 sc0 ls7 ws0">25<span class="ls0"> </span>772 006<span class="ls0"> </span></div></div><div class="c x78 y5d5 w37 h30"><div class="t m0 x86 h11 ye8 ff3 fs5 fc1 sc0 ls2f ws0">         <span class="ls7">25 578 150 <span class="ls0"> </span></span></div></div><div class="c x2 y5d6 w69 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Rozwodniony zysk na akcję (PLN)<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x77 y5d6 w65 h10"><div class="t m0 x8c h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">17,12 </div></div><div class="c x78 y5d6 w37 h10"><div class="t m0 x1 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">14,61 </div></div></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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n/pSy233z7+l/WL//t/P/HRsoiksbH9Ax84U9swTaNrx5GHzsY9Z9HOHYenPE092gAA4Hy3dvWDN+d/kEuzU6/vm4/G5sjH5gfj0I7JhUE6PFw+eLDc0VHt6zvxt/N+4zfqli7NxgzZ53zoQ2MnBZ1mLFtbO++3fmv8Nii2tc1673tPvM2C3/md+ksuOYObsWvnuMcbHLV/bwwOTc1jq7UBAMD5Lt3wlRipjneLalqunf7Md6N716T3GGz70IeeWLLkyaVLn1i0aM3ll+/+4z/OxpzUP1dfv/TTnz46syhXX996551j756l6Z7/+l+fuu66Jy68cM2qVVt//dfLnZ1jb9B8ww3Trr12/GF228/9XH7atLG3abjssrkf/eiZ3YwDB6NSmsAC0pVqbHoqsiyyrFAsagMAAKaKx39479XFZ0eHqqe85JKBXQOdOyImMPQ9PiuGhqr9/dWBgUp399D69dt+93d3/9Efjb1By4/9WO0FF2QRacT0N72pdunSsb/d9+d/vu1jHxtYvXpk8+ahdev2/vmfP33HHVmp9MJwtrZ2zkc+Mv5pUutXrFj4B38wZmmBaP+FX8jV15/0xtmLukREuRyliZySNInoOBjdXZFmhWKNNgAAYEro7e1p2/BXyfizW9I0Nq5rLO8tFM/ALJgkYtef/unI9u3HjN2PzO1pffvbx15fPnBg5x/8wXF373300d6HHhp75fRbbsk3No7/vLN/9VcbX/Oa0aF/zYIFM9/97jO+MbOI0sDESiIXsWd3Kc3X1tZqAwAApoRNj/9wUWPveEP+XC52bI2dO4u10Tr/DDxjElEdGhrcsGHslbULF0ZEkss1XX312OuHnn223NOTnPAIg089Nfaa4uzZhVOc0eiF91FbO/sXfmH0jS77zGdq5sx5ObZneXDCN+3cPzSc1tbWaQMAAKaE0o7VUaqO9w333j2xbdvomHH2ikiSM/O8lYMHx/6z0NKSRSQ1NYW2tmNuduyhBS+87H37jrvmVOceTcfMPpr5znfWLl48/dZbZ9xxx+g1WZalZ25l4iSiPBQTPSCjUhnYurtYY04RAABTw5zylvF2GvT2xNq1Ua2MTtKfNjtqGs/M8449YCAiIp+PiMjlktEfjo7sR0ZOOgTPyuXjrzzFILvjb/82O7LwWbGtbdlnPjP3Qx86mjhD69fv+9SnzmQbDE/4AIU05pX37Nj6vDYAAODsq1ar85ODpxy8VqvxzKZjRou5aG47x97j0LPPbv/Yx44uMdby5jfP+MmfPPrbfZ/9bFatnslNWprwfoMsorZ+99rvawMAAM6+SrnUkD/1yHjd2ujpOTyKPVwLMX12pJM8T1FM7GbZqYfQk3qK4yT5/K4/+7OxxyckR3YaVLq7D/z93x+3MHP20i6V6mQepbZhbu+T2gAAgKkQByMnH2knSezZFR0dx38FnkVze0Ryjr3LJGLfX/7lcVemIyPP/9zPVbq6zuxzpdXJvKzGpguKBx5/6F5tAADAWZbPypGebDWDajW2bD7pOLG+OabNnILr+Z5mEN7x+c+Xjz18ufe++zr/5V/OeOZk2YTbKZdEfUMxqzau+9vqGZ3XpA0AAJj8QPakw9g0jXVrYnj4pNNgkoj5F5+JMeix646Nnk0oq1SOO/g4d7JVC7KIXEPD8a963NMNVfv7n/npnx7esqXc2Vnu7Czt2bPnz/88eXm26UQvuULU1kaaXlR34JkNa6fIn0TB/woAgPNTNVdbzCVRPXY3wMGO2N8R+VOOfVsXRW1jlAZe0lPXzJ079p+Vzs4kIiuVSnv21C5adKqbHR1+1yxYcFzPVEcPjTiFJKL33nufWLEiVyhERFouZ2maxJnfAZLkJvygxdooFCOtJll6YNPDl6y6air8SdhvAABwnsoXa9LjwiCS2LH9lGFwZPw4vX0SxyKf5BDcOXMaVq0ae5uhbduyiDSi94EHxl5fv2JF/QUXHHf3JJdrvuaaY+6+ZUu5s/P0h0FXq9WRkerIyOhpiyb+giexM2Dig+u6Iysip1lLz/op8iehDQAAzlOFYk1XpWHMGDmJfXuju/s0d6tGy7xIX+yTZsXiirvvLs6c+cI1lcrgunWjP3d+8YtHzzcaEfnm5hX/8A9RW3v0mjRi/m/8RuNrXjP2MQ999auHZyWd9bF1fsIvor4+smx0y6+IHR0HDkyJPwn/KwAAzk9JkmxLFsyMZw//uzQSzz49kaHttLYoFKJamdBht3XLljVed12SZUltbf2SJW3vec/0W28de4N9n/50ad++JCKJ6FuzZuDJJ5uuvvrob5uvu+7Sb3yj85//udzZmW9sbHnTm9p+5mfG3r3S3b33zK1f9lJkEYViHD7J6/jSiPqGOFJBDYXq6nu++Mb3/EdtAADAWdM/c1X0Pnf4kIOOjhgpTWRaSW1DtC2OfZsn9BSLPvGJRZ/4xKl+O7Jr19aPfSzJDo+mkzTtuPvusW0QES233dZy222neoSub3xjaMeOKTIZplA74YxoGHOYdZZd3POD4eEP1tXVnd3Xb04RAMD5a9GVbxzKihERuVzs3xfJRGfWz7848i/5S+asWt328Y+nw8Njr9z/N3/T9a1vTfARhrdu3fnJT06REW0WUayL0y8ON9pB9Q1j7zm7fnDrc5vO+lvQBgAA56+ly5avrrkp8kkMDsbEFwLLor4lmmae4rfJRM8Ouv+v/qrj7//+uFtXu7o2/PiPd33zm6e9+9Czz6695prBjRunzvYs1k1o60VtMWprj1lTIs06t27QBgAAnE2vffuvPluaHTu2RTWdxBl5KtE67yRfkVeHhwc3bUpHRiI7+aT7LE3LBw50fvnLG37yJzd/9KNxim/VN733vc//yq/0PPjgiQsXZNXqwPr1O//4j9fdfnvp4MFjHiHLsmPXEcsqlfHfR7W/f+zt03L5pZynqKZ+YrebMSPyx54NqpJG53Nn/Y8hybLMfwkAgPPZQ9/80g3/+N4YLsdk1gMb7IvHvnmyb5oLhdq5c2uXLKlbsqRm3rzirFm5pqZ8Y2O1t3dk586+Rx7pe/jhysjIRL6iTiPqFy6cfsstjVdemZ82LRseHty0qff++/s3boxq9aQvtn7FikJr6wsvctOm8Zc+yNXXN65adXhfR5oObNiQDrzItRuSJK65M2pOe8hBFrFqVcyec1w+bUgXXvrvP6cNAAA4m9Y98cjlX/i/YseeSbVBFvH0Q9G56yR3yk744ehCY6PnI5rUs2STeYQTh7bJBJ5i4jce50EamuOqN0dy2ujJF+KGN0Th+MM1utL65l/8SqFwNs8VZE4RAMD5rnvXc3HpqmiePqkJNEnEkstPvtpXcuSSO3I5+nOcYrmxUxl7x+TIQ40zxE+OvUzE0VsmL2EbZhHT2yLJT2DT1TeOXbHhqJb8cO+4uzheAc5hCgBwvku7tke5EhevjCfXRGlkomPkLOqnR/Os6JnYsl2FmTPbfuqnCi0tSbE4+Nxzh77xjerAQKG1deZb31q7YEFUq31PPDH8/PMzbr/94Ne+NrJnT0S0v+c9kaYHv/711re8pf7CCyNi6LnnDnzpS2133plvbj7whS9EtZpFJIXCzLe8pfGyy8qdnYe+/e3hrVtzxWL7+95X094e+fzIrl1d3/52ad++1ttvr128+MAXvpD290eh0P6ud6XDwx1f/nKhpaX9ve8tzppV7es79K//mlYqrW9+c++DD/avXVtobW1/17v6H3us/qKL8s3NR99L7w9/2L927XHbaca8CaxskEVMnxbpSdaOS3LR19XZOnOmNgAA4KypH+mILIvm5rjumvjR6qiUJlwVMWtBdB2Y0FyU+ssuu/Aznzn6z/7HH19z442Lfvu3F/zmb45e0/mVr+z4xCcu/PSn89On7/jTPy02Ny//y7/sue++fEvL8iN37Hv88b1f+tKC3/7thosu6vzKV9LBwUiSFX/1V7M/8IHDr2hk5LHLL097e5d/+tNJTc3old3f//6Tb3rTvP/wH1rf8pbq4GDH3Xc3X3/9RZ///MDatfu//OWFv/mbCz/+8aN3rw4PX/ipT3Xfc8+a226rW7Lkwr/4i93/43/M+cVfzDc1HX3x23/v9/rXrj1mVF2I6bMmtupZS8tJ2yDSGO7vOrt/CeYUAQCc75rT7oiILIvaurj00sgXJ3SS/iwii9a5kStM7OZpGhH7PvvZH11wwb7Pfa7p6qun3357/UUXZdXq49de+/Dixc988IMDmzaN7N7descdWS437YYbco2N+/76rxsvuywinnrrWx9evHjdHXdERKRpViodnqFz2WWzP/CB7nvvXX355Vt/7/dytbVt73hHWqlk1eqeT33qh0uX7v/7v592ww117e1ppRIRcz/4wUrE3F/6pYjI0rQaUb9yZcc//uMPFy9+ePHiff/7f0e1GhHTbrppzvvfn6ZpRFT6+h694op1P/ETEdH5L//yyCWX7Lrrrjj23dU2R6HudJsgjcglMW3ayT+GLKsOneU5RdoAAOB815gNHh2exqyZ8bpro1gzwfvWNca8pTHxk9tU+/tHtm49dM89EVG3YMHoqTxbb7ut/c47m6+4olwqDW7a1HzttYUZM1rf9rZ0YODQd74z+vV/y/XXt9955/TrrjvuAWsXLYqInoceGlq//tC//VtE1C1ZMjq+r/T1lXbtSnK5JJcbPSlQVi43v+51y/7wD2feeWc6eORd53I1Cxa0v+1tbXfeWZw58/BxC0ly0f/6XzVtbaM3GdmyZXjbtoio9vUNbdpU7e4+7mU0tcSEtkLrjDjV4sdZ5Er92gAAgLMmy7LarDxmEa40auviylVR1zih3QFpLLw4amontJshxvxwVJLLzXrHO9rf975pN98cEQPr1uXq6hpWrJhx222Dzz47MjAweoLRmW99a/v73jfjjjuOe1HJ6NHQWfbCI+fzWZZlEfN+7ddev2NH27vffeCLXxzs6EhyuXRkZP/f/u2i//yfu7797cGnn46jixQvX97+/vfP/pmfqV22bPSaPZ/5TFJTM/8//sc44WWfZJGEiGmtEdUJvP9Fiw432Mku+erI2f1jcLwBAMD53gbHD9ezLKZNi+uvi0cfj56e0x6aXFMfrXNi//YJP2NErrY2IkYn+WTl8pO33FLp6Uki8hF9Tz4ZETNuvrl++fL9f/d3EYcXWn7qp35q6Jln4uh321mWpenoamsRkauvzyKS0YcdGhq9S/d99x34p38aXL++78hxw0mxuP2Tn+xfu/bgv/7r5d/4RlY6fGTFgS9+8elf//XREyLNWbo0Ig5+97v1y5bNfMtbJviOmidyCHF9Q8yadfKDDSIiopgOagMAAM6aXC5XPdVckisuj+c3x979kaXjPUQl2hfFnu2nmZEy2h+Nq1bN+7Vfm/fzP59VKr1PPDHj1luTYnHhRz5S6ewcev75g9/6Vv+GDRHR/r73RUTfmjVJRKW3NyIW/PIvD2/eXNq7d++Xv5wODBRmzFjwkY9U+/r6168vd3S0vfOdpYMHZ9x8c0T0PPJIFIsRMbB+/d677x497Wl65AWUe3p2/s//mTty7tUsojowMP2GGxZ96ENJRNf3vnd0/8amX/iFqx95pG7hwuxk+w3Gvq+madHQOIE5RTNbx/99c2ZOEQAAZ9VwVnPyWS7FYlx2aSxfFtXTPMKMtmiedpqxcVYuR8SMW2+96FOfqlu8eMO73tX36KP7Pv/5rFJZ+vu/v/yuu+b98i+nEQMbNvQ+/HDjJZekpdKhe+7JRez/4hcrvb0LP/zh5Xfdteh3fici9n3+87mamgv++I+X33VX/fLla26/PSkUln3ykzPe9Kbdn/nM/i984chTZsevcpAkkWVH9zyMjob33X1305VXrrjrruV33TXjTW/Kjvx2ZO/evZ/9bERk1WpEjH7fn53wrX8WsWBZ5E77lXs1om1WVKunmlAUWVYX5bP7l2BdZACA892az/z7K7PnxrtFV1c8+3z09p/yi+UkujtizQPj7mDI52vmz883NSW5XGnv3vLBg6NLHdfMmVVpc00AACAASURBVFOcOTMiSgcOlDs6IiJXV1e3dGmlu7u0d+/obYqtrTVz5kQuVzl4cGTv3oioXbCg0NKSlcsjO3dWBweLM2bUzJ9f7esb3r49IpIkqV20qHLoUKWvLzkygi+2t+fq6ko7d45WQXHOnCSXG11IoW7p0nxTUzYyMrJzZyRJzZw5I3v2ZMPDSX197dy5pY6OtK8vyedrFi2q9vZWDh4c+7YKNfH6N0ehOH4YRTQ2xLWvHT32+lT6l/140+2/qQ0AADhrHvxfH39D5UenuVG1Gk+tj45Dp8yDQjxxb3R3nHdbb+bcuOINcZpdK1nElZdHe1uMO/buXPa2Wbd/+Cy+F3OKAADOd9UZSyIX48x1iSyLXC6uXBWXrDh8TqITVWLu4kjPs02XRsyaE6edcxXNTdE2K9J0/I3cl2s+u2/HscgAAOe7lsWXRXdudE2A01gwP+bOiSefioPdJ37J3DYvamqiVDrtmY1eRZJonX26o5CziDmzYwKzdcq5hrP7buw3AAA43y1befmeoaYJjegP70C4PC5ZEXX1x42JC4VY+ZrR04eeF9KI+Yuirv50YVAoxpz2iTxgtVCvDQAAOJuamps7X/9bI1n+NNOKxs4vmj83Xv/auHRlNI5ZIi2N9vkxe8GE1kx7FVzqG2PFFZGMf6NcPq66PGpqTr9Vk8g1z9EGAACcZate+/qNsWySA8lczJ0d114VC+dHdmRnQRrzlpwXRx1kEW1zIn/aGfptM2PG9Ak9YhINLbO0AQAAZ9/w8p+IwuTnA+VycfHyuOaKmDUrklxk0dIac+aeB7sOkpizMMbLoNEbLV4Q1Qm10lCl0NpmvwEAAFPAdW96y5OlZZHERGcWHb2kaUyfFlddFldcGoViLo1LXxOF4qs5DNKI9tkxveV0N1q2OKY1T3Az7oi2xqYmbQAAwNmXy+UWveeTz1dnv8j7V9OY1RpvuCZWLiu0NMxdEK/iVbSKNbFy1binJ8oiWqfH0kUxwcXEktjXdOnZ/xvw3wAAgFEzZ7V1rfr5qMm/yPtnWRQKsXhB3HDNwn+3ePSr81flfoP2OVHXOO4tqhEXLplMbeSnXfQGbQAAwBRy9Y3/7v72n+uP2knPLBo7xaiaNl2++KZfWrhsRdQ1vKp2IIweRLBgyfjrnSWxcmlMnzbRLRaxYWj+yiuv1QYAAEwhuVzupp98/2Mz3xbFlzZQzLKGKy5YfnXDzbfFsosOf5P+6jjSYOGiaJkx7ntvnxkXLJ74pipFvv6O362vrz/7n77/AAAAHOd1b//FH7S+uyepHx3lv/gdCAvnRTWWXxQ33RYXXRyN0yJLzu3dCI2NseLSU0+WSiPq6mP50qhUJrqVklhd+7oLlq+cEmXoTx8AgOPU1dXd/M5fXn/BL0bxJaxynGUxtz0a6yKNhvpYtjxuvDWuvCpq66Jybu40qEYsWhzFcdY0qKmJ666MutqJb6Q0knlv/Nkp8rknWZb56wcA4GRj+2ztIw/Wrf70yvyuqL7YQWP/YKx+KqqVI8PPqFaiozP27YnOjhgpnTPfVWcRjY3x+jdETfEUv87n44qLom1mTHiA3ZvUb7r0w9fdeoc2AADgHNDVdej5f/jP18T6F5kHuSQ2bo4de+K4PRD5GBmOp9bE/v0R58JsliQXN94YTdNOcerSJBevvSxmTJ94GEQhuW/629/43o9MofeoDQAAGF+apj/85j/N2/LPF8S+F3O4wNBIPLI2yuUThqKRZdE/EAf2xf4D0dMT1WokU3ILZBFLFsdlq06xEHIuH5deGHPbJh4G5ST/cOOtV73zo03NzdoAAIBzz/2f+39uKt0T5XRyhZAk0dkVj2845cA/ichFf29sfj727I1yNXIxxSIhF7feEvV1J/tVvhDXXBbTmiazxyD3g/rbbv7535tqn682AABgoqrV6qa1j3c/9pXXDD3amBuJ6oSH8EkSa5+OfZ2nuX0SQ0Nx6FB0dMTBQzE0GNkUiIRcPq5+Tcyec8JsoiyioT4uWRat0yf0QFkWSXIoaVrX/rbXvvVnGxsbtQEAAOe8vXt27/zKH12bWzeJfQiDQ/HgkxMd6ecisjhwILZsi86DUU3P2p6ELGLRwrjiyhMWO8siWprj2ssnExnJcBSevvYPr3zdjVPzY9UGAAC8GOVy+Zn1aw6u+c6SnkcX5g7msglEwp4DsXHzJObeJBFZDA5FV08cOhiHumOgLyrp4d+8Mmrr4obXRWPDsVVQKMTC2bFk/rgnND3mjQxlxUeb37js9p+fv3DRlP1MtQEAAC/VQ9/8p0VP372w5lBUs/GG/vlcPLEp9h98MUP7JCKJwf7YvTd27Y7e/sjiZd+ZkOTiphti2thzE6URhXxcfXG0tkSaTuhRirlNlYV1P/EHSy9cMcU/R20AAMAZMDIy8vTax7qeeXjmoacuTLfX50YXBj7hdv2DsXpDVCovflCfRLUaQ8PR0xPdPdHdG/39MTJy+KnOYCpkERddGCtXHAmDLKKQjwWzY+n8qCmcfidJLhnIiuuLl2crf+yya2+eUucj0gYAALxC9uze9ew9X7i4897ZxZ7I4piFEUbPWfTEpjM0mI3IRVaJru7YeyD2H4j+/sMHSCcvrROyiGnNcdP1kc9FZBFpxKzpsWp51NacZk5UElFIyuXk4aZbL3rLr8yeO/cc+uC0AQAAL4vBwcGtz246uHVdfv/G9uGt87KOxlx59Fw9sW5z7Np/Jr/kTyIi0jSGR2JgMPr7o68/+odicDCGR6JSOWavwkSetqkpbrg26ooR+VzMbImF7dE6PXK548MgiYhk9Mjpvqxue37+ocYLaxZftfSy186eM/ec+8i0AQAAr4Q9u3c9v/qeph33X1x5rj4ZjvvXxHD5ZTxcIInIRaRRLkVPf3R1x6Hu6OuLoeGopC+kwkl3L1QjbrgqZs+KmNMaFy2OhrpIs2MeOUkin0QSUcn2VKdvq7s4WX7TymtumjGj9Zz+jLQBAACvnCzLuroO7d2xtWvr08u//19md26PoZEolQ7PO3o5UuHozoIs0jTKlSiVY3gkSqUYGYlSKUqlGClHuRqVSlQrUa6rb7j6wgWXNedamtKG+jSSShTLuWIpV1fK1ZfzDdWaadHUVmye1Thzzsw5C2a1z66rq3t1fDraAACAs+P+L//1TXs+F5U0hoajpz8O9kR3fwwOR/nIaUqTl/9kpaOPP3rOo+lNsbD9gQveceMv/8n5+YloAwAAzo6BgYFdf/mBi7IdERHJkSMGKtUYKcfwSAyNxNBIDJdiuBSlcpQrUa1Geuy5jyZbDkfvm4soFKKmGA110VgXrdOiqSHqa9bkL57/nj9pa5+tDQAA4BW15kcPXLn6tw7vKDjJWDWJJIkkIssON8PQSAwOx+BwDJVieCTKlShXIk2jmkYWx59XdLQccknkkigUoqYQdbXRWBfNDdHUEA11UcxHkkR6eE2Gp/OLLvr1f0yS5Lz9OLQBAABnTZZlP/zmP6169tPN1aEJDF2TF0b8oyWQZZGlkWaHx/fHrc2cRCS5yCWRJJE78sPRu8eYXRC5ZG+0dt/2/1686qrz+ePQBgAAnGX3/d3/98ZDX4rKWRuXHkyaR9711/MWLDzPP4icv0UAAM6u1779gw/U31JNzs7QdCQpbr76PwkDbQAAwNnX1Nx847//5Oq6ayL3is/1LyQ/mvHma9/4Zp+CNgAAYKpY9lMfX124Mk2SyLJX5jKUFH8w/W1Xv+PXbfxRjjcAAGAK+dFdv/a60mPHrEP8Minm7mt79xvf+2Hb/Cj7DQAAmEIufPfvP9hwcylXiJezDjqTafcv/pXX/9Sv2OBj2W8AAMCUc9/f/ukbD33llOsevKTxb2RJ8uT1f3rV9bfYztoAAICprlQqPfqdry55+q/nZwfP5A6EfPJYflXLmz964cpLbGRtAADAOWPr888WvvrhhUnnGTn8oJpLHpz59ut/5j8Vi0XbVhsAAHCO6e/re+xfPnfp3q+1RW+82BlGpVxhffGSuOZ9V91gHpE2AADgHC+EdX/z8ddXHolyOrkpRoWkr1q37vIPX//j/7fNqA0AAHg1KJfLT699/NCaby/qfmxhur+QpJFGnDiUTZJIIpI4lDVurr1oZOnNl7zhza2tM21AbQAAwKvQrh3bdz+7bmjvc8XeXQ2ljtml/cWsdLAws6t2bqm+LTdr6cyllyxZfnFDQ4NtpQ0AAIBJs/YZAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAD+/3bt2EZCGIqiqCw5pAkSWqA3CqA3WmACmiB/G00HDvx3zqngiR9dYQBtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAVNArjn6P1eUAAKhoOZ9pt/lvAAAAaAMAAOCrJfEVAAAA/w0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAAKP1iqPfY3U5AAAqWs5n2m3+GwAAANoAAAD4akl8BQAAwH8DAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAMBoveLo67pcDgCAivZ9n3ZbS+JCAACAN0UAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAs2FLNAAABhFJREFUAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAgNF6xdHXdbkcAAAV7fs+7baWxIUAAABvigAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAGCkXnH0e6wuBwBARcv5TLutJXEhAADAmyIAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAwGi94uj3WF0OAICKlvOZdltL4kIAAIA3RQAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAADADHrF0fd9uxwAABVt2zbttpbEhQAAAG+KAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAACj9Yqj7/t2OQAAKtq2bdptLYkLAQAA3hQBAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAADASL3i6Pu+XQ4AgIq2bZt2W0viQgAAgDdFAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAIDResXR77G6HAAAFS3nM+22lsSFAAAAb4oAAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAAKP1iqPfY3U5AAAqWs5n2m3+GwAAANoAAAD4akl8BQAAwH8DAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAMBovdbc91jdDACAupbzmXab/wYAAIA2AAAAvloSXwEAAPDfAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAA8Gt6ks/n40MAAMCPa0l8BQAAwJsiAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAA8F/9ASilExyz9UO3AAAAAElFTkSuQmCC"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">41<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y1a4 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _14"> </span>konsekwencji, <span class="_ _14"> </span>pomimo <span class="_ _1a"> </span>iż <span class="_ _14"> </span>Spłka <span class="_ _1a"> </span>prow<span class="_ _9"></span>adziła <span class="_ _14"> </span>i <span class="_ _1a"> </span>prowadzi <span class="_ _14"> </span>bardzo <span class="_ _1a"> </span>ostrożną <span class="_ _14"> </span>polityk <span class="_ _14"> </span>podatko<span class="_ _9"></span>wą, <span class="_ _14"> </span>c<span class="_ _9"></span>hociaż <span class="_ _14"> </span>jest <span class="_ _14"> </span>to <span class="_ _1a"> </span>mało </div><div class="t m0 x2 hd y206 ff4 fs8 fc1 sc0 ls0 ws0">prawdopodobne <span class="_ _0"></span>to nie można wyklu<span class="_ _0"></span>czyć iż kwoty prezen<span class="_ _0"></span>towane i u<span class="_ _0"></span>jawniane w s<span class="_ _0"></span>prawoz<span class="_ _9"></span>daniach finans<span class="_ _0"></span>owych mogą si <span class="_ _0"></span>zmienić </div><div class="t m0 x2 hd y8c ff4 fs8 fc1 sc0 ls0 ws0">w przyszłości w wyniku ostatecznej de<span class="_ _0"></span>cyzji organu kontroli p<span class="ff3">o<span class="_ _9"></span>datkowej. </span></div><div class="t m0 x2 hd y1a7 ff3 fs8 fc1 sc0 ls5 ws0">Z <span class="_ _15"></span><span class="ls0">dniem <span class="_ _15"></span>15 <span class="_ _15"></span>lipca <span class="_ _15"></span>2016 <span class="_ _e"></span>r. <span class="_ _15"></span>d<span class="ff4">o <span class="_ _e"></span>Ordynacji <span class="_ _15"></span>Podatkow<span class="_ _9"></span>ej <span class="_ _15"></span>zostały <span class="_ _15"></span>wprowadzone <span class="_ _15"></span>zmiany <span class="_ _15"></span>w <span class="_ _e"></span>celu <span class="_ _15"></span>uwzgldnienia <span class="_ _15"></span>postanowie <span class="_ _9"></span>Og<span class="_ _9"></span>lnej </span></span></div><div class="t m0 x2 hd y1a8 ff4 fs8 fc1 sc0 ls0 ws0">Klauzuli  Zapobiegającej <span class="_ _14"> </span>Nadużyciom <span class="_ _14"> </span>(GAAR).  GAAR <span class="_ _14"> </span>ma  zapobiegać <span class="_ _14"> </span>powstawaniu <span class="_ _14"> </span>i  wykorzy<span class="_ _9"></span>stywaniu  sztucznych <span class="_ _14"> </span>struktur </div><div class="t m0 x2 hd y5d7 ff4 fs8 fc1 sc0 ls0 ws0">prawnych <span class="_ _f"></span>tworzonych <span class="_ _f"></span>w <span class="_ _f"></span>celu <span class="_ _f"></span>uniknicia <span class="_ _e"></span>z<span class="_ _9"></span>apłaty <span class="_ _f"></span>podatku<span class="ff3"> <span class="_ _f"> </span></span>w <span class="_ _10"> </span>Polsce. <span class="_ _f"></span>GAAR <span class="_ _f"></span>definiuje <span class="_ _f"></span>unikanie <span class="_ _e"></span>o<span class="_ _9"></span>podatkowania <span class="_ _f"> </span>jako <span class="_ _f"> </span>c<span class="_ _9"></span>zynność </div><div class="t m0 x2 hd y5d8 ff4 fs8 fc1 sc0 ls0 ws0">dokonaną <span class="_ _e"></span>przede <span class="_ _f"></span>wszystkim <span class="_ _e"></span>w <span class="_ _f"></span>celu <span class="_ _e"></span>osiągnicia <span class="_ _f"></span>korzyści <span class="_ _e"></span>podatkow<span class="_ _9"></span>ej, <span class="_ _e"></span>sprzecznej <span class="_ _f"></span>w <span class="_ _e"></span>danych <span class="_ _f"></span>okolicznościach <span class="_ _e"></span>z <span class="_ _f"></span>przedmiotem <span class="_ _e"></span>i </div><div class="t m0 x2 hd y5d9 ff3 fs8 fc1 sc0 ls0 ws0">celem <span class="_ _1b"></span>przepisy <span class="_ _1b"></span>ustawy <span class="_ _0"></span>podatkowej. <span class="_ _1b"></span> <span class="_ _1b"></span>Zgodnie <span class="_ _1b"></span>z <span class="_ _0"></span>GAAR <span class="_ _0"></span><span class="ff4">taka <span class="_ _1b"></span>czynność <span class="_ _0"></span>nie <span class="_ _1b"></span>skutkuje <span class="_ _1b"></span>osiągniciem <span class="_ _1b"></span>korzy<span class="_ _9"></span>ści <span class="_ _1b"></span>podatkowej, <span class="_ _1b"></span>jeżeli <span class="_ _1b"></span>sposb </span></div><div class="t m0 x2 hd y5da ff4 fs8 fc1 sc0 ls0 ws0">działania <span class="_ _17"> </span>był <span class="_ _17"> </span>sztuczny. <span class="_ _19"> </span>Wszelkie <span class="_ _17"> </span>wystpowanie <span class="_ _19"> </span>(i) <span class="_ _17"> </span>nieuzasadnionego <span class="_ _17"> </span>dzi<span class="_ _9"></span>elenia <span class="_ _17"> </span>operacji, <span class="_ _17"> </span>(ii)<span class="_ _9"></span> <span class="_ _17"> </span>angażowania <span class="_ _19"> </span>podmiotw </div><div class="t m0 x2 hd y5db ff4 fs8 fc1 sc0 ls0 ws0">pośredniczących <span class="_ _9"></span>mimo <span class="_ _9"></span>braku <span class="_ _15"></span>uzasadnienia <span class="_ _9"></span>ekonomicznego <span class="_ _9"></span>lu<span class="_ _9"></span>b <span class="_ _9"></span>gospodar<span class="_ _9"></span>czego, <span class="_ _9"></span>(<span class="_ _9"></span>iii) <span class="_ _9"></span>elementw <span class="_ _9"></span>wzajemnie <span class="_ _15"></span>si <span class="_ _9"></span>znoszącyc<span class="_ _9"></span>h <span class="_ _9"></span>lub </div><div class="t m0 x2 hd y31b ff4 fs8 fc1 sc0 ls0 ws0">kompensujących <span class="_ _f"></span>oraz <span class="_ _f"></span>(iv) <span class="_ _f"></span>inne <span class="_ _f"></span>działania <span class="_ _f"></span>o <span class="_ _f"></span>podobnym <span class="_ _e"></span>działaniu <span class="_ _f"> </span>do <span class="_ _f"> </span>wcześniej <span class="_ _f"></span>wspomnianych, <span class="_ _f"></span>mogą <span class="_ _f"></span>być <span class="_ _f"></span>potraktowane <span class="_ _f"></span>jako </div><div class="t m0 x2 hd y31c ff4 fs8 fc1 sc0 ls0 ws0">przesłanka istnienia sztucznych <span class="_ _9"></span>czynności podlegających przepisom <span class="_ _9"></span>GAAR. Nowe regulacje <span class="_ _9"></span>b<span class="_ _9"></span>dą w<span class="_ _9"></span>ymagać z<span class="_ _9"></span>nacznie wikszego </div><div class="t m0 x2 hd y5dc ff4 fs8 fc1 sc0 ls0 ws0">osądu przy ocenie skutkw podatkowych poszczeglnych transakcji.<span class="ff3"> </span></div><div class="t m0 x2 hd y5dd ff4 fs8 fc1 sc0 ls0 ws0">Klauzul GAAR należy stosować w odniesieniu<span class="_ _0"></span> do transakcji dokonanych po jej wejściu w życie oraz do transakcji, ktre zostały<span class="ff3"> </span></div><div class="t m0 x2 hd y5de ff4 fs8 fc1 sc0 ls0 ws0">przeprowadzone <span class="_ _9"></span>przed <span class="_ _15"></span>wejściem <span class="_ _15"></span>w <span class="_ _15"></span>życie <span class="_ _15"></span>klauzuli <span class="_ _9"></span>GA<span class="_ _9"></span>AR, <span class="_ _9"></span>ale <span class="_ _15"></span>dla <span class="_ _15"></span>kt<span class="_ _9"></span>rych <span class="_ _9"></span>po <span class="_ _15"></span>dacie <span class="_ _15"></span>wejścia <span class="_ _15"></span>klauzuli <span class="_ _15"></span>w <span class="_ _15"></span>życie <span class="_ _15"></span>korzyści <span class="_ _15"></span>były <span class="_ _15"></span>lub <span class="_ _9"></span>są </div><div class="t m0 x2 hd y5d5 ff3 fs8 fc1 sc0 ls0 ws0">nadal <span class="_ _19"> </span><span class="ff4">osiągane. <span class="_ _20"> </span>Wdrożenie <span class="_ _19"> </span>powyższych <span class="_ _20"> </span>przep<span class="_ _0"></span>isw <span class="_ _20"> </span>u<span class="_ _0"></span>możliwi <span class="_ _20"> </span>polski<span class="_ _0"></span>m <span class="_ _20"> </span>org<span class="_ _0"></span>anom <span class="_ _20"> </span>kontr<span class="_ _0"></span>oli <span class="_ _20"> </span>podatkowej <span class="_ _19"> </span>kwestionowanie </span></div><div class="t m0 x2 hd y5df ff4 fs8 fc1 sc0 ls0 ws0">realizowanych przez podatnikw prawnych us<span class="_ _0"></span>tale i porozumie, takich jak restrukturyzacja i reorganizacja grupy.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y5e0 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y5a5 ff1 fsa fc0 sc0 ls11 ws0">7.34<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">SPRAWOZDAWCZOŚĆ SEGMENTOWA<span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y5e1 ff4 fs8 fc1 sc0 ls0 ws0">Działalność S<span class="_ _0"></span>płki jes<span class="_ _0"></span>t co <span class="_ _0"></span>do zasa<span class="_ _0"></span>dy <span class="_ _0"></span>jednorodna i <span class="_ _1b"></span>polega głwnie <span class="_ _1b"></span>na budowie <span class="_ _1b"></span>i sprzedaży <span class="_ _0"></span>lokali mieszkalnych <span class="_ _1b"></span>i lokali <span class="_ _1b"></span>usługo<span class="_ _9"></span>wy<span class="_ _9"></span><span class="ff3">ch </span></div><div class="t m0 x2 hd y546 ff3 fs8 fc1 sc0 ls0 ws0">(komercyjnych) <span class="_ _0"></span>i <span class="_ _1b"></span><span class="ff4">pow<span class="_ _9"></span>iązanych <span class="_ _1b"></span>z<span class="_ _9"></span> <span class="_ _1b"></span>t<span class="_ _9"></span>ym <span class="_ _0"></span>działaniach <span class="_ _0"></span>wspierających. S<span class="_ _0"></span>płka prowadzi <span class="_ _1b"></span>swoją d<span class="_ _0"></span>ziałalność tyl<span class="_ _0"></span>ko <span class="_ _0"></span>na <span class="_ _0"></span>rynku <span class="_ _1b"></span>w<span class="_ _9"></span>arszawskim, </span></div><div class="t m0 x2 hd y5e2 ff4 fs8 fc1 sc0 ls0 ws0">natomiast <span class="_ _1b"></span>Grupa <span class="_ _1b"></span>Kapitałowa <span class="_ _0"></span>Dom <span class="_ _1b"></span>Development <span class="_ _1b"></span>S.A., <span class="_ _0"></span>ktrej <span class="_ _0"></span>Spłka <span class="_ _1b"></span>jest <span class="_ _1b"></span>podmiotem <span class="_ _0"></span>dominującym, <span class="_ _1b"></span>prow<span class="_ _9"></span>adzi <span class="_ _1b"></span>rwnież <span class="_ _1b"></span>działalność </div><div class="t m0 x2 hd y3dd ff4 fs8 fc1 sc0 ls0 ws0">na <span class="_ _0"></span>rynkach tr<span class="_ _0"></span>jmiejskim<span class="ff3">, </span>wrocławskim<span class="ff3"> <span class="_ _1b"></span>i krakowskim<span class="ff4">. <span class="_ _0"></span>Działalność na<span class="_ _1b"></span> rynk<span class="ff3">u <span class="_ _0"></span><span class="ff4">wrocławskim<span class="ff3">, rynku<span class="_ _0"></span> <span class="ff4">trjmiejski<span class="_ _0"></span>m <span class="ff3">i <span class="_ _1b"></span>rynku krakowskim </span></span></span></span></span></span></span></div><div class="t m0 x2 hd y3b8 ff4 fs8 fc1 sc0 ls0 ws0">prowadzona jest poprzez spłki zależne Grupy.<span class="ff3"> </span></div><div class="t m0 x2 hd y5e3 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _14"> </span>związku <span class="_ _14"> </span>z <span class="_ _14"> </span>powyższym <span class="_ _14"> </span>segmentacja  dla <span class="_ _14"> </span>celw <span class="_ _14"> </span>sprawozdawczych <span class="_ _14"> </span>zo<span class="_ _9"></span>stała <span class="_ _14"> </span>dokonana <span class="_ _14"> </span>w  oparciu <span class="_ _14"> </span>o <span class="_ _14"> </span>kryterium <span class="_ _14"> </span>lokalizacji </div><div class="t m0 x2 hd y54a ff3 fs8 fc1 sc0 ls0 ws0">geograficznej w ramach Grupy: </div><div class="t m0 xc hd y560 ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _1f"> </span><span class="ff3 fs8">segment warszawski </span></span></div><div class="t m0 xc hd y5e4 ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _1f"> </span><span class="ff4 fs8">segment trjmiejski<span class="ff3"> </span></span></span></div><div class="t m0 xc hd y5e5 ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _1f"> </span><span class="ff4 fs8">segment wrocławski<span class="ff3"> </span></span></span></div><div class="t m0 xc hd y5e6 ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _1f"> </span><span class="ff3 fs8">segment krakowski </span></span></div><div class="t m0 x2 hd y5e7 ff4 fs8 fc1 sc0 ls0 ws0">Ocena <span class="_ _9"></span>wynikw <span class="_ _15"></span>poszczeglnych <span class="_ _15"></span>segmentw <span class="_ _9"></span>dokonywana <span class="_ _15"></span>jest <span class="_ _15"></span>głwnie <span class="_ _9"></span>w <span class="_ _15"></span>oparciu <span class="_ _15"></span>o <span class="_ _15"></span>przychody <span class="_ _9"></span>z<span class="_ _9"></span>e <span class="_ _9"></span>sprzedaży <span class="_ _15"></span>oraz <span class="_ _15"></span>zysk <span class="_ _15"></span>i <span class="_ _9"></span>marż<span class="_ _9"></span> </div><div class="t m0 x2 hd y4dd ff4 fs8 fc1 sc0 ls0 ws0">brutto ze sprzedaży uzyskane przez poszczeglne segmenty<span class="ff3">. </span></div><div class="t m0 x2 hd y585 ff4 fs8 fc1 sc0 ls0 ws0">Z <span class="_ _15"></span>uwagi <span class="_ _e"></span>na <span class="_ _15"></span>to<span class="_ _9"></span>, <span class="_ _e"></span>że <span class="_ _15"></span>działalność <span class="_ _e"></span>operacyjna <span class="_ _e"></span>Spłki <span class="_ _e"></span>prowadzona <span class="_ _e"></span>jest <span class="_ _e"></span>na <span class="_ _e"></span>rynku <span class="_ _15"></span>w<span class="_ _9"></span>arszawskim, <span class="_ _15"></span>czyli <span class="_ _e"></span>w <span class="_ _e"></span>obrbie <span class="_ _15"></span>jednego <span class="_ _e"></span>segmentu, </div><div class="t m0 x2 hd y5e8 ff3 fs8 fc1 sc0 ls0 ws0">niniejsze sprawozdanie finansowe nie zawiera informacji segme<span class="_ _0"></span>nto<span class="_ _9"></span>wej. </div><div class="t m0 x2 hd y5e9 ff4 fs8 fc1 sc0 ls0 ws0">Informacja dotycząca segmen<span class="_ _0"></span>tw działalności przedstawiona <span class="_ _0"></span>jest w skonsolidowanym sprawozdaniu <span class="_ _0"></span>finansowym Spłki, ktre </div><div class="t m0 x2 hd y4bf ff4 fs8 fc1 sc0 ls0 ws0">przedstawia <span class="_ _23"> </span>działalność <span class="_ _23"> </span>operacyjną <span class="_ _18"> </span>n<span class="_ _0"></span>a <span class="_ _23"> </span>wszystkich <span class="_ _24"> </span>wyżej <span class="_ _23"> </span>wymienionych <span class="_ _23"> </span>rynkach <span class="_ _23"> </span>(segmentach <span class="_ _23"> </span>operacyjnych <span class="_ _23"> </span>i </div><div class="t m0 x2 hd y5ea ff3 fs8 fc1 sc0 ls0 ws0">sprawozdawczych). </div><div class="t m0 x1 h29 y5eb ff1 fsa fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y5ec ff1 fsa fc0 sc0 ls11 ws0">7.35<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">PRZYCHODY ZE SPRZEDAŻY I KOSZT WŁASNY SPRZEDAŻY<span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y5ed ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y537 w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">ANALIZA PRZYCHODÓW ZE SPRZ<span class="_ _0"></span>EDAŻY I KOSZTU WŁASNEGO <span class="_ _0"></span>SPRZEDAŻY<span class="ff1"> </span></div></div><div class="c x77 y537 w36 h10"><div class="t m0 x2d h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023 </span></div></div><div class="c x78 y537 w47 h10"><div class="t m0 x57 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022 </span></div></div><div class="c x2 y47b w35 h10"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Przychody ze sprzedaży<span class="_ _0"></span> wyrobw gotowych<span class="ff1"> </span></div></div><div class="c x77 y47b w36 h10"><div class="t m0 xd0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">387</span> <span class="ls7">792</span> </div></div><div class="c x78 y47b w47 h10"><div class="t m0 x87 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">301</span> <span class="ls7">776</span><span class="ff1"> </span></div></div><div class="c x2 y5ee w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Przychody ze sprzedaży<span class="_ _0"></span> usług<span class="ff3"> </span></div></div><div class="c x77 y5ee w36 h12"><div class="t m0 xac h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">99<span class="ls0"> </span>028<span class="ls0"> </span></div></div><div class="c x78 y5ee w47 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">26<span class="ls0"> </span>311<span class="ls0"> </span></div></div><div class="c x2 y5ef w35 h10"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Przychody ze sprzedaży<span class="_ _0"></span> towarw (gruntw)<span class="ff1"> </span></div></div><div class="c x77 y5ef w36 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">000</span> </div></div><div class="c x78 y5ef w47 h10"><div class="t m0 x94 h9 y8b ff3 fs5 fc1 sc0 ls7 ws0">86<span class="ls0"> </span>617<span class="ff1 ls0"> </span></div></div><div class="c x2 y5f0 w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Przychody ze sprzedaży <span class="ff1">- razem </span></div></div><div class="c x77 y5f0 w36 h10"><div class="t m0 xd0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">487</span> 8<span class="ls7">20</span> </div></div><div class="c x78 y5f0 w47 h10"><div class="t m0 x87 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">414</span> <span class="ls7">704</span> </div></div><div class="c x2 y5f1 w35 h14"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Koszty sprzedaży wyrobw g<span class="_ _0"></span>otowych<span class="ff3"> </span></div></div><div class="c x77 y5f1 w36 h14"><div class="t m0 x22 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(921 <span class="ls7">91</span>9) </div></div><div class="c x78 y5f1 w47 h14"><div class="t m0 xa0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(893 <span class="ls7">64</span>5) </div></div><div class="c x2 y5f2 w35 h12"><div class="t m0 x0 h9 y8e ff4 fs5 fc1 sc0 ls0 ws0">Koszty sprzedaży usług<span class="ff1"> </span></div></div><div class="c x77 y5f2 w36 h12"><div class="t m0 x30 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(74 750) </div></div><div class="c x78 y5f2 w47 h12"><div class="t m0 x1e h9 y8e ff3 fs5 fc1 sc0 ls0 ws0">(13 337)<span class="ff1"> </span></div></div><div class="c x2 y5f3 w35 h10"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Koszty sprzedaży towarw<span class="ff1"> </span></div></div><div class="c x77 y5f3 w36 h10"><div class="t m0 x4b h11 y8b ff3 fs5 fc1 sc0 ls8 ws0">(1<span class="ls0"> <span class="ls7">049)</span> </span></div></div><div class="c x78 y5f3 w47 h10"><div class="t m0 x1e h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">(33 041)<span class="ff1"> </span></div></div><div class="c x2 y5f4 w35 h12"><div class="t m0 x0 h9 y8e ff4 fs5 fc1 sc0 ls0 ws0">Korekta wartości zapasw do<span class="_ _0"></span> wartości netto możli<span class="_ _0"></span>wej do <span class="ff3">uzyskania<span class="ff1"> </span></span></div></div><div class="c x77 y5f4 w36 h12"><div class="t m0 x4b h11 y8e ff3 fs5 fc1 sc0 ls8 ws0">(1<span class="ls0"> <span class="ls7">777)</span> </span></div></div><div class="c x78 y5f4 w47 h12"><div class="t m0 x1e h9 y8e ff3 fs5 fc1 sc0 ls0 ws0">(12 384)<span class="ff1"> </span></div></div><div class="c x2 y593 w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Koszt własny sprzedaży <span class="ff1">- razem<span class="_ _0"></span> </span></div></div><div class="c x77 y593 w36 h10"><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(999 <span class="ls7">495)</span> </div></div><div class="c x78 y593 w47 h10"><div class="t m0 xa0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(952 <span class="ls7">40</span>7) </div></div><div class="c x2 y5f5 w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Zysk na sprzedaży brutto<span class="ff1"> </span></div></div><div class="c x77 y5f5 w36 h10"><div class="t m0 x31 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">488<span class="ls0"> </span>325<span class="ls0"> </span></div></div><div class="c x78 y5f5 w47 h10"><div class="t m0 x2e h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">462<span class="ls0"> </span>297<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y5f6 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y5f7 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x3 y11 w3 h4" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">42<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h29 y173 ff1 fsa fc0 sc0 ls11 ws0">7.36<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">KOSZTY WEDŁUG RODZAJU<span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y174 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y45d w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">KOSZTY DZIAŁALNOŚCI OPERAC<span class="_ _0"></span>YJNEJ<span class="ff1"> </span></div></div><div class="c x77 y45d w36 h10"><div class="t m0 x2d h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023 </span></div></div><div class="c x78 y45d w47 h10"><div class="t m0 x57 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022 </span></div></div><div class="c x2 y45e w35 h10"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Koszt własny sprzedaży<span class="ff1"> </span></div></div><div class="c x77 y45e w36 h10"><div class="t m0 x22 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">(999 495)<span class="ff1"> </span></div></div><div class="c x78 y45e w47 h10"><div class="t m0 xa0 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">(952 407)<span class="ff1"> </span></div></div><div class="c x2 y45f w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Koszty sprzedaży<span class="ff3"> </span></div></div><div class="c x77 y45f w36 h12"><div class="t m0 x30 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(50 283) </div></div><div class="c x78 y45f w47 h12"><div class="t m0 x1e h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(45 437) </div></div><div class="c x2 y5f8 w35 h10"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Koszty ogln<span class="_ _0"></span>ego zarządu<span class="ff1"> </span></div></div><div class="c x77 y5f8 w36 h10"><div class="t m0 x30 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">(96 177)<span class="ff1"> </span></div></div><div class="c x78 y5f8 w47 h10"><div class="t m0 x1e h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">(96 378)<span class="ff1"> </span></div></div><div class="c x2 y5f9 w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x77 y5f9 w36 h10"><div class="t m0 x88 h9 y8b ff1 fs5 fc1 sc0 ls2d ws0">(1<span class="ls0"> <span class="ls7">145</span> <span class="ls7">955)</span> </span></div></div><div class="c x78 y5f9 w47 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls2d ws0">(1<span class="ls0"> <span class="ls7">094</span> <span class="ls7">222)</span> </span></div></div><div class="c x2 y5fa w35 h14"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Koszty według rodzaju<span class="ff1"> </span></div></div><div class="c x77 y5fa w36 h14"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x78 y5fa w47 h14"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y5fb w35 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Amortyzacja </div></div><div class="c x77 y5fb w36 h10"><div class="t m0 x30 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(12 429) </div></div><div class="c x78 y5fb w47 h10"><div class="t m0 x1e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(11 063) </div></div><div class="c x2 y5fc w35 h12"><div class="t m0 x0 h9 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zużycie materiałw i e<span class="_ _0"></span>nergii<span class="ff1"> </span></div></div><div class="c x77 y5fc w36 h12"><div class="t m0 x22 h9 y8e ff3 fs5 fc1 sc0 ls0 ws0">(253 360)<span class="ff1"> </span></div></div><div class="c x78 y5fc w47 h12"><div class="t m0 xa0 h9 y8e ff3 fs5 fc1 sc0 ls0 ws0">(384 892)<span class="ff1"> </span></div></div><div class="c x2 y33e w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Usługi obce<span class="ff3"> </span></div></div><div class="c x77 y33e w36 h12"><div class="t m0 x22 h11 y8e ff3 fs5 fc1 sc0 ls8 ws0">(8<span class="ls7">95<span class="ls0"> </span>089<span class="ls0">) </span></span></div></div><div class="c x78 y33e w47 h12"><div class="t m0 xa0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(687 808) </div></div><div class="c x2 y5fd w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Podatki i opłaty<span class="ff3"> </span></div></div><div class="c x77 y5fd w36 h10"><div class="t m0 x4b h11 y8b ff3 fs5 fc1 sc0 ls8 ws0">(7<span class="ls0"> <span class="ls7">682)</span> </span></div></div><div class="c x78 y5fd w47 h10"><div class="t m0 x1d h11 y8b ff3 fs5 fc1 sc0 ls8 ws0">(6<span class="ls0"> <span class="ls7">759)</span> </span></div></div><div class="c x2 y65 w35 h13"><div class="t m0 x0 h11 y99 ff4 fs5 fc1 sc0 ls0 ws0">Koszty świadcze pracowni<span class="_ _0"></span>czych<span class="ff3"> </span></div></div><div class="c x77 y65 w36 h13"><div class="t m0 x30 h11 y99 ff3 fs5 fc1 sc0 ls0 ws0">(69 698) </div></div><div class="c x78 y65 w47 h13"><div class="t m0 x1e h11 y99 ff3 fs5 fc1 sc0 ls0 ws0">(73 752) </div></div><div class="c x2 y5fe w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe koszty rodzajowe<span class="ff3"> </span></div></div><div class="c x77 y5fe w36 h10"><div class="t m0 x4b h11 y8b ff3 fs5 fc1 sc0 ls8 ws0">(3<span class="ls0"> <span class="ls7">472)</span> </span></div></div><div class="c x78 y5fe w47 h10"><div class="t m0 x1d h11 y8b ff3 fs5 fc1 sc0 ls8 ws0">(3<span class="ls0"> <span class="ls7">619)</span> </span></div></div><div class="c x2 y5ff w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wartość sprzedanych towarw i m<span class="_ _0"></span>ateriałw<span class="ff3"> </span></div></div><div class="c x77 y5ff w36 h10"><div class="t m0 x4b h11 y8b ff3 fs5 fc1 sc0 ls8 ws0">(1<span class="ls0"> <span class="ls7">049)</span> </span></div></div><div class="c x78 y5ff w47 h10"><div class="t m0 x1e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(33 041) </div></div><div class="c x2 y600 w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zmiana stanu produk<span class="_ _0"></span>tw i produkcji w toku<span class="ff3"> </span></div></div><div class="c x77 y600 w36 h12"><div class="t m0 xac h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">90<span class="ls0"> </span>813<span class="ls0"> </span></div></div><div class="c x78 y600 w47 h12"><div class="t m0 x2e h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">101<span class="ls0"> </span>921<span class="ls0"> </span></div></div><div class="c x2 y467 w35 h10"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Koszt wytworzenia produ<span class="_ _0"></span>ktw na własne potrzeby<span class="ff1"> </span></div></div><div class="c x77 y467 w36 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">011</span> </div></div><div class="c x78 y467 w47 h10"><div class="t m0 x8c h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">791</span><span class="ff1"> </span></div></div><div class="c x2 y601 w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x77 y601 w36 h10"><div class="t m0 x88 h9 y8b ff1 fs5 fc1 sc0 ls2d ws0">(1<span class="ls0"> <span class="ls7">145</span> <span class="ls7">955)</span> </span></div></div><div class="c x78 y601 w47 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls2d ws0">(1<span class="ls0"> <span class="ls7">094</span> <span class="ls7">222)</span> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y602 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y141 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y603 ff1 fsa fc0 sc0 ls11 ws0">7.37<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">KOSZTY ŚWIADCZEŃ PRACOWNICZYCH I ZATRUDNIENIE<span class="ff3"> </span></span></span></div><div class="t m0 x2 hd yda ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y604 w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">ŚREDNI STAN ZATRUDNIENIA (<span class="_ _0"></span>wraz z kadrą zarządczą)<span class="ff1"> </span></div></div><div class="c x77 y604 w36 h10"><div class="t m0 x2d h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023 </span></div></div><div class="c x78 y604 w37 h10"><div class="t m0 x57 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022 </span></div></div><div class="c x2 y30b w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Poszczególne kategorie zatrudni<span class="_ _0"></span>onych (liczba zatrudni<span class="_ _0"></span>onych)<span class="ff1"> </span></div></div><div class="c x77 y30b w36 h10"><div class="t m0 xb h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">191<span class="ls0"> </span></div></div><div class="c x78 y30b w37 h10"><div class="t m0 x27 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">193<span class="ls0"> </span></div></div><div class="c x2 y605 w35 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Kategoria <span class="ff4">–</span> <span class="ff4">umysłowi</span> </div></div><div class="c x77 y605 w36 h12"><div class="t m0 xb h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">191<span class="ls0"> </span></div></div><div class="c x78 y605 w37 h12"><div class="t m0 x27 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">193<span class="ls0"> </span></div></div><div class="c x2 y2b w35 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Kategoria <span class="ff4">–</span> fizyczn<span class="_ _0"></span>i </div></div><div class="c x77 y2b w36 h10"><div class="t m0 x8e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y2b w37 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y248 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y105 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y606 w35 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">KOSZTY ŚWIADCZEŃ PRACOW<span class="_ _0"></span>NICZYCH (wraz z kadrą zarządczą)<span class="ff1"> </span></div></div><div class="c x77 y606 w36 h12"><div class="t m0 x2d h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023 </span></div></div><div class="c x78 y606 w47 h12"><div class="t m0 x57 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022 </span></div></div><div class="c x2 y607 w35 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Koszty świadczeń <span class="ff1">pracowniczych<span class="_ _0"></span> </span></div></div><div class="c x77 y607 w36 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x78 y607 w47 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y608 w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Koszty wynagrodze<span class="_ _0"></span>, w tym m.in.:<span class="ff3"> </span></div></div><div class="c x77 y608 w36 h10"><div class="t m0 xac h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">61<span class="ls0"> </span>069<span class="ls0"> </span></div></div><div class="c x78 y608 w47 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">65<span class="ls0"> </span>884<span class="ls0"> </span></div></div><div class="c x2 y39c w35 h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- <span class="ff4">w tym koszty płatności w formie a<span class="_ _1b"></span>kcji (nota 7.44) <span class="ff3"> </span></span></div></div><div class="c x77 y39c w36 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">501</span> </div></div><div class="c x78 y39c w47 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">393</span> </div></div><div class="c x2 y39d w35 h12"><div class="t m0 x0 h9 y8e ff4 fs5 fc1 sc0 ls0 ws0">Ubezpieczeni<span class="_ _0"></span>a społeczne i inne świadczenia<span class="ff1"> </span></div></div><div class="c x77 y39d w36 h12"><div class="t m0 x90 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">8 <span class="ls7">629</span> </div></div><div class="c x78 y39d w47 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">86</span>8 </div></div><div class="c x2 yb2 w35 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Koszty świadczeń pracowniczych <span class="ff1">- <span class="_ _0"></span>razem </span></div></div><div class="c x77 yb2 w36 h12"><div class="t m0 xac h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">69<span class="ls0"> </span>698<span class="ls0"> </span></div></div><div class="c x78 yb2 w47 h12"><div class="t m0 x94 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">73<span class="ls0"> </span>752<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y587 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y39f ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y3eb ff1 fsa fc0 sc0 ls11 ws0">7.38<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">POZOSTAŁE PRZYCHODY OPERACYJNE<span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y609 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y60a w35 h15"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">POZOSTAŁE PRZYCHODY OPERA<span class="_ _0"></span>CYJNE<span class="ff1"> </span></div></div><div class="c x77 y60a w36 h15"><div class="t m0 x2d h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023 </span></div></div><div class="c x78 y60a w37 h15"><div class="t m0 x57 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022 </span></div></div><div class="c x2 y60b w35 h10"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Przychody z tytułu kar umownych<span class="_ _0"></span>, porozumie<span class="_ _0"></span> i odszkodowa<span class="ff1"> </span></div></div><div class="c x77 y60b w36 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">168</span> </div></div><div class="c x78 y60b w37 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">327<span class="ls0"> </span></div></div><div class="c x2 y60c w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Rozwiązanie rezerwy na k<span class="_ _0"></span>oszty i roszczenia<span class="ff3"> </span></div></div><div class="c x77 y60c w36 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">746</span> </div></div><div class="c x78 y60c w37 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">212</span> </div></div><div class="c x2 y60d w35 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Zysk ze zbycia <span class="ff4">n<span class="_ _0"></span>iefinansowych aktyww trwałych<span class="ff3"> </span></span></div></div><div class="c x77 y60d w36 h12"><div class="t m0 xb h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">427<span class="ls0"> </span></div></div><div class="c x78 y60d w37 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y60e w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c x77 y60e w36 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">388</span> </div></div><div class="c x78 y60e w37 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">368<span class="ls0"> </span></div></div><div class="c x2 y60f w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x77 y60f w36 h10"><div class="t m0 xac h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">11<span class="ls0"> </span>729<span class="ls0"> </span></div></div><div class="c x78 y60f w37 h10"><div class="t m0 x8c h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">907</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y3c9 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y15c ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y610 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y611 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y612 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y613 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">43<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y1a4 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y3ac ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y3ad ff1 fsa fc0 sc0 ls11 ws0">7.39<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">POZOSTAŁE KOSZTY OPERACYJNE<span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y3ae ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y61 w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">POZOSTAŁE KOSZTY OPERA<span class="_ _0"></span>CYJNE<span class="ff1"> </span></div></div><div class="c x77 y61 w36 h10"><div class="t m0 x2d h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023 </span></div></div><div class="c x78 y61 w37 h10"><div class="t m0 x57 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022 </span></div></div><div class="c x2 y1dd w35 h10"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Rezerwa i koszty z tytułu kar i po<span class="_ _0"></span>rozumie<span class="ff1"> </span></div></div><div class="c x77 y1dd w36 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">113</span> </div></div><div class="c x78 y1dd w37 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">162<span class="ls0"> </span></div></div><div class="c x2 y1de w35 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Darowizny </div></div><div class="c x77 y1de w36 h12"><div class="t m0 x90 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">846</span> </div></div><div class="c x78 y1de w37 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">734</span> </div></div><div class="c x2 y614 w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Rezerwa na pozostałe ko<span class="_ _0"></span>szty<span class="ff3"> </span></div></div><div class="c x77 y614 w36 h10"><div class="t m0 xb h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">618<span class="ls0"> </span></div></div><div class="c x78 y614 w37 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">786</span> </div></div><div class="c x2 y615 w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Odpisane ni<span class="_ _0"></span>eściągalne należności<span class="ff3"> </span></div></div><div class="c x77 y615 w36 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">7 <span class="ls7">076</span> </div></div><div class="c x78 y615 w37 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">327</span> </div></div><div class="c x2 y616 w35 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Koszty napraw i usterek (w <span class="_ _0"></span>tym zmiana rezerwy) </div></div><div class="c x77 y616 w36 h12"><div class="t m0 x90 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">658</span> </div></div><div class="c x78 y616 w37 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">342</span> </div></div><div class="c x2 y617 w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Koszty zaniechanych<span class="_ _0"></span> projektw<span class="ff3"> </span></div></div><div class="c x77 y617 w36 h10"><div class="t m0 x8e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y617 w37 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y618 w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Koszty nabycia spłek zal<span class="_ _0"></span>eżnych<span class="ff3"> </span></div></div><div class="c x77 y618 w36 h10"><div class="t m0 x8e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y618 w37 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">264</span> </div></div><div class="c x2 y619 w35 h13"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c x77 y619 w36 h13"><div class="t m0 xb h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">368<span class="ls0"> </span></div></div><div class="c x78 y619 w37 h13"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">426</span> </div></div><div class="c x2 yf4 w35 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x77 yf4 w36 h12"><div class="t m0 xac h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">19<span class="ls0"> </span>679<span class="ls0"> </span></div></div><div class="c x78 yf4 w37 h12"><div class="t m0 x94 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">19<span class="ls0"> </span>04<span class="ls0">1 </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hd y61a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y61b ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hd yea ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y2d4 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y61c ff1 fsa fc0 sc0 ls11 ws0">7.40<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff1 fc1">PRZYCHODY FINANSOWE<span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y61d ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y61e w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">PRZYCHODY FINANSOWE </div></div><div class="c x77 y61e w36 h10"><div class="t m0 x2d h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023 </span></div></div><div class="c x78 y61e w37 h10"><div class="t m0 x57 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022 </span></div></div><div class="c x2 y61f w35 h10"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Odsetki od l<span class="_ _0"></span>okat bankowych i pożyczek <span class="ff1"> </span></div></div><div class="c x77 y61f w36 h10"><div class="t m0 xac h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">45<span class="ls0"> </span>848<span class="ls0"> </span></div></div><div class="c x78 y61f w37 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">25<span class="ls0"> </span>553<span class="ls0"> </span></div></div><div class="c x2 y620 w35 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Otrzymane dywidend<span class="_ _0"></span>y </div></div><div class="c x77 y620 w36 h10"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">159<span class="ls0"> </span>337<span class="ls0"> </span></div></div><div class="c x78 y620 w37 h10"><div class="t m0 x2e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">117<span class="ls0"> </span>276<span class="ls0"> </span></div></div><div class="c x2 y621 w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Przychody z tytułu dysko<span class="_ _0"></span>ntowania należności i zobowiąza<span class="ff3"> </span></div></div><div class="c x77 y621 w36 h12"><div class="t m0 xb h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">504<span class="ls0"> </span></div></div><div class="c x78 y621 w37 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">480</span> </div></div><div class="c x2 y622 w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Odsetki pozo<span class="_ _0"></span>stałe<span class="ff3"> </span></div></div><div class="c x77 y622 w36 h10"><div class="t m0 xb h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">351<span class="ls0"> </span></div></div><div class="c x78 y622 w37 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">51<span class="ls0">0 </span></div></div><div class="c x2 y623 w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Wycena instrument<span class="_ _0"></span>w zabezpieczających CAP<span class="ff3"> </span></div></div><div class="c x77 y623 w36 h12"><div class="t m0 x8e h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y623 w37 h12"><div class="t m0 x27 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">152<span class="ls0"> </span></div></div><div class="c x2 y4fc w35 h13"><div class="t m0 x0 h11 y103 ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c x77 y4fc w36 h13"><div class="t m0 x90 h11 y103 ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">507</span> </div></div><div class="c x78 y4fc w37 h13"><div class="t m0 x8f h11 y103 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y624 w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x77 y624 w36 h10"><div class="t m0 x31 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">208<span class="ls0"> </span>547<span class="ls0"> </span></div></div><div class="c x78 y624 w37 h10"><div class="t m0 x2e h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">144<span class="ls0"> </span>971<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hd y249 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y625 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y4dc ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y564 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y626 ff1 fsa fc0 sc0 ls11 ws0">7.41<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff1 fc1">KOSZTY FINANSOWE<span class="ff3"> </span></span></span></div><div class="t m0 x4 hd y627 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y628 w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">KOSZTY FINANSOWE </div></div><div class="c x77 y628 w36 h10"><div class="t m0 x2d h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023 </span></div></div><div class="c x78 y628 w37 h10"><div class="t m0 x57 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022 </span></div></div><div class="c x2 y629 w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Odsetki od k<span class="_ _0"></span>redytw i obligacji (czść nieskapitalizowana)<span class="ff3"> </span></div></div><div class="c x77 y629 w36 h10"><div class="t m0 xac h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">21<span class="ls0"> </span>922<span class="ls0"> </span></div></div><div class="c x78 y629 w37 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">13<span class="ls0"> </span>469<span class="ls0"> </span></div></div><div class="c x2 y62a w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Odsetki pozo<span class="_ _0"></span>stałe<span class="ff3"> </span></div></div><div class="c x77 y62a w36 h12"><div class="t m0 xb h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">163<span class="ls0"> </span></div></div><div class="c x78 y62a w37 h12"><div class="t m0 x27 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">207<span class="ls0"> </span></div></div><div class="c x2 y62b w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Prowizje i opłaty<span class="ff3"> </span></div></div><div class="c x77 y62b w36 h12"><div class="t m0 x90 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">928</span> </div></div><div class="c x78 y62b w37 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">007</span> </div></div><div class="c x2 y62c w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Koszty z tytułu dyskontowani<span class="_ _0"></span>a należności i zobowiąza<span class="ff3"> </span></div></div><div class="c x77 y62c w36 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">311</span> </div></div><div class="c x78 y62c w37 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">946<span class="ls0"> </span></div></div><div class="c x2 y62d w35 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Koszty finansowe le<span class="_ _0"></span>asingu </div></div><div class="c x77 y62d w36 h12"><div class="t m0 xb h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">751<span class="ls0"> </span></div></div><div class="c x78 y62d w37 h12"><div class="t m0 x27 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">839<span class="ls0"> </span></div></div><div class="c x2 y62e w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Rżnice kursowe<span class="ff3"> </span></div></div><div class="c x77 y62e w36 h10"><div class="t m0 x8e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y62e w37 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">012</span> </div></div><div class="c x2 y62f w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wycena instrument<span class="_ _0"></span>w <span class="ff3">finansowych (opcje CAP) </span></div></div><div class="c x77 y62f w36 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">34</span>5 </div></div><div class="c x78 y62f w37 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y630 w35 h13"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Strata ze zbycia inwestycji<span class="_ _0"></span> </div></div><div class="c x77 y630 w36 h13"><div class="t m0 x8e h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y630 w37 h13"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 yec w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c x77 yec w36 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">063</span> </div></div><div class="c x78 yec w37 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">14<span class="ls0">2 </span></div></div><div class="c x2 y225 w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x77 y225 w36 h10"><div class="t m0 xac h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">32<span class="ls0"> </span>48<span class="ls0">3 </span></div></div><div class="c x78 y225 w37 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">17<span class="ls0"> </span>622<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hd ybd ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y631 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y632 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y633 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y2ec ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y634 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y635 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y636 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y637 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y638 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">44<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h29 y173 ff1 fsa fc0 sc0 ls11 ws0">7.42<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">KOSZTY FINANSOWE Z TYTUŁU ODSETEK<span class="ff1"> </span></span></span></div><div class="t m0 x2 hd y174 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y45d w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">KOSZTY FINANSOWE Z TYTU<span class="_ _0"></span>ŁU ODSETEK<span class="ff1"> </span></div></div><div class="c x77 y45d w36 h10"><div class="t m0 x2d h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023 </span></div></div><div class="c x78 y45d w37 h10"><div class="t m0 x57 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022 </span></div></div><div class="c x2 y45e w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wartość kosztw <span class="ff3">finansowych (od<span class="_ _0"></span>setek) aktywowanych w pro<span class="_ _0"></span>dukcji w toku </span></div></div><div class="c x77 y45e w36 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">022</span> </div></div><div class="c x78 y45e w37 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">434</span> </div></div><div class="c x2 y45f w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Wartość kosztw finansowych<span class="_ _0"></span> (odsetek) ujtych w rachu<span class="_ _0"></span>nku zyskw i strat<span class="ff3"> </span></div></div><div class="c x77 y45f w36 h12"><div class="t m0 xac h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">22<span class="ls0"> </span>085<span class="ls0"> </span></div></div><div class="c x78 y45f w37 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">13<span class="ls0"> </span>676<span class="ls0"> </span></div></div><div class="c x2 y460 w35 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Całkowita wartość poniesi<span class="_ _0"></span>onych kosztów finansowych z tytułu odse<span class="_ _0"></span>tek<span class="ff1"> </span></div></div><div class="c x77 y460 w36 h12"><div class="t m0 xac h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">23<span class="ls0"> </span>10<span class="ls0">7 </span></div></div><div class="c x78 y460 w37 h12"><div class="t m0 x94 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">16<span class="ls0"> 1</span>10<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y461 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y462 ff4 fs8 fc1 sc0 ls0 ws0">Koszty <span class="_ _e"></span>finansowe <span class="_ _e"></span>poniesione <span class="_ _e"></span>w <span class="_ _e"></span>wyniku <span class="_ _e"></span>finansowania <span class="_ _e"></span>projektw <span class="_ _e"></span>deweloperskich <span class="_ _f"></span>Spłki <span class="_ _e"></span>są <span class="_ _f"></span>co <span class="_ _e"></span>do <span class="_ _15"></span>zasady <span class="_ _e"></span>kapitalizowane <span class="_ _e"></span>jako<span class="_ _9"></span> </div><div class="t m0 x2 hd y463 ff4 fs8 fc1 sc0 ls0 ws0">produkcja w toku <span class="_ _9"></span>i dotycz<span class="_ _9"></span>ą odsetek, <span class="_ _9"></span>prowizji i o<span class="_ _9"></span>płat od o<span class="_ _9"></span>bligacji oraz <span class="_ _9"></span>kredytw<span class="_ _9"></span>. Ko<span class="_ _9"></span>szty finansowe kt<span class="_ _9"></span>re nie zostały <span class="_ _9"></span>poniesione </div><div class="t m0 x2 hd y639 ff4 fs8 fc1 sc0 ls0 ws0">w celu finansowania projektw dewelopers<span class="_ _0"></span>kich odnoszone są bezpośrednio do rachunkw zyskw i strat.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y465 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y63a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y63b ff1 fsa fc0 sc0 ls11 ws0">7.43<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">TRANSAKCJE Z PODMIOTAMI POWIĄZANYMI <span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y63c ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y63d ff4 fs8 fc1 sc0 ls0 ws0">W okresach dwunastu miesicy zakoczonych <span class="_ _9"></span><span class="ff3">31 grudnia 2023 i 2022 </span>r. S<span class="_ _9"></span>płka była stroną przedstawionych poniżej transakcji </div><div class="t m0 x2 hd y63e ff3 fs8 fc1 sc0 ls0 ws0">z <span class="ff4">podmiotami powiązanymi. Opisy transakcji przedstawione zostały w poniższych tabelach.</span> </div></div><div class="c x2 y63f w77 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">DOM DEVELOPMENT S.A. JAKO KU<span class="_ _1b"></span>PUJ<span class="_ _9"></span>ĄCY PRODUKTY LUB U<span class="_ _0"></span>SŁUGI:<span class="ff1"> </span></div></div><div class="c x3a y63f w78 h12"><div class="t m0 x5e h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023 </span></div></div><div class="c xd1 y63f w79 h12"><div class="t m0 x2d h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022 </span></div></div><div class="c x2 y640 w77 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Usługi konsul<span class="_ _0"></span>tingowe<span class="ff1"> </span></div></div><div class="c x3a y640 w78 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd1 y640 w79 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y641 w77 h10"><div class="t m0 x1f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Hansom Property Company Li<span class="_ _0"></span>mited </div></div><div class="c x3a y641 w78 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">889</span> </div></div><div class="c xd1 y641 w79 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">678</span> </div></div><div class="c x2 y642 w77 h12"><div class="t m0 x1f h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">M &amp; M Usługi Doradcze M. Ko<span class="_ _0"></span>larski<span class="ff3"> </span></div></div><div class="c x3a y642 w78 h12"><div class="t m0 x24 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">37<span class="ls0"> </span></div></div><div class="c xd1 y642 w79 h12"><div class="t m0 x3f h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">197<span class="ls0"> </span></div></div><div class="c x2 y643 w77 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Zakup nieruchomości<span class="ff1"> </span></div></div><div class="c x3a y643 w78 h12"><div class="t m0 x4 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd1 y643 w79 h12"><div class="t m0 x9a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y1eb w77 h10"><div class="t m0 x1f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Development Grun<span class="_ _0"></span>ty sp. z o.o. </div></div><div class="c x3a y1eb w78 h10"><div class="t m0 xd2 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd1 y1eb w79 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">9 <span class="ls7">987</span> </div></div><div class="c x2 y644 w77 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Umowy o współpracy<span class="ff1"> </span></div></div><div class="c x3a y644 w78 h12"><div class="t m0 x4 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd1 y644 w79 h12"><div class="t m0 x9a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y55f w77 h10"><div class="t m0 x1f h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o.<span class="ff3"> </span></div></div><div class="c x3a y55f w78 h10"><div class="t m0 x24 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">55<span class="ls0"> </span></div></div><div class="c xd1 y55f w79 h10"><div class="t m0 x98 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">22<span class="ls0"> </span></div></div><div class="c x2 y645 w77 h10"><div class="t m0 x1f h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w sp. z <span class="ff3">o.o. </span></div></div><div class="c x3a y645 w78 h10"><div class="t m0 x24 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">78<span class="ls0"> </span></div></div><div class="c xd1 y645 w79 h10"><div class="t m0 x98 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">20<span class="ls0"> </span></div></div><div class="c x2 y275 w77 h13"><div class="t m0 x1f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl S.A. </div></div><div class="c x3a y275 w78 h13"><div class="t m0 x24 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">11<span class="ls0"> </span></div></div><div class="c xd1 y275 w79 h13"><div class="t m0 x4d h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">7 </div></div><div class="c x2 y2be w77 h10"><div class="t m0 x1f h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Doradztwo w zakresie infrast<span class="_ _0"></span>ruktury techniczn<span class="_ _0"></span>ej Rafał Kierski<span class="ff3"> </span></div></div><div class="c x3a y2be w78 h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">859</span> </div></div><div class="c xd1 y2be w79 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">380</span> </div></div><div class="c x2 y2bf w77 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c x3a y2bf w78 h10"><div class="t m0 x4 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd1 y2bf w79 h10"><div class="t m0 x9a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y5b w77 h12"><div class="t m0 x1f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Dom Construction sp. z o.o. </div></div><div class="c x3a y5b w78 h12"><div class="t m0 x3e h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">457<span class="ls0"> </span></div></div><div class="c xd1 y5b w79 h12"><div class="t m0 x90 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">018</span> </div></div><div class="c x2 y2c1 w77 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Usługi budowlane<span class="ff1"> </span></div></div><div class="c x3a y2c1 w78 h10"><div class="t m0 x4 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd1 y2c1 w79 h10"><div class="t m0 x9a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y2c2 w77 h12"><div class="t m0 x1f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Dom Construction sp. z o.o. </div></div><div class="c x3a y2c2 w78 h12"><div class="t m0 xc1 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">692<span class="ls0"> </span>291<span class="ls0"> </span></div></div><div class="c xd1 y2c2 w79 h12"><div class="t m0 x31 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">44<span class="ls0">5 3</span>76<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h11 y646 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h11 y647 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h11 y648 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y649 w77 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">DOM DEVELOPMENT S.A. <span class="ff2">JAKO SP<span class="_ _0"></span>RZEDAJĄCY TOWARY I ŚWIADCZĄ<span class="_ _0"></span>CY USŁUGI:<span class="ff3"> </span></span></div></div><div class="c x3a y649 w78 h12"><div class="t m0 x2d h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023 </span></div></div><div class="c xd1 y649 w79 h12"><div class="t m0 x2d h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022 </span></div></div><div class="c x2 y1c4 w77 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Umowy o współpracy<span class="ff1"> </span></div></div><div class="c x3a y1c4 w78 h12"><div class="t m0 x9a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd1 y1c4 w79 h12"><div class="t m0 x9a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y64a w77 h10"><div class="t m0 x1f h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w 1 sp. z o.o.<span class="ff3"> </span></div></div><div class="c x3a y64a w78 h10"><div class="t m0 x4d h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">3 </div></div><div class="c xd1 y64a w79 h10"><div class="t m0 x8e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y79 w77 h10"><div class="t m0 x1f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Development Grun<span class="_ _0"></span>ty sp. z o.o. </div></div><div class="c x3a y79 w78 h10"><div class="t m0 x98 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">24<span class="ls0"> </span></div></div><div class="c xd1 y79 w79 h10"><div class="t m0 x98 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">24<span class="ls0"> </span></div></div><div class="c x2 y64b w77 h12"><div class="t m0 x1f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl S.A. </div></div><div class="c x3a y64b w78 h12"><div class="t m0 x90 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">924</span> </div></div><div class="c xd1 y64b w79 h12"><div class="t m0 x90 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">764</span> </div></div><div class="c x2 y436 w77 h10"><div class="t m0 x1f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl Construction sp. z o<span class="_ _0"></span>.o. </div></div><div class="c x3a y436 w78 h10"><div class="t m0 x98 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0"> </span></div></div><div class="c xd1 y436 w79 h10"><div class="t m0 x98 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">27<span class="ls0"> </span></div></div><div class="c x2 y437 w77 h12"><div class="t m0 x1f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Dom Land sp. z o.o. </div></div><div class="c x3a y437 w78 h12"><div class="t m0 x98 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">17<span class="ls0"> </span></div></div><div class="c xd1 y437 w79 h12"><div class="t m0 x98 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">16<span class="ls0"> </span></div></div><div class="c x2 y64c w77 h13"><div class="t m0 x1f h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o.<span class="ff3"> </span></div></div><div class="c x3a y64c w78 h13"><div class="t m0 x90 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">770</span> </div></div><div class="c xd1 y64c w79 h13"><div class="t m0 x90 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">039</span> </div></div><div class="c x2 y64d w77 h10"><div class="t m0 x1f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Construction sp. z o.o. </div></div><div class="c x3a y64d w78 h10"><div class="t m0 x4b h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">18<span class="ls0"> </span>675<span class="ls0"> </span></div></div><div class="c xd1 y64d w79 h10"><div class="t m0 x4b h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">11<span class="ls0"> </span>333<span class="ls0"> </span></div></div><div class="c x2 y64e w77 h12"><div class="t m0 x1f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Dom Development Kred<span class="_ _0"></span>yty sp. z o.o. </div></div><div class="c x3a y64e w78 h12"><div class="t m0 x3f h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">856<span class="ls0"> </span></div></div><div class="c xd1 y64e w79 h12"><div class="t m0 x3f h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">399<span class="ls0"> </span></div></div><div class="c x2 y64f w77 h10"><div class="t m0 x1f h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w sp. z o.o.<span class="ff3"> </span></div></div><div class="c x3a y64f w78 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">217</span> </div></div><div class="c xd1 y64f w79 h10"><div class="t m0 x90 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">077</span> </div></div><div class="c x2 y650 w77 h10"><div class="t m0 x1f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom <span class="ff4">Development Krak<span class="_ _0"></span>w 21 sp. z o.o. sp. k.<span class="ff3"> </span></span></div></div><div class="c x3a y650 w78 h10"><div class="t m0 x8e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd1 y650 w79 h10"><div class="t m0 x3f h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">373<span class="ls0"> </span></div></div><div class="c x2 y651 w77 h12"><div class="t m0 x1f h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w 12 sp. z o.o.<span class="ff3"> </span></div></div><div class="c x3a y651 w78 h12"><div class="t m0 x98 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">21<span class="ls0"> </span></div></div><div class="c xd1 y651 w79 h12"><div class="t m0 x4d h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">9 </div></div><div class="c x2 y652 w77 h10"><div class="t m0 x1f h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w 2 sp. z o.o.<span class="ff3"> </span></div></div><div class="c x3a y652 w78 h10"><div class="t m0 x8e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd1 y652 w79 h10"><div class="t m0 x4d h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">7 </div></div><div class="c x2 y653 w77 h12"><div class="t m0 x1f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Buma Contractor 1 sp. z o.o. </div></div><div class="c x3a y653 w78 h12"><div class="t m0 x8e h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd1 y653 w79 h12"><div class="t m0 x98 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">19<span class="ls0"> </span></div></div><div class="c x2 y654 w77 h12"><div class="t m0 x1f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Issogne sp. z o.o. </div></div><div class="c x3a y654 w78 h12"><div class="t m0 x98 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">18<span class="ls0"> </span></div></div><div class="c xd1 y654 w79 h12"><div class="t m0 x4d h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">3 </div></div><div class="c x2 y655 w77 h10"><div class="t m0 x1f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Mirabelle Inve<span class="_ _0"></span>stments sp. z o.o. </div></div><div class="c x3a y655 w78 h10"><div class="t m0 x98 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">16<span class="ls0"> </span></div></div><div class="c xd1 y655 w79 h10"><div class="t m0 x98 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">15<span class="ls0"> </span></div></div><div class="c x2 y656 w77 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls2f ws0">   <span class="ls0">Sento S.A. </span></div></div><div class="c x3a y656 w78 h12"><div class="t m0 x8e h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd1 y656 w79 h12"><div class="t m0 x3f h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">460<span class="ls0"> </span></div></div><div class="c x2 y657 w77 h10"><div class="t m0 x0 h9 y658 ff2 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c x3a y657 w78 h10"><div class="t m0 x9a h11 y658 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd1 y657 w79 h10"><div class="t m0 x9a h11 y658 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y659 w77 h10"><div class="t m0 x1f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Nestobud sp. z o.o. </div></div><div class="c x3a y659 w78 h10"><div class="t m0 x8e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd1 y659 w79 h10"><div class="t m0 x4d h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">4 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h11 y65a ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h11 y65b ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h11 y65c ff3 fs5 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">45<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x2 y65d w7a h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">DOM DEVELOPMENT S.A. JAKO PO<span class="_ _0"></span>ŻYCZKODAWCA:<span class="ff3"> </span></div></div><div class="c xd3 y65d w7b h10"><div class="t m0 x60 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023<span class="ff3"> </span></span></div></div><div class="c xd4 y65d w7c h10"><div class="t m0 x61 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022<span class="ff3"> </span></span></div></div><div class="c x2 y65e w7a h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Udzielona poż<span class="_ _0"></span>yczka<span class="ff1"> </span></div></div><div class="c xd3 y65e w7b h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd4 y65e w7c h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y65f w7a h12"><div class="t m0 x1f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Issogne sp. z o.o. </div></div><div class="c xd3 y65f w7b h12"><div class="t m0 xb h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">28<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xd4 y65f w7c h12"><div class="t m0 x20 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y660 w7a h10"><div class="t m0 x1f h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o.<span class="ff3"> </span></div></div><div class="c xd3 y660 w7b h10"><div class="t m0 xb h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">90<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xd4 y660 w7c h10"><div class="t m0 x4b h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">125<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x2 y661 w7a h12"><div class="t m0 x1f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl S.A. </div></div><div class="c xd3 y661 w7b h12"><div class="t m0 xb h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">77<span class="ls0"> </span>767<span class="ls0"> </span></div></div><div class="c xd4 y661 w7c h12"><div class="t m0 x27 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">90<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x2 y662 w7a h10"><div class="t m0 x1f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Sento S.A. (w tym Sento 22 sp. z o.<span class="_ _0"></span>o.) </div></div><div class="c xd3 y662 w7b h10"><div class="t m0 xf h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd4 y662 w7c h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">19<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x2 y552 w7a h10"><div class="t m0 x1f h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w sp. z o.o.<span class="ff3"> </span></div></div><div class="c xd3 y552 w7b h10"><div class="t m0 x74 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">160<span class="ls0"> </span>183<span class="ls0"> </span></div></div><div class="c xd4 y552 w7c h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">90<span class="ls0"> </span>200<span class="ls0"> </span></div></div><div class="c x2 y319 w7a h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Spłacona pożyczka<span class="ff1"> </span></div></div><div class="c xd3 y319 w7b h12"><div class="t m0 x6e h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd4 y319 w7c h12"><div class="t m0 x35 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y663 w7a h10"><div class="t m0 x1f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Issogne sp. z o.o. </div></div><div class="c xd3 y663 w7b h10"><div class="t m0 x9 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(28 000) </div></div><div class="c xd4 y663 w7c h10"><div class="t m0 x20 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y664 w7a h10"><div class="t m0 x1f h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o.<span class="ff3"> </span></div></div><div class="c xd3 y664 w7b h10"><div class="t m0 x9 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(50 000) </div></div><div class="c xd4 y664 w7c h10"><div class="t m0 x95 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(10 000) </div></div><div class="c x2 y20c w7a h12"><div class="t m0 x1f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl S.A. </div></div><div class="c xd3 y20c w7b h12"><div class="t m0 x9 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(48 517) </div></div><div class="c xd4 y20c w7c h12"><div class="t m0 x32 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(108 000) </div></div><div class="c x2 y5d3 w7a h10"><div class="t m0 x1f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Sento S.A. (w tym Sento 22 sp. z o.<span class="_ _0"></span>o.) </div></div><div class="c xd3 y5d3 w7b h10"><div class="t m0 xf h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd4 y5d3 w7c h10"><div class="t m0 x32 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">(108 380) </div></div><div class="c x2 y665 w7a h12"><div class="t m0 x1f h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w sp. z o.o.<span class="ff3"> </span></div></div><div class="c xd3 y665 w7b h12"><div class="t m0 x9 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(69 483) </div></div><div class="c xd4 y665 w7c h12"><div class="t m0 x95 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(21 350) </div></div><div class="c x2 y666 w7a h12"><div class="t m0 x1f h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w 12 sp. z o.o.<span class="ff3"> </span></div></div><div class="c xd3 y666 w7b h12"><div class="t m0 xf h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd4 y666 w7c h12"><div class="t m0 xc1 h11 y8e ff3 fs5 fc1 sc0 ls8 ws0">(8<span class="ls0"> <span class="ls7">050)</span> </span></div></div><div class="c x2 y667 w7a h15"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Otrzymane odsetki od poż<span class="_ _0"></span>yczki netto<span class="ff1"> </span></div></div><div class="c xd3 y667 w7b h15"><div class="t m0 x6e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd4 y667 w7c h15"><div class="t m0 x35 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y668 w7a h12"><div class="t m0 x1f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Issogne sp. z o.o. </div></div><div class="c xd3 y668 w7b h12"><div class="t m0 x8e h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">414<span class="ls0"> </span></div></div><div class="c xd4 y668 w7c h12"><div class="t m0 x20 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y669 w7a h10"><div class="t m0 x1f h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o.<span class="ff3"> </span></div></div><div class="c xd3 y669 w7b h10"><div class="t m0 xb h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">14<span class="ls0"> </span>376<span class="ls0"> </span></div></div><div class="c xd4 y669 w7c h10"><div class="t m0 x75 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">227</span> </div></div><div class="c x2 y66a w7a h10"><div class="t m0 x1f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl S.A. </div></div><div class="c xd3 y66a w7b h10"><div class="t m0 xb h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">10<span class="ls0"> </span>273<span class="ls0"> </span></div></div><div class="c xd4 y66a w7c h10"><div class="t m0 x75 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">896</span> </div></div><div class="c x2 y66b w7a h12"><div class="t m0 x1f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Sento S.A. (w tym Sento 22 sp. z o.<span class="_ _0"></span>o.) </div></div><div class="c xd3 y66b w7b h12"><div class="t m0 xf h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd4 y66b w7c h12"><div class="t m0 x75 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">932</span> </div></div><div class="c x2 y66c w7a h10"><div class="t m0 x1f h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w sp. z o.o.<span class="ff3"> </span></div></div><div class="c xd3 y66c w7b h10"><div class="t m0 xb h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">12<span class="ls0"> </span>956<span class="ls0"> </span></div></div><div class="c xd4 y66c w7c h10"><div class="t m0 x75 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">760</span> </div></div><div class="c x2 y28f w7a h12"><div class="t m0 x1f h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w 12 sp. z o.o.<span class="ff3"> </span></div></div><div class="c xd3 y28f w7b h12"><div class="t m0 xf h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd4 y28f w7c h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">673<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y4d1 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h11 y66d ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y66e w7d h30"><div class="t m0 x0 h9 ye7 ff2 fs5 fc1 sc0 ls0 ws0">DOM DEVELOPMENT S.A. JAKO W<span class="_ _1b"></span>PŁ<span class="_ _9"></span>ACAJĄCY KAPITAŁ DO <span class="_ _0"></span>SPÓŁEK </div><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">ZALEŻNYCH:<span class="ff3"> </span></div></div><div class="c x34 y66e w53 h30"><div class="t m0 x19 h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023<span class="ff3"> </span></span></div></div><div class="c xd5 y66e w5b h30"><div class="t m0 x5e h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022<span class="ff3"> </span></span></div></div><div class="c x2 y66f w7d h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Zwrot dopłaty do kapitału<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x34 y66f w53 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd5 y66f w5b h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y670 w7d h12"><div class="t m0 x1f h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o.<span class="ff3"> </span></div></div><div class="c x34 y670 w53 h12"><div class="t m0 xba h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(15 200) </div></div><div class="c xd5 y670 w5b h12"><div class="t m0 x73 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">(28 000) </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y671 ff3 fs5 fc1 sc0 ls0 ws0">W<span class="ff4">płat</span>y  na  <span class="ff4">kapitał <span class="_ _10"> </span>zakładow</span>y  <span class="ff4">oraz  dopłat</span>y  <span class="ff4">do  kapitałw <span class="_ _10"> </span>spłek  zależn<span class="_ _0"></span>ych  są  ujmowane<span class="ff3">  w  bilansie <span class="_ _10"> </span></span>S<span class="_ _9"></span>plki<span class="ff3">  w  po<span class="_ _0"></span>zycji  <span class="ffa">Inwestycje </span></span></span></div><div class="t m0 x2 h11 y672 ffa fs5 fc1 sc0 ls0 ws0">w <span class="ff9">jednostkach zależnych, stow<span class="_ _1b"></span>a<span class="_ _9"></span>rzyszonych i wspólnym <span class="_ _0"></span>przedsięwzięciu<span class="ff3">. </span></span></div><div class="t m0 x2 h11 y673 ff3 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x2 y674 w75 h30"><div class="t m0 x0 h9 ye7 ff2 fs5 fc1 sc0 ls0 ws0">DOM DEVELOPMENT S.A. JAKO N<span class="_ _0"></span>ABYWAJĄCY UDZIAŁY/ AKCJE O<span class="_ _0"></span>D </div><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">SPÓŁEK ZALEŻNYCH:<span class="ff3"> </span></div></div><div class="c xa5 y674 w76 h30"><div class="t m0 xa0 h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023<span class="ff3"> </span></span></div></div><div class="c x82 y674 w54 h30"><div class="t m0 x19 h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022<span class="ff3"> </span></span></div></div><div class="c x2 y675 w75 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Nabycie akcji Sento S.A. </div></div><div class="c xa5 y675 w76 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x82 y675 w54 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y676 w75 h10"><div class="t m0 x1f h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w sp. z o.o.<span class="ff3"> </span></div></div><div class="c xa5 y676 w76 h10"><div class="t m0 xcf h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x82 y676 w54 h10"><div class="t m0 xb0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">196</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y677 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h11 y455 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y678 w7d h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">DOM DEVELOPMENT S.A. JAKO U<span class="_ _1b"></span>DZIE<span class="_ _9"></span>LAJĄCY ZALICZEK:<span class="ff3"> </span></div></div><div class="c x34 y678 w53 h12"><div class="t m0 x19 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023<span class="ff3"> </span></span></div></div><div class="c xd5 y678 w5b h12"><div class="t m0 x5e h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022<span class="ff3"> </span></span></div></div><div class="c x2 y679 w7d h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Zaliczka (netto) przekazana w celu <span class="_ _1b"></span>nabyc<span class="_ _9"></span>ia gruntu </div></div><div class="c x34 y679 w53 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd5 y679 w5b h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y67a w7d h10"><div class="t m0 x1f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Development Grun<span class="_ _0"></span>ty sp. z o.o. </div></div><div class="c x34 y67a w53 h10"><div class="t m0 xb9 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd5 y67a w5b h10"><div class="t m0 x37 h11 y8b ff3 fs5 fc1 sc0 ls8 ws0">(9<span class="ls0"> <span class="ls7">871)</span> </span></div></div><div class="c x2 y67b w7d h10"><div class="t m0 x1f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Land sp. z o.o. </div></div><div class="c x34 y67b w53 h10"><div class="t m0 xb9 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd5 y67b w5b h10"><div class="t m0 x74 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">10<span class="ls0"> </span>938<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y67c ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h11 y67d ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y67e w7d h13"><div class="t m0 x0 h9 y99 ff1 fs5 fc1 sc0 ls0 ws0">DOM DEVELOPMENT S.A. JAKO <span class="ff2">ROZLICZA<span class="_ _0"></span>JĄCY KAUCJE:<span class="ff3"> </span></span></div></div><div class="c x34 y67e w53 h13"><div class="t m0 x19 h9 y99 ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023<span class="ff3"> </span></span></div></div><div class="c xd5 y67e w5b h13"><div class="t m0 x5e h9 y99 ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022<span class="ff3"> </span></span></div></div><div class="c x2 y67f w7d h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Zatrzymane kaucje gwarancyjne<span class="_ _0"></span> </div></div><div class="c x34 y67f w53 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd5 y67f w5b h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y3a3 w7d h10"><div class="t m0 x1f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Construction sp. z o.o. </div></div><div class="c x34 y3a3 w53 h10"><div class="t m0 x4d h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">888</span> </div></div><div class="c xd5 y3a3 w5b h10"><div class="t m0 x72 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">252</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y680 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h11 y681 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y47e w7d h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">DOM DEVELOPMENT S.A. JAKO W<span class="_ _1b"></span>YPŁ<span class="_ _9"></span>ACAJACY DYWIDENDĘ<span class="_ _0"></span>:<span class="ff3"> </span></div></div><div class="c x34 y47e w53 h10"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023<span class="ff3"> </span></span></div></div><div class="c xd5 y47e w5b h10"><div class="t m0 x5e h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022<span class="ff3"> </span></span></div></div><div class="c x2 y5c9 w7d h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Dywidenda wypłacona<span class="ff1"> </span></div></div><div class="c x34 y5c9 w53 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd5 y5c9 w5b h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y682 w7d h12"><div class="t m0 x1f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Groupe <span class="ff4">Belle<span class="_ _0"></span>forêt S.à r.l<span class="ff3"> </span></span></div></div><div class="c x34 y682 w53 h12"><div class="t m0 x3f h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">233<span class="ls0"> </span>317<span class="ls0"> </span></div></div><div class="c xd5 y682 w5b h12"><div class="t m0 xc1 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">148<span class="ls0"> </span>637<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y683 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h11 y684 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h11 y685 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h11 y686 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h11 y595 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2e" class="pf w0 h0" ><div class="pc pc2e w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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APZmpqlX/pS0513jvxl/cL/8T9OfbU0Iqmvb/3gB8/VOqxUomPnsZdORzxn0a6dR6c8TTzaAADgQrd29aO3ZH+QqaRnvr5vNuobIxtbHo3DO8cWBpWBgeKhQ8W2tnJ396m/nfObv1mzeHE6bMg+68MfHj4p6Cxj2erqOb/92yO3Qb6lZcb73nfqY+b97u/WXnbZOVyNHbtGPN7guAP7oq9/Yh5brQ0AAC50lQ1ficHySI8oV4rVU5//bhzZPeY9Bts//OGnFy16ZvHipxcsWHPllXvuvTcddlL/TG3t4k9/+vjMokxtbfPddw9/elqp7P1v/+3ZlSufvvjiNStWbPuN3yi2tw9/QOONN065/vqRh9ktP/dz2SlThj+m7oorZn/sY+d2NfYeilJhFBeQLpVj07ORppGmuXxeGwAAMFE89cMHr81vHhqqnvGWSXp397bvjBjF0PfkrOjvL/f0lHt7S0eO9K9fv/33fm/PH//x8Ac0/diPVV90URpRiZj65jdXL148/Lf7//zPt3/8472rVw9u2dK/bt2+P//z5+66Ky0UXhrOVlfP+uhHRz5Nau2yZfP/8A+HXVogWn/hFzK1tad9cPqybhFRLEZhNKckTSLaDsWRjqikuXyVNgAAYELo6ups2fBXycizWyqV2Liuvrgvlz8Hs2CSiN1/+qeDO3acMHY/Nren+R3vGH5/8eDBXX/4hyc9veuJJ7oee2z4nVNvuy1bXz/y+878tV+rf93rhob+VfPmTX/Pe875ykwjCr2jK4lMxN49hUq2urpaGwAAMCFseuqHC+q7RhryZzKxc1vs2pWvjua55+Adk4hyf3/fhg3D76yePz8ikkym4dprh9/fv3lzsbMzOeUV+p59dvg9+Zkzc2c4o9FLn6O6euYv/MLQB13ymc9UzZr1aqzPYt+oH9p+oH+gUl1dow0AAJgQCjtXR6E80jfc+/bG9u1DY8aZyyJJzs37lg4dGv7PXFNTGpFUVeVaWk542ImHFry02Pv3n3TPmc49Whk2+2j6u95VvXDh1Ntvn3bXXUP3pGlaOXdXJk4iiv0x2gMySqXebXvyVeYUAQAwMcwqbh1pp0FXZ6xdG+XS0CT9KTOjqv7cvO/wAwYiIrLZiIhMJhn64fjIfnDwtEPwtFg8+c4zDLLb/u7v0mMXPsu3tCz5zGdmf/jDxxOnf/36/Z/61Llsg4FRH6BQiTnFvTu3vagNAAAYf+VyeW5y6IyD13I5nt90wmgxE40tk+wz9m/evOPjHz9+ibGmt7xl2k/+5PHf7v/sZ9Ny+Vyu0sKo9xukEdW1e9Z+XxsAADD+SsVCXfbMI+N1a6Oz8+go9mgtxNSZURnjeYpidA9LzzyEHtNbnCTJZnf/2Z8NPz4hObbToHTkyMF/+IeTLsycvrJbqTyWV6mum931jDYAAGAixMHg6UfaSRJ7d0db28lfgafR2BqRTLJPmUTs/8u/POnOyuDgiz/3c6WOjnP7XpXyWBarvuGi/MGnHntQGwAAMM6yaTEqp7uaQbkcW7ecdpxY2xhTpk/A6/meZRDe9vnPF088fLnroYfa//Vfz3nmpOmo2ymTRG1dPi3Xr/u78jmd16QNAAAY+0D2tMPYSiXWrYmBgdNOg0ki5l56LsagJ153bOhsQmmpdNLBx5nTXbUgjcjU1Z281COebqjc0/P8T//0wNatxfb2Ynt7Ye/evX/+58mrs05He8vkoro6KpVLag4+v2HtBPmTyPlfAQBwYSpnqvOZJMon7gY41BYH2iJ7xrFv84Koro9C7yt666rZs4f/s9TenkSkhUJh797qBQvO9LDjw++qefNO6pny0KERZ5BEdD344NPLlmVyuYioFItppZLEud8BkmRG/aL56sjlo1JO0srBTY9ftuKaifAnYb8BAMAFKpuvqpwUBpHEzh1nDINj48eprWM4Fvk0h+DOmlW3YsXwx/Rv355GVCK6Hnlk+P21y5bVXnTRSU9PMpnG66474elbtxbb289+GHS5XB4cLA8ODp22aPQLPIadAaMfXNccuyJyJW3qXD9B/iS0AQDABSqXr+oo1Q0bIyexf18cOXKWp5WjaU5UXu6bpvn8svvvz0+f/tI9pVLfunVDP7d/8YvHzzcaEdnGxmX/+I9RXX38nkrE3N/8zfrXvW74ax7+6lePzkoa97F1dtQLUVsbaTq05pfFzraDByfEn4T/FQAAF6YkSbYn86bH5qP/LgzG5udGM7Sd0hK5XJRLozrstmbJkvqVK5M0Taqraxctannve6fefvvwB+z/9KcL+/cnEUlE95o1vc8803Dttcd/27hy5eXf+Eb7v/xLsb09W1/f9OY3t/zMzwx/eunIkX3n7vplr0QakcvH0ZO8jqwSUVsXxyqoLlde/cAXb33vf9IGAACMm57pK6LrhaOHHLS1xWBhNNNKquuiZWHs3zKqt1jwiU8s+MQnzvTbwd27t33840l6dDSdVCpt998/vA0ioumOO5ruuONMr9DxjW/079w5QSbD5KpHnRF1ww6zTtNLO38wMPChmpqa8V1+c4oAAC5cC66+tT/NR0RkMnFgfySjnVk/99LIvuIvmdNyefs991QGBobfeeBv/7bjW98a5SsMbNu265OfnCAj2jQiXxNnvzjcUAfV1g1/5szavm0vbBr3j6ANAAAuXIuXLF1ddXNkk+jri9FfCCyN2qZomH6G3yajPTvogb/6q7Z/+IeTHl3u6Njw4z/e8c1vnvXp/Zs3r73uur6NGyfO+szXjGrtRXU+qqtPuKZEJW3ftkEbAAAwnl7/jl/bXJgZO7dHuTKGM/KUonnOab4iLw8M9G3aVBkcjPT0k+7TSqV48GD7l7+84Sd/csvHPhZn+FZ90/ve9+Kv/mrno4+eeuGCtFzuXb9+1733rrvzzsKhQye8QpqmJ15HLC2VRv4c5Z6e4Y+vFIuv5DxFVbWje9y0aZE98WxQpUq0vzDufwxJmqb+SwAAXMge++aXbvyn98VAMcZyPbC+7njym6f7pjmXq549u3rRoppFi6rmzMnPmJFpaMjW15e7ugZ37epetar78cdLg4Oj+Yq6ElE7f/7U226rv/rq7JQp6cBA36ZNXQ8/3LNxY5TLp13Y2mXLcs3NLy3kpk0jX/ogU1tbv2LF0X0dlUrvhg2V3pd57YYkievujqqzHnKQRqxYETNnnZRPGyrzL//lz2kDAADG07qnV135hf8rdu4dUxukEc89Fu27T/Ok9JQfjl9obOh8RGN6l3Qsr3Dq0DYZxVuM/sEjvEhdY1zzlkjOGj3ZXNz4psidfLhGR6W28Re/ksuN57mCzCkCALjQHdn9Qly+IhqnjmkCTRKx6MrTX+0rOXbLHLsd/znOcLmxMxn+xOTYS40wxE9OvI3G8Ucmr2AdphFTWyLJjmLV1dYPv2LDcU3Zga4Rd3G8BpzDFADgQlfp2BHFUly6PJ5ZE4XB0Y6R06idGo0zonN0l+3KTZ/e8lM/lWtqSvL5vhdeOPyNb5R7e3PNzdPf9rbqefOiXO5++umBF1+cduedh772tcG9eyOi9b3vjUrl0Ne/3vzWt9ZefHFE9L/wwsEvfanl7ruzjY0Hv/CFKJfTiCSXm/7Wt9ZfcUWxvf3wt789sG1bJp9vff/7q1pbI5sd3L2749vfLuzf33znndULFx78whcqPT2Ry7W++92VgYG2L38519TU+r735WfMKHd3H/63f6uUSs1veUvXo4/2rF2ba25uffe7e558svaSS7KNjcc/S9cPf9izdu1J62nanFFc2SCNmDolKqe5dlySie6O9ubp07UBAADjpnawLdI0Ghtj5XXxo9VRKoy6KmLGvOg4OKq5KLVXXHHxZz5z/J89Tz215qabFvzO78z7rd8auqf9K1/Z+YlPXPzpT2enTt35p3+ab2xc+pd/2fnQQ9mmpqXHntj91FP7vvSleb/zO3WXXNL+la9U+voiSZb91V/N/OAHjy7R4OCTV15Z6epa+ulPJ1VVQ3ce+f73n3nzm+f8x//Y/Na3lvv62u6/v/GGGy75/Od716498OUvz/+t35p/zz3Hn14eGLj4U5868sADa+64o2bRoov/4i/2/M//OesXfzHb0HB84Xf8/u/3rF17wqg6F1NnjO6qZ01Np22DqMRAT8f4/iWYUwQAcKFrrByJiEjTqK6Jyy+PbH5UJ+lPI9Jonh2Z3OgeXqlExP7PfvZHF120/3Ofa7j22ql33ll7ySVpufzU9dc/vnDh8x/6UO+mTYN79jTfdVeayUy58cZMff3+v/mb+iuuiIhn3/a2xxcuXHfXXRERlUpaKBydoXPFFTM/+MEjDz64+sort/3+72eqq1ve+c5KqZSWy3s/9akfLl584B/+YcqNN9a0tlZKpYiY/aEPlSJm/9IvRURaqZQjapcvb/unf/rhwoWPL1y4/3//7yiXI2LKzTfP+sAHKpVKRJS6u5+46qp1P/ETEdH+r/+66rLLdt93X5z46aobI1dztlVQicgkMWXK6TdDmpb7x3lOkTYAALjQ1ad9x4enMWN6vOH6yFeN8rk19TFncYz+5Dblnp7BbdsOP/BARNTMmzd0Ks/mO+5ovfvuxquuKhYKfZs2NV5/fW7atOa3v73S23v4O98Z+vq/6YYbWu++e+rKlSe9YPWCBRHR+dhj/evXH/73f4+ImkWLhsb3pe7uwu7dSSaTZDJDJwVKi8XGN7xhyR/90fS77670HfvUmUzVvHmtb397y91356dPP3rcQpJc8td/XdXSMvSQwa1bB7Zvj4hyd3f/pk3lI0dOWoyGphjVWmieFme6+HEamUKPNgAAYNykaVqdFoddhKsS1TVx9YqoqR/V7oBKzL80qqpHtZshhv1wXJLJzHjnO1vf//4pt9wSEb3r1mVqauqWLZt2xx19mzcP9vYOnWB0+tve1vr+90+7666TFioZOho6TV965Ww2TdM0Ys6v//obd+5sec97Dn7xi31tbUkmUxkcPPB3f7fgv/yXjm9/u++55+L4RYqXLm39wAdm/szPVC9ZMnTP3s98Jqmqmvuf/lOcstinuUhCxJTmiPIoPv+CBUcb7HS3bHlwfP8YHG8AAHCht8HJw/U0jSlT4oaV8cRT0dl51kOTq2qjeVYc2DHqd4zIVFdHxNAkn7RYfOa220qdnUlENqL7mWciYtott9QuXXrg7/8+4uiFlp/9qZ/qf/75OP7ddpqmlcrQ1dYiIlNbm0YkQy/b3z/0lCMPPXTwn/+5b/367mPHDSf5/I5PfrJn7dpD//ZvV37jG2nh6JEVB7/4xed+4zeGTog0a/HiiDj03e/WLlky/a1vHeUnahzNIcS1dTFjxukPNoiIiHylTxsAADBuMplM+UxzSa66Ml7cEvsORFoZ6SVK0bog9u44y4yUof6oX7Fizq//+pyf//m0VOp6+ulpt9+e5PPzP/rRUnt7/4svHvrWt3o2bIiI1ve/PyK616xJIkpdXREx71d+ZWDLlsK+ffu+/OVKb29u2rR5H/1oubu7Z/36Yltby7veVTh0aNott0RE56pVkc9HRO/69fvuv3/otKeVYwtQ7Ozc9b/+V+bYuVfTiHJv79Qbb1zw4Q8nER3f+97x/RubfuEXrl21qmb+/PR0+w2Gf66GKVFXP4o5RdObR/59Y2pOEQAA42ogrTr9LJd8Pq64PJYuifJZXmFaSzROOcvYOC0WI2La7bdf8qlP1SxcuOHd7+5+4on9n/98Wiot/oM/WHrffXN+5VcqEb0bNnQ9/nj9ZZdVCoXDDzyQiTjwxS+Wurrmf+QjS++7b8Hv/m5E7P/85zNVVRfde+/S++6rXbp0zZ13Jrnckk9+ctqb37znM5858IUvHHvL9OSrHCRJpOnxPQ9Do+H999/fcPXVy+67b+l9901785vTY78d3Ldv32c/GxFpuRwRQ9/3p6d8659GzFsSmbN+5V6OaJkR5fKZJhRFmtZEcXz/ElwXGQDgQrfmM798dfrCSI/o6IjNL0ZXzxm/WE7iSFuseWTEHQzZbNXcudmGhiSTKYcYhJgAACAASURBVOzbVzx0aOhSx1WzZuWnT4+IwsGDxba2iMjU1NQsXlw6cqSwb9/QY/LNzVWzZkUmUzp0aHDfvoionjcv19SUFouDu3aV+/ry06ZVzZ1b7u4e2LEjIpIkqV6woHT4cKm7Ozk2gs+3tmZqagq7dg1VQX7WrCSTGbqQQs3ixdmGhnRwcHDXrkiSqlmzBvfuTQcGktra6tmzC21tle7uJJutWrCg3NVVOnRo+MfKVcUb3xK5/MhhFFFfF9e/fujY6zPpWfLjDXf+ljYAAGDcPPrX97yp9KOzPKhcjmfXR9vhM+ZBLp5+MI60XXBrb/rsuOpNcZZdK2nE1VdGa0uMOPZuX/L2GXd+ZBw/izlFAAAXuvK0RZGJEea6RJpGJhNXr4jLlh09J9GpSjF7YVQusFVXiZgxK8465yoaG6JlRlQqI6/k7kzj+H4cxyIDAFzomhZeEUcyQ9cEOIt5c2P2rHjm2Th05NQvmVvmRFVVFApnPbPReSSJ5plnOwo5jZg1M0YxW6eYqRvfT2O/AQDAhW7J8iv39jeMakR/dAfClXHZsqipPWlMnMvF8tcNnT70glCJmLsgamrPFga5fMxqHc0LlnO12gAAgPHU0NjY/sbfHkyzZ5lWNHx+0dzZ8cbXx+XLo37YJdIq0To3Zs4b1TXTzoNbbX0suyqSkR+UycY1V0ZV1dnXahKZxlnaAACAcbbi9W/cGEvGOJDMxOyZcf01MX9upMd2FlRizqIL4qiDNKJlVmTPOkO/ZXpMmzqqV0yirmmGNgAAYPwNLP2JyI19PlAmE5cujeuuihkzIslEGk3NMWv2BbDrIIlZ82OkDBp60MJ5UR5VK/WXcs0t9hsAADABrHzzW58pLIkkRjuz6PitUompU+KaK+KqyyOXz1Ti8tdFLn8+h0ElonVmTG0624OWLIwpjaNcjTujpb6hQRsAADD+MpnMgvd+8sXyzJf5/HIlZjTHm66L5UtyTXWz58V5fBWtfFUsXzHi6YnSiOapsXhBjPJiYknsb7h8/P8G/DcAAGDI9BktHSt+PqqyL/P5aRq5XCycFzdeN/8/LBz66vy83G/QOitq6kd8RDni4kVjqY3slEvepA0AAJhArr3pPzzc+nM9UT3mmUXDpxiVKw1XLrz5l+YvWRY1defVDoShgwjmLRr5emdJLF8cU6eMdo1FbOifu/zq67UBAAATSCaTufknP/Dk9LdH/pUNFNO07qqLll5bd8sdseSSo9+knx9HGsxfEE3TRvzsrdPjooWjX1WFyNbe9Xu1tbXjv/X9BwAA4CRveMcv/qD5PZ1J7dAo/+XvQJg/J8qx9JK4+Y645NKonxJpMrl3I9TXx7LLzzxZqhJRUxtLF0epNNq1lMTq6jdctHT5hChDf/oAAJykpqbmlnf9yvqLfjHyr+Aqx2kas1ujviYqUVcbS5bGTbfH1ddEdU2UJudOg3LEgoWRH+GaBlVVsfLqqKke/UqqRDLn1p+dINs9SdPUXz8AAKcb26drVz1as/rTy7O7o/xyB409fbH62SiXjg0/o1yKtvbYvzfa22KwMGm+q04j6uvjjW+KqvwZfp3NxlWXRMv0GPUAuyup3XT5R1befpc2AABgEujoOPziP/6X62L9y8yDTBIbt8TOvXHSHohsDA7Es2viwIGIyTCbJcnETTdFw5QznLo0ycTrr4hpU0cfBpFLHpr6jlvf99EJ9Bm1AQAAI6tUKj/85j/P2fovF8X+l3O4QP9grFobxeIpQ9FI0+jpjYP748DB6OyMcjmSCbkG0ohFC+OKFWe4EHImG5dfHLNbRh8GxST7eP3t17zrYw2NjdoAAIDJ5+HP/T83Fx6IYmVshZAk0d4RT20448A/ichET1dseTH27otiOTIxwSIhE7ffFrU1p/tVNhfXXRFTGsayxyDzg9o7bvn5359o21cbAAAwWuVyedPap448+ZXX9T9RnxmM8qiH8EkSa5+L/e1neXwS/f1x+HC0tcWhw9HfF+kEiIRMNq59XcycdcpsojSirjYuWxLNU0f1QmkaSXI4aVjX+vbXv+1n6+vrtQEAAJPevr17dn3lj6/PrBvDPoS+/nj0mdGO9DMRaRw8GFu3R/uhKFfGbU9CGrFgflx19SkXO0sjmhrj+ivHEhnJQOSeu/6Prn7DTRNzs2oDAABejmKx+Pz6NYfWfGdR5xPzM4cy6SgiYe/B2LhlDHNvkog0+vqjozMOH4rDR6K3O0qVo795bVTXxI1viPq6E6sgl4v5M2PR3BFPaHrCB+lP80803rrkzp+fO3/BhN2m2gAAgFfqsW/+84Ln7p9fdTjK6UhD/2wmnt4UBw69nKF9EpFEX0/s2Re790RXT6Txqu9MSDJx840xZfi5iSoRuWxce2k0N0WlMqpXyWc2lebX/MQfLr542QTfjtoAAIBzYHBw8Lm1T3Y8//j0w89eXNlRmxm6MPApj+vpi9UbolR6+YP6JMrl6B+Izs440hlHuqKnJwYHj77VOUyFNOKSi2P5smNhkEbksjFvZiyeG1W5s+8kySS9aX59/sp0+Y9dcf0tE+p8RNoAAIDXyN49uzc/8IVL2x+cme+MNE64MMLQOYue3nSOBrMRmUhL0XEk9h2MAwejp+foAdLJK+uENGJKY9x8Q2QzEWlEJWLG1FixNKqrzjInKonIJcVi8njD7Ze89Vdnzp49iTacNgAA4FXR19e3bfOmQ9vWZQ9sbB3YNidtq88Uh87VE+u2xO4D5/JL/iQiolKJgcHo7YuenujuiZ7+6OuLgcEolU7YqzCat21oiBuvj5p8RDYT05tifms0T41M5uQwSCIiGTpyujut2ZGde7j+4qqF1yy+4vUzZ82edJtMGwAA8FrYu2f3i6sfaNj58KWlF2qTgXh4TQwUX8XDBZKITEQlioXo7ImOI3H4SHR3R/9AlCovpcJpdy+UI268JmbOiJjVHJcsjLqaqKQnvHKSRDaJJKKU7i1P3V5zabL05uXX3TxtWvOk3kbaAACA106aph0dh/ft3Nax7bml3/+vM9t3RP9gFApH5x29GqlwfGdBGpVKFEtRKMbAYBQKMTgYhUIUCjFYjGI5SqUol6JYU1t37cXzrmjMNDVU6morkZQiX8zkC5maQqa2mK0rV02JhpZ844z66bOmz5o3o3VmTU3N+bF1tAEAAOPj4S//zc17PxelSvQPRGdPHOqMIz3RNxDFY6cpTV79k5UOvf7QOY+mNsT81kcueudNv/InF+YW0QYAAIyP3t7e3X/5wUvSnRERybEjBkrlGCzGwGD0D0b/YAwUYqAQhWIUS1EuR+XEcx+NtRyOPzcTkctFVT7qaqK+JpqnRENd1FatyV46971/0tI6UxsAAMBras2PHrl69W8f3VFwmrFqEkkSSUSaHm2G/sHoG4i+gegvxMBgFEtRLEWlEuVKpHHyeUWHyiGTRCaJXC6qclFTHfU10VgXDXVRVxP5bCRJVI5ek+G57IJLfuOfkiS5YDeHNgAAYNykafrDb/7zis2fbiz3j2Lomrw04h8qgTSNtBKV9Oj4/qRrMycRSSYySSRJZI79cPzpMWwXRCbZF81H7vh/L11xzYW8ObQBAADj7KG///9uPfylKI3buPRQ0jj47r+ZM2/+Bb4hMv4WAQAYX69/x4ceqb2tnIzP0HQwyW+59j8LA20AAMD4a2hsvOmXP7m65rrIvOZz/XPJj6a95fpb32IraAMAACaKJT91z+rc1ZUkiTR9bW79Sf4HU99+7Tt/w8of4ngDAAAmkB/d9+tvKDx5wnWIXyX5zEMt77n1fR+xzo+z3wAAgAnk4vf8waN1txQyuXg166A9mfLwwl9940/9qhU+nP0GAABMOA/93Z/eevgrZ7zuwSsa/0aaJM/c8KfX3HCb9awNAACY6AqFwhPf+eqi5/5mbnroXO5AyCZPZlc0veVjFy+/zErWBgAATBrbXtyc++pH5ift5+Twg3ImeXT6O274mf+cz+etW20AAMAk09Pd/eS/fu7yfV9ria54uTOMCpnc+vxlcd37r7nRPCJtAADAJC+EdX97zxtLq6JYGdsUo1zSXa5Zd+VHbvjx/9tq1AYAAJwPisXic2ufOrzm2wuOPDm/ciCXVKIScepQNkkiiUjicFq/pfqSwcW3XPamtzQ3T7cCtQEAAOeh3Tt37Nm8rn/fC/mu3XWFtpmFA/m0cCg3vaN6dqG2JTNj8fTFly1aemldXZ11pQ0AAIAxc+0zAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAA8MrkJuNC99yz2JYDAOC81HDvtvF6a/sNAAAAbQAAAByTpGlqLQAAAPYbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAwLmUm4wL3XPPYlsOAIDzUsO928brre03AAAAtAEAAHBMkqaptQAAANhvAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAAA413KTcaFXrVplywEAcF5auXLleL11kqapDQAAAJhTBAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAAA413KTcaFXrVplywEAcF5auXLleL11kqapDQAAAJhTBAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAAA413KTcaFXrVplywEAcF5auXLleL11kqapDQAAAJhTBAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAAOdSbjIu9KpVq2w5AADOSytXrhyvt07SNLUBAAAAc4oAAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAAOdabjIu9KpVq2w5AADOSytXrhyvt07SNLUBAAAAc4oAAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAAOdabnItbs89i20zAADOYw33bhuvt7bfAAAA0AYAAMAxSZqm1gIAAGC/AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABcSHKTcaF77llsywEAMBk13Lttwi6b/QYAAIA2AAAAjknSNLUWAAAA+w0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAAOdabjIudM89i205AAAmo4Z7t03YZbPfAAAA0AYAAMAxSZqm1gIAAGC/AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAADgXMtNxoXuuWexLQcAwGTUcO+2Cbts9hsAAAAREUmaptYCAABgvwEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAA4FzLTcaF7rlnsS0HAMBk1HDvtgm7bPYbAAAA2gAAADgmSdPUWgAAAOw3AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAACca7nJuNA99yy25QAAmIwa7t02YZctSdPUFgIAAMwpAgAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAACca7nJuNAPPfSQLQcAwGR06623TthlS9I0tYUAAABzigAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA51puMi70Qw89ZMsBADAZ3XrrrRN22ZI0TW0hAADAnCIAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAAA4l3KTcaFXrVplywEAMBmtXLlywi5bkqapLQQAAJhTBAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAAA413KTcaFXrVplywEAMBmtXLlywi5bkqapLQQAAP9/u3ZswloORVEUgUI3YTCvBfXmAtybWtA3uAnn50cOJxOD7sxaFRzejTZPeFMEAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANitVxw953Q5AAAqGmMcu60lcSEAAMCbIgAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAADAbr3i6DmnywEAUNEY49htLYkLAQAA3hQBAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAAHbrFUfPOV0OAICKxhjHbmtJXAgAAPCmCAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAAHbqFUfPOV0OAICKxhjHbmtJXAgAAPCmCAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACwW684es7pcgAAVDTGOHZbS+JCAACAN0UAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAgN16xdFzTpcDAKCiMcax21oSFwIAALwpAgAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAgJ16xdFzTpcDAKCiMcax21oSFwIAALwpAgAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAADs1iuOnnO6HAAAFY0xjt3WkrgQAADgTREAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAYLdecfSc0+UAAKhojHHstpbEhQAAAG+KAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAa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class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">46<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y4c2 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h11 y687 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y3d0 w7e h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">DOM DEVELOPMENT S.A. JAKO OT<span class="_ _1b"></span>RZYMUJ<span class="_ _9"></span>ĄCY DYWIDENDĘ<span class="ff3"> </span></div></div><div class="c xd6 y3d0 w7f h10"><div class="t m0 xd0 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023<span class="ff3"> </span></span></div></div><div class="c xd7 y3d0 w80 h10"><div class="t m0 x76 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022<span class="ff3"> </span></span></div></div><div class="c x2 y688 w7e h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Dywidenda otrzymana </div></div><div class="c xd6 y688 w7f h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd7 y688 w80 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y689 w7e h12"><div class="t m0 x1f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl S.A. </div></div><div class="c xd6 y689 w7f h12"><div class="t m0 x9a h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">131<span class="ls0"> </span>364<span class="ls0"> </span></div></div><div class="c xd7 y689 w80 h12"><div class="t m0 x37 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">79<span class="ls0"> </span>183<span class="ls0"> </span></div></div><div class="c x2 y68a w7e h10"><div class="t m0 x1f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Construction sp. z o.o. </div></div><div class="c xd6 y68a w7f h10"><div class="t m0 x35 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">16<span class="ls0"> </span>856<span class="ls0"> </span></div></div><div class="c xd7 y68a w80 h10"><div class="t m0 x37 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">33<span class="ls0"> </span>859<span class="ls0"> </span></div></div><div class="c x2 y68b w7e h10"><div class="t m0 x1f h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z <span class="ff3">o.o. </span></div></div><div class="c xd6 y68b w7f h10"><div class="t m0 xd8 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd7 y68b w80 h10"><div class="t m0 x26 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y68c w7e h12"><div class="t m0 x1f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Dom Development Kred<span class="_ _0"></span>yty sp. z o.o. </div></div><div class="c xd6 y68c w7f h12"><div class="t m0 xaf h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">801<span class="ls0"> </span></div></div><div class="c xd7 y68c w80 h12"><div class="t m0 x3f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">234</span> </div></div><div class="c x2 y462 w7e h10"><div class="t m0 x1f h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w 12 sp. z o.o.<span class="ff3"> </span></div></div><div class="c xd6 y462 w7f h10"><div class="t m0 x35 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">11<span class="ls0"> </span>584<span class="ls0"> </span></div></div><div class="c xd7 y462 w80 h10"><div class="t m0 x26 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y68d ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h11 y388 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h11 y68e ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h11 y350 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h11 y27c ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h11 y68f ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h11 y201 ff4 fs5 fc1 sc0 ls0 ws0">Transakcje midzy po<span class="_ _0"></span>dmiotami powiązanymi odbywają si<span class="_ _0"></span> na zasadach rynkowych.<span class="ff3"> </span></div><div class="t m0 x2 hd y690 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y691 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y692 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y693 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y4cc w81 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">SALDA Z PODMIOTAMI POWIĄZA<span class="_ _0"></span>NYMI <span class="ff1">- </span>salda z punktu widzenia Sp<span class="_ _0"></span>ółki<span class="ff1"> </span></div></div><div class="c xd9 y4cc w57 h10"><div class="t m0 x86 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c xd1 y4cc w79 h10"><div class="t m0 x88 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y340 w81 h15"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Należności od podmi<span class="_ _0"></span>otów powiązanych<span class="ff1"> </span></div></div><div class="c xd9 y340 w57 h15"><div class="t m0 xac h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd1 y340 w79 h15"><div class="t m0 x9a h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y668 w81 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Saldo razem </div></div><div class="c xd9 y668 w57 h10"><div class="t m0 xad h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">516<span class="ls0"> 9</span>50<span class="ls0"> </span></div></div><div class="c xd1 y668 w79 h10"><div class="t m0 x31 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">368<span class="ls0"> 713 </span></div></div><div class="c x2 y694 w81 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Jednostki zależne<span class="ff1"> </span></div></div><div class="c xd9 y694 w57 h10"><div class="t m0 xad h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">500<span class="ls0"> </span>44<span class="ls0">4 </span></div></div><div class="c xd1 y694 w79 h10"><div class="t m0 x31 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">354<span class="ls0"> </span>66<span class="ls0">7 </span></div></div><div class="c x2 y695 w81 h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w 12 sp. z o.o.<span class="ff3"> </span></div></div><div class="c xd9 y695 w57 h12"><div class="t m0 x2f h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">13<span class="ls0"> </span></div></div><div class="c xd1 y695 w79 h12"><div class="t m0 x8e h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y696 w81 h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w 1 sp. z o.o.<span class="ff3"> </span></div></div><div class="c xd9 y696 w57 h10"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">3 </div></div><div class="c xd1 y696 w79 h10"><div class="t m0 x8e h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x2 y38f w81 h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o. dopłaty do kapi<span class="_ _0"></span>tału<span class="_ _9"></span><span class="ff3"> </span></div></div><div class="c xd9 y38f w57 h10"><div class="t m0 x19 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">31<span class="ls0"> </span>800<span class="ls0"> </span></div></div><div class="c xd1 y38f w79 h10"><div class="t m0 x4b h9 y8b ff3 fs5 fc1 sc0 ls7 ws0">47<span class="ls0"> </span>000<span class="ff1 ls0"> </span></div></div><div class="c x2 y697 w81 h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o. udzielone pożyczki<span class="ff3"> </span></div></div><div class="c xd9 y697 w57 h12"><div class="t m0 xad h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">180<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xd1 y697 w79 h12"><div class="t m0 x31 h9 y8e ff3 fs5 fc1 sc0 ls7 ws0">140<span class="ls0"> </span>000<span class="ff1 ls0"> </span></div></div><div class="c x2 y698 w81 h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o.<span class="ff3"> </span></div></div><div class="c xd9 y698 w57 h10"><div class="t m0 xa2 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">007</span> </div></div><div class="c xd1 y698 w79 h10"><div class="t m0 x90 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">326</span><span class="ff1"> </span></div></div><div class="c x2 y699 w81 h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Euro Styl S.A. udzielon<span class="_ _0"></span>e pożyczki<span class="ff3"> </span></div></div><div class="c xd9 y699 w57 h12"><div class="t m0 xad h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">119<span class="ls0"> </span>250<span class="ls0"> </span></div></div><div class="c xd1 y699 w79 h12"><div class="t m0 x4b h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">90<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x2 y428 w81 h12"><div class="t m0 x4a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl S.A. </div></div><div class="c xd9 y428 w57 h12"><div class="t m0 xa2 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">223</span> </div></div><div class="c xd1 y428 w79 h12"><div class="t m0 x90 h9 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">721</span><span class="ff1"> </span></div></div><div class="c x2 y69a w81 h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl Construction sp. z o<span class="_ _0"></span>.o. </div></div><div class="c xd9 y69a w57 h10"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">3 </div></div><div class="c xd1 y69a w79 h10"><div class="t m0 x4d h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">6<span class="ff1"> </span></div></div><div class="c x2 y325 w81 h12"><div class="t m0 x4a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Dom Development Kred<span class="_ _0"></span>yty sp. z o.o. </div></div><div class="c xd9 y325 w57 h12"><div class="t m0 x17 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">235<span class="ls0"> </span></div></div><div class="c xd1 y325 w79 h12"><div class="t m0 x3f h9 y8e ff3 fs5 fc1 sc0 ls7 ws0">175<span class="ff1 ls0"> </span></div></div><div class="c x2 y69b w81 h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Construction sp. z o.o. </div></div><div class="c xd9 y69b w57 h10"><div class="t m0 xa2 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">859</span> </div></div><div class="c xd1 y69b w79 h10"><div class="t m0 x3f h9 y8b ff3 fs5 fc1 sc0 ls7 ws0">655<span class="ff1 ls0"> </span></div></div><div class="c x2 y69c w81 h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Issogne sp. z o.o. </div></div><div class="c xd9 y69c w57 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd1 y69c w79 h10"><div class="t m0 x4d h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">3<span class="ff1"> </span></div></div><div class="c x2 y69d w81 h12"><div class="t m0 x4a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Sento S.A. </div></div><div class="c xd9 y69d w57 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd1 y69d w79 h12"><div class="t m0 x98 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">53<span class="ls0"> </span></div></div><div class="c x2 y69e w81 h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w sp. z o.o. udzielone pożyczk<span class="_ _0"></span>i<span class="ff3"> </span></div></div><div class="c xd9 y69e w57 h10"><div class="t m0 xad h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">163<span class="ls0"> </span>087<span class="ls0"> </span></div></div><div class="c xd1 y69e w79 h10"><div class="t m0 x4b h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">73<span class="ls0"> </span>045<span class="ls0"> </span></div></div><div class="c x2 y69f w81 h15"><div class="t m0 x4a h11 ya9 ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w sp. z o.o.<span class="ff3"> </span></div></div><div class="c xd9 y69f w57 h15"><div class="t m0 x17 h11 ya9 ff3 fs5 fc1 sc0 ls7 ws0">964<span class="ls0"> </span></div></div><div class="c xd1 y69f w79 h15"><div class="t m0 x3f h11 ya9 ff3 fs5 fc1 sc0 ls7 ws0">607<span class="ls0"> </span></div></div><div class="c x2 y6a0 w81 h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w 21 sp. z o.o. sp. k.<span class="ff3"> </span></div></div><div class="c xd9 y6a0 w57 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd1 y6a0 w79 h12"><div class="t m0 x98 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">62<span class="ls0"> </span></div></div><div class="c x2 y249 w81 h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom <span class="ff4">Development Krak<span class="_ _0"></span>w 2 sp. z o.o. sp. k.<span class="ff3"> </span></span></div></div><div class="c xd9 y249 w57 h10"><div class="t m0 x8c h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd1 y249 w79 h10"><div class="t m0 x4d h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">9 </div></div><div class="c x2 y625 w81 h12"><div class="t m0 x4a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Nestobud sp. z o.o. </div></div><div class="c xd9 y625 w57 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd1 y625 w79 h12"><div class="t m0 x4d h9 y8e ff3 fs5 fc1 sc0 ls0 ws0">5<span class="ff1"> </span></div></div><div class="c x2 y6a1 w81 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Pozostałe podmioty<span class="ff1"> </span></div></div><div class="c xd9 y6a1 w57 h12"><div class="t m0 x19 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">16<span class="ls0"> </span>506<span class="ls0"> </span></div></div><div class="c xd1 y6a1 w79 h12"><div class="t m0 x4b h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">14 <span class="ls7">046</span> </div></div><div class="c x2 y6a2 w81 h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Land sp. z o.o. </div></div><div class="c xd9 y6a2 w57 h10"><div class="t m0 x19 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">13<span class="ls0"> </span>554<span class="ls0"> </span></div></div><div class="c xd1 y6a2 w79 h10"><div class="t m0 x4b h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">13<span class="ls0"> 5</span>54<span class="ls0"> </span></div></div><div class="c x2 y6a3 w81 h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Doradztwo w zakresie infrast<span class="_ _0"></span>ruktury techniczn<span class="_ _0"></span>ej Rafał Kierski<span class="ff3"> </span></div></div><div class="c xd9 y6a3 w57 h12"><div class="t m0 xa2 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">952</span> </div></div><div class="c xd1 y6a3 w79 h12"><div class="t m0 x3f h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">492<span class="ls0"> </span></div></div><div class="c x2 y6a4 w82 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">SALDA Z PODMIOTAMI POWIĄZA<span class="_ _0"></span>NYMI <span class="ff1">- </span>salda z punktu widzenia Sp<span class="_ _0"></span>ółki<span class="ff1"> </span></div></div><div class="c xda y6a4 w83 h12"><div class="t m0 x1a h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c xd1 y6a4 w79 h12"><div class="t m0 x88 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y458 w82 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Zobowiązania wob<span class="_ _0"></span>ec podmiotów powiązanych<span class="ff1"> </span></div></div><div class="c xda y458 w83 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd1 y458 w79 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y5eb w82 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Saldo razem </div></div><div class="c xda y5eb w83 h12"><div class="t m0 x89 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">83<span class="ls0"> </span>407<span class="ls0"> </span></div></div><div class="c xd1 y5eb w79 h12"><div class="t m0 x4b h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">70<span class="ls0"> </span>49<span class="ls0">0 </span></div></div><div class="c x2 y6a5 w82 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Jednostki zależne<span class="ff1"> </span></div></div><div class="c xda y6a5 w83 h12"><div class="t m0 x89 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">83<span class="ls0"> </span>277<span class="ls0"> </span></div></div><div class="c xd1 y6a5 w79 h12"><div class="t m0 x4b h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">70<span class="ls0"> </span>069<span class="ls0"> </span></div></div><div class="c x2 y6a6 w82 h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o.<span class="ff3"> </span></div></div><div class="c xda y6a6 w83 h10"><div class="t m0 x30 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd1 y6a6 w79 h10"><div class="t m0 x8e h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x2 y6a7 w82 h15"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Construction sp. z o.o. </div></div><div class="c xda y6a7 w83 h15"><div class="t m0 x89 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">79<span class="ls0"> </span>434<span class="ls0"> </span></div></div><div class="c xd1 y6a7 w79 h15"><div class="t m0 x4b h9 y8b ff3 fs5 fc1 sc0 ls7 ws0">65<span class="ls0"> </span>164<span class="ff1 ls0"> </span></div></div><div class="c x2 y6a8 w82 h12"><div class="t m0 x4a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Dom Construction sp. z o.o. k<span class="_ _0"></span>aucje </div></div><div class="c xda y6a8 w83 h12"><div class="t m0 x6d h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls7">575</span> </div></div><div class="c xd1 y6a8 w79 h12"><div class="t m0 x90 h9 y8e ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls7">905</span><span class="ff1"> </span></div></div><div class="c x2 y6a9 w82 h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w 12 sp. z o.o.<span class="ff3"> </span></div></div><div class="c xda y6a9 w83 h10"><div class="t m0 x6d h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">268</span> </div></div><div class="c xd1 y6a9 w79 h10"><div class="t m0 x8e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y58d w82 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Pozostałe podmioty<span class="ff1"> </span></div></div><div class="c xda y58d w83 h12"><div class="t m0 x3d h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">130<span class="ls0"> </span></div></div><div class="c xd1 y58d w79 h12"><div class="t m0 x3f h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">42<span class="ls0">1 </span></div></div><div class="c x2 y6aa w82 h12"><div class="t m0 x4a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Hansom Property Company Li<span class="_ _0"></span>mited </div></div><div class="c xda y6aa w83 h12"><div class="t m0 x3d h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">130<span class="ls0"> </span></div></div><div class="c xd1 y6aa w79 h12"><div class="t m0 x3f h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">135<span class="ls0"> </span></div></div><div class="c x2 y6ab w82 h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Woodsford Consu<span class="_ _0"></span>lting Limited </div></div><div class="c xda y6ab w83 h10"><div class="t m0 x30 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd1 y6ab w79 h10"><div class="t m0 x3f h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">145<span class="ls0"> </span></div></div><div class="c x2 y3b w82 h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Doradztwo w zakresie infrast<span class="_ _0"></span>ruktury techniczn<span class="_ _0"></span>ej Rafał <span class="_ _9"></span><span class="ff3">Kierski </span></div></div><div class="c xda y3b w83 h12"><div class="t m0 x30 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd1 y3b w79 h12"><div class="t m0 x3f h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">141<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">47<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y6ac ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y6ad ff1 fsa fc0 sc0 ls11 ws0">7.44<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff1 fc1">OPCJE <span class="ff2">NA AKCJE SPÓŁKI</span> </span></span></div><div class="t m0 x2 hd y6ae ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he y6af ff1 fs4 fc0 sc0 ls0 ws0">PLAN MOTYWACYJNY <span class="_ _9"></span><span class="ff2">–</span> <span class="ff2">PRO<span class="_ _9"></span>GRAMY OPCJI MENE<span class="_ _9"></span>DŻERSKICH<span class="_ _9"></span></span> </div><div class="t m0 x2 he y6b0 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y361 ff4 fs8 fc1 sc0 ls0 ws0">Na  dzie <span class="_ _14"> </span><span class="ff3">31  g<span class="_ _9"></span>rudnia  2023<span class="_ _9"></span> <span class="_ _14"> </span><span class="ls2a">r.</span>  </span>w<span class="_ _9"></span> <span class="_ _14"> </span>Spłce  istniały <span class="_ _14"> </span><span class="ff3">dwa <span class="_ _14"> </span></span>aktywne <span class="_ _14"> </span>Programy  O<span class="_ _9"></span>pcji  Menedżerskich <span class="_ _14"> </span>przyjte  w <span class="_ _14"> </span>ramach <span class="_ _14"> </span>Planu </div><div class="t m0 x2 hd y92 ff4 fs8 fc1 sc0 ls0 ws0">Motywacyjnego dla kadry kierowniczej Spłki.<span class="ff3"> </span></div></div><div class="c x7b y6b1 w6d h40"><div class="t m0 x0 h9 ye1 ff2 fs5 fc1 sc0 ls0 ws0">PROGRAMY OPCJI MENEDŻERS<span class="_ _0"></span>KICH<span class="ff1"> </span></div></div><div class="c xdb y6b1 w84 h40"><div class="t m0 x75 h9 ye1 ff1 fs5 fc1 sc0 ls7 ws0">31.12.202<span class="ls0">3<span class="ff3"> </span></span></div></div><div class="c xdc y6b1 w85 h40"><div class="t m0 x75 h9 ye1 ff1 fs5 fc1 sc0 ls7 ws0">31.12.202<span class="ls0">2 </span></div></div><div class="c x7b y6b2 w6d h41"><div class="t m0 x0 h5 y6b3 ff1 fs5 fc1 sc0 ls0 ws0">Nazwa Programu<span class="ff3 fs2">  </span></div><div class="t m0 x0 h9 y6b4 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xdb y6b2 w86 h41"><div class="t m0 x5f h9 y6b3 ff1 fs5 fc1 sc0 ls0 ws0">Opcje </div><div class="t m0 x2c h9 y6b5 ff1 fs5 fc1 sc0 ls0 ws0">w ramach </div><div class="t m0 x2c h9 y2d3 ff1 fs5 fc1 sc0 ls0 ws0">programu </div><div class="t m0 x52 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(liczba akcji) </div></div><div class="c xdd y6b2 w87 h41"><div class="t m0 x60 h9 y6b3 ff1 fs5 fc1 sc0 ls0 ws0">Opcje </div><div class="t m0 x46 h9 y6b5 ff1 fs5 fc1 sc0 ls0 ws0">przyznane </div><div class="t m0 x15 h9 y2d3 ff1 fs5 fc1 sc0 ls0 ws0">(liczba akcji) </div></div><div class="c xde y6b2 w88 h41"><div class="t m0 x5f h9 y6b3 ff1 fs5 fc1 sc0 ls0 ws0">Opcje </div><div class="t m0 x2a h9 y6b5 ff1 fs5 fc1 sc0 ls0 ws0">wykonane </div><div class="t m0 x52 h9 y2d3 ff1 fs5 fc1 sc0 ls0 ws0">(liczba akcji)<span class="ff3"> </span></div></div><div class="c xdc y6b2 w89 h41"><div class="t m0 x5f h9 y6b3 ff1 fs5 fc1 sc0 ls0 ws0">Opcje </div><div class="t m0 x2c h9 y6b5 ff1 fs5 fc1 sc0 ls0 ws0">w ramach </div><div class="t m0 x71 h9 y2d3 ff1 fs5 fc1 sc0 ls0 ws0">programu </div><div class="t m0 x52 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(liczba akcji)<span class="ff3"> </span></div></div><div class="c x8d y6b2 w86 h41"><div class="t m0 x60 h9 y6b3 ff1 fs5 fc1 sc0 ls0 ws0">Opcje </div><div class="t m0 x46 h9 y6b5 ff1 fs5 fc1 sc0 ls0 ws0">przyznane </div><div class="t m0 x15 h9 y2d3 ff1 fs5 fc1 sc0 ls0 ws0">(liczba akcji)<span class="ff3"> </span></div></div><div class="c xdf y6b2 w8a h41"><div class="t m0 x76 h9 y6b3 ff1 fs5 fc1 sc0 ls0 ws0">Opcje </div><div class="t m0 x1f h9 y6b5 ff1 fs5 fc1 sc0 ls0 ws0">wykonane </div><div class="t m0 x61 h9 y2d3 ff1 fs5 fc1 sc0 ls0 ws0">(liczba </div><div class="t m0 x84 h8 y8b ff1 fs5 fc1 sc0 ls0 ws0">akcji)<span class="ff3 fs4"> </span></div></div><div class="c x7b ye6 w6d h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Program V  </div></div><div class="c xdb ye6 w86 h10"><div class="t m0 x80 h9 y8b ff3 fs5 fc1 sc0 ls7 ws0">250 000<span class="ff1 ls0"> </span></div></div><div class="c xdd ye6 w87 h10"><div class="t m0 xad h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">250 000<span class="ls0"> </span></div></div><div class="c xde ye6 w88 h10"><div class="t m0 x61 h9 y8b ff3 fs5 fc1 sc0 ls7 ws0">200 000<span class="ff1 ls0"> </span></div></div><div class="c xdc ye6 w89 h10"><div class="t m0 x80 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">250 000<span class="ls0"> </span></div></div><div class="c x8d ye6 w86 h10"><div class="t m0 x80 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">250 000<span class="ls0"> </span></div></div><div class="c xdf ye6 w8a h10"><div class="t m0 x61 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">15<span class="ls7">0 000</span><span class="ff1"> </span></div></div><div class="c x7b y6b6 w6d h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Program VII *) </div></div><div class="c xdb y6b6 w86 h12"><div class="t m0 x80 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">250 000<span class="ls0"> </span></div></div><div class="c xdd y6b6 w87 h12"><div class="t m0 xad h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">250 000<span class="ls0"> </span></div></div><div class="c xde y6b6 w88 h12"><div class="t m0 x61 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">100 000<span class="ls0"> </span></div></div><div class="c xdc y6b6 w89 h12"><div class="t m0 x80 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">250 000<span class="ls0"> </span></div></div><div class="c x8d y6b6 w86 h12"><div class="t m0 x80 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">250 000<span class="ls0"> </span></div></div><div class="c xdf y6b6 w8a h12"><div class="t m0 x84 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">50 000<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y6b7 ff3 fs8 fc1 sc0 ls0 ws0">*) Na <span class="_ _0"></span><span class="ff4">dzie 31 <span class="_ _0"></span>grudnia <span class="_ _0"></span>2022 r. opcje <span class="_ _0"></span>na akcje <span class="_ _1b"></span>w ramach Programu <span class="_ _1b"></span>VII  wykazują <span class="_ _0"></span>wykonanie 50<span class="ff3"> </span>000 o<span class="_ _0"></span>pcji dla <span class="_ _0"></span>ktrch akcje <span class="_ _0"></span>zostały </span></div><div class="t m0 x2 hd y6b8 ff4 fs8 fc1 sc0 ls0 ws0">zarejestrowane przez Sąd Rejonowy dla M. St. Warszawy w dniu 26 stycznia 2023 r. (patrz nota 7.1<span class="ff3">5<span class="ls1f">).</span> </span></div><div class="t m0 x2 hd y6b9 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y6ba ff4 fs8 fc1 sc0 ls0 ws0">Aktywne programy opcji menedżerskich na dzie<span class="_ _0"></span> <span class="ff3">31 <span class="_ _9"></span>grudnia 2023 <span class="ls2a">r.</span> </span></div><div class="t m0 xe hd y6bb ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Program V Opcji Menedżerskich<span class="ff3"> </span></span></span></div><div class="t m0 x2 hd y6bc ff4 fs8 fc1 sc0 ls0 ws0">29 <span class="_ _f"></span>listopada <span class="_ _f"> </span>2019 <span class="_ _10"> </span>r. <span class="_ _f"> </span>Rada <span class="_ _10"> </span>Nadzorcza <span class="_ _10"> </span>Spłki, <span class="_ _f"> </span>działając <span class="_ _10"> </span>na <span class="_ _f"></span>podstawie <span class="_ _f"> </span>upoważnienia <span class="_ _f"> </span>udzielonego <span class="_ _10"> </span>jej <span class="_ _f"> </span>przez <span class="_ _10"> </span>Zwyczajne <span class="_ _f"> </span>Walne </div><div class="t m0 x2 hd y6bd ff4 fs8 fc1 sc0 ls0 ws0">Zgromadzenie <span class="_ _15"></span>Akcjonariuszy <span class="_ _15"></span>Spłki, <span class="_ _15"></span>podjła <span class="_ _e"></span>uchwał <span class="_ _15"></span>w <span class="_ _15"></span>spraw<span class="_ _9"></span>ie <span class="_ _15"></span>przyjcia <span class="_ _15"></span>Postanowie <span class="_ _15"></span>Programu <span class="_ _e"></span>V <span class="_ _15"></span>O<span class="_ _9"></span>pcji <span class="_ _15"></span>Menedżerskich <span class="_ _15"></span>dla </div><div class="t m0 x2 hd y6be ff4 fs8 fc1 sc0 ls0 ws0">Pana  Mikołaja  Konopk<span class="ff3 ls12">i  <span class="ls0">- <span class="_ _13"> </span></span></span>Członka  Zarządu,  dotyczącego  250 <span class="_ _13"> </span>000  akcji  Dom  De<span class="_ _0"></span>velopment  S.A.  („Program  V”).  Zgodnie <span class="_ _13"> </span>z </div><div class="t m0 x2 hd y4b4 ff4 fs8 fc1 sc0 ls0 ws0">Programem <span class="_ _14"> </span>V <span class="_ _1a"> </span>pan <span class="_ _14"> </span>Mikołaj <span class="_ _1a"> </span>Konopka <span class="_ _14"> </span>otrzymał <span class="_ _14"> </span>jednorazowo <span class="_ _1a"> </span>opcje <span class="_ _14"> </span>uprawniające <span class="_ _14"> </span>do <span class="_ _14"> </span>objcia <span class="_ _1a"> </span>łącznie <span class="_ _14"> </span>250 <span class="_ _1a"> </span>000 <span class="_ _14"> </span>akcji <span class="_ _1a"> </span>Dom </div><div class="t m0 x2 hd y6bf ff4 fs8 fc1 sc0 ls0 ws0">Development S.A. za cen w k<span class="_ _0"></span>wocie 50,00 złotych za akcj. Realizacja prze<span class="_ _0"></span>dmiotowych opcji bdzie limitowana do 50 000<span class="_ _0"></span> akcji </div><div class="t m0 x2 hd y189 ff4 fs8 fc1 sc0 ls0 ws0">w <span class="_ _e"></span>jakimkolwiek <span class="_ _f"></span>okresie <span class="_ _e"></span>12 <span class="_ _f"></span>kolejnych <span class="_ _e"></span>miesicy, <span class="_ _f"></span>począwszy <span class="_ _e"></span>od <span class="_ _f"></span>1 <span class="_ _e"></span>stycz<span class="_ _9"></span>nia <span class="_ _f"></span><span class="ff3 ls6">2021<span class="ls0"> <span class="_ _f"></span></span></span>roku, <span class="_ _e"></span>z <span class="_ _f"></span>tym <span class="_ _e"></span>że <span class="_ _e"></span>o<span class="_ _9"></span>pcje <span class="_ _f"></span>niewykorzystane <span class="_ _e"></span>bdzie </div><div class="t m0 x2 hd y18a ff4 fs8 fc1 sc0 ls0 ws0">można zrealizować w pźniejszym terminie, lecz nie<span class="_ _0"></span> pźniej niż do 31 grudnia 2029 roku.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 xe hd y249 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Program VII <span class="ff4">Opcji Menedżerskich</span> </span></span></div><div class="t m0 x2 hd y5be ff4 fs8 fc1 sc0 ls0 ws0">4 <span class="_ _e"></span>października <span class="_ _15"></span>2022 <span class="_ _f"></span>r. <span class="_ _15"></span>Rada <span class="_ _f"></span>Nadzorcza <span class="_ _15"></span>Spłki, <span class="_ _e"></span>dział<span class="_ _9"></span>ając <span class="_ _e"></span>na <span class="_ _e"></span>podstawie <span class="_ _15"></span>upoważ<span class="_ _9"></span>nienia <span class="_ _15"></span>udzielonego <span class="_ _e"></span>jej <span class="_ _e"></span>przez <span class="_ _10"> </span><span class="ff3">Zwyczajne <span class="_ _e"></span>Walne </span></div><div class="t m0 x2 hd y24b ff4 fs8 fc1 sc0 ls0 ws0">Zgromadzenie Akcjonariuszy <span class="_ _9"></span>Spł<span class="_ _9"></span>ki, podjła <span class="_ _9"></span>uc<span class="_ _9"></span>hwał w<span class="_ _9"></span> sprawie <span class="_ _9"></span>pr<span class="_ _9"></span>zyjcia <span class="_ _9"></span>Postanowie Programu <span class="_ _9"></span>VI<span class="_ _9"></span>I <span class="_ _9"></span>Opcji <span class="_ _9"></span>Menedżerskich<span class="_ _15"></span><span class="ff3"> <span class="_ _9"></span>dla </span></div><div class="t m0 x2 hd y6c0 ff3 fs8 fc1 sc0 ls0 ws0">Pana <span class="_ _9"></span><span class="ff4">Leszka <span class="_ _9"></span>Stankiewicza, <span class="_ _15"></span>Wiceprezesa <span class="_ _9"></span>Zarządu <span class="_ _15"></span>–</span> <span class="_ _9"></span><span class="ff4">Dyrektora <span class="_ _15"></span>Finansowego, <span class="_ _9"></span>dotyczących <span class="_ _15"></span>250</span> <span class="ls6">000 <span class="_ _15"></span></span>akcji <span class="_ _9"></span>Dom <span class="_ _9"></span>Development <span class="_ _9"></span>S.A.<span class="_ _9"></span> </div><div class="t m0 x2 hd y109 ff4 fs8 fc1 sc0 ls0 ws0">(„Program VII”)<span class="ff3">.<span class="_ _0"></span> Zgodn<span class="_ _0"></span>ie z <span class="_ _1b"></span>Program<span class="ls21">em</span> VII, <span class="_ _0"></span>pan <span class="_ _0"></span>Leszek S<span class="_ _0"></span>tankiewicz <span class="_ _1b"></span>o<span class="_ _9"></span>trzyma<span class="ff4">ł</span> <span class="ff4">jed<span class="_ _0"></span>norazowo opcje <span class="_ _1b"></span>uprawniające <span class="_ _0"></span>do objcia <span class="_ _1b"></span>łącznie </span></span></div><div class="t m0 x2 hd y1f3 ff4 fs8 fc1 sc0 ls0 ws0">250 <span class="_ _10"> </span>000  akcji <span class="_ _10"> </span>Dom  De<span class="_ _0"></span>velopment  S<span class="_ _0"></span>.A.  za <span class="_ _10"> </span>cen <span class="_ _13"> </span>w <span class="_ _13"> </span>kwocie <span class="_ _13"> </span>50,00  złotych <span class="_ _10"> </span>za  akcj. <span class="_ _10"> </span>Realizacja  p<span class="_ _0"></span>rzedmiotowych <span class="_ _13"> </span>opcji <span class="_ _13"> </span>bdzie </div><div class="t m0 x2 hd y6c1 ff3 fs8 fc1 sc0 ls0 ws0">limitowana <span class="_ _15"></span>do <span class="_ _15"></span>50 <span class="ls6">00</span><span class="ff4">0 <span class="_ _e"></span>akcji <span class="_ _15"></span>w <span class="_ _15"></span>roku <span class="_ _15"></span>kalendarzowym, <span class="_ _15"></span>począwszy <span class="_ _15"></span>od <span class="_ _15"></span>2022 <span class="_ _15"></span>roku <span class="_ _15"></span>z <span class="_ _e"></span>tym, <span class="_ _15"></span>że <span class="_ _15"></span>opcje <span class="_ _15"></span>niewykorzystane <span class="_ _15"></span>bdzie <span class="_ _15"></span>można </span></div><div class="t m0 x2 hd y6c2 ff4 fs8 fc1 sc0 ls0 ws0">zrealizować w pźniejszym terminie<span class="_ _0"></span>, lecz nie pźniej niż do 31 grudnia 2032 roku.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y6c3 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y410 ff4 fs8 fc1 sc0 ls0 ws0">Przyznanie nowych opcji na akcje w ramach programu opcji menedżerski<span class="_ _0"></span>ch <span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y280 ff4 fs8 fc1 sc0 ls0 ws0">W okresie dwunastu miesicy zakoczonym <span class="ff3">31 grudnia 2023 </span>roku Spłka <span class="ff3">nie </span>przyznała<span class="ff3"> nowych opcji na akcje. </span></div><div class="t m0 x2 hd y6c4 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y6c5 ff4 fs8 fc1 sc0 ls0 ws0">Wykonanie opcji na akcje w ramach programu opcji menedżerskich <span class="ff3"> </span></div><div class="t m0 x2 hd y6c6 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _f"></span>dniu <span class="_ _e"></span>8 <span class="_ _f"></span>lutego <span class="_ _f"></span>2023 <span class="_ _e"></span>r. <span class="_ _f"></span>dokonano <span class="_ _f"></span>realizacji <span class="_ _f"></span>opcji <span class="_ _e"></span>na <span class="_ _f"></span>akcje <span class="_ _f"></span>Spłki <span class="_ _e"></span>poprzez <span class="_ _f"></span>wykonanie <span class="_ _e"></span>praw <span class="_ _f"></span>z <span class="_ _f"></span>warrantw <span class="_ _f"></span>subs<span class="_ _0"></span>krypcyjnych <span class="_ _f"></span>i </div><div class="t m0 x2 hd y6c7 ff4 fs8 fc1 sc0 ls0 ws0">dokonanie subskrypcji na 100 000 akcji, co zostało opisane w nocie 7.1<span class="ff3">5. </span></div><div class="t m0 x2 hd y6c8 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y257 ff4 fs8 fc1 sc0 ls0 ws0">Wygaśnicie opcji na akcje w ramach programu opcji menedżers<span class="_ _0"></span>kic<span class="_ _9"></span>h <span class="ff3"> </span></div><div class="t m0 x2 hd y6c9 ff4 fs8 fc1 sc0 ls0 ws0">W okresie dwunastu miesicy zakoczonym 31 grudnia 202<span class="ff3">3 </span>r. nie wygasły żadne opcje na akcje.<span class="ff3"> </span></div><div class="t m0 x2 hd y6ca ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y6cb ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y1d3 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y6cc ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">48<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y1a4 ff4 fs8 fc1 sc0 ls0 ws0">Opcje na akcje przydzielone i możliwe do realizacji na poszczeglne<span class="_ _0"></span> dni bilansowe oraz zmiany w<span class="_ _9"></span><span class="ff3"> prezentowanych okresach </span></div></div><div class="c x2 y6cd w6d h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">OPCJE NA AKCJE </div></div><div class="c xc5 y6cd w8b h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xe0 y6cd w8c h12"><div class="t m0 x57 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023<span class="ff3"> </span></span></div></div><div class="c x78 y6cd w37 h12"><div class="t m0 x57 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022<span class="ff3"> </span></span></div></div><div class="c x2 y6ce w6d h42"><div class="t m0 x0 h9 y6cf ff1 fs5 fc1 sc0 ls0 ws0">Opcje niezrealizowane  </div><div class="t m0 x0 h9 y6d0 ff2 fs5 fc1 sc0 ls0 ws0">na początek okresu<span class="ff1"> </span></div></div><div class="c xc5 y6d1 w8b h18"><div class="t m0 x0 h9 yd8 ff2 fs5 fc1 sc0 ls0 ws0">Ilość<span class="ff1"> </span></div></div><div class="c xe0 y6d1 w8c h18"><div class="t m0 x2e h9 yd8 ff1 fs5 fc1 sc0 ls7 ws0">300 000<span class="ls0"> </span></div></div><div class="c x78 y6d1 w37 h18"><div class="t m0 x2e h9 yd8 ff1 fs5 fc1 sc0 ls7 ws0">250 000<span class="ls0"> </span></div></div><div class="c xc5 y6ce w8b h18"><div class="t m0 x0 h9 yd8 ff2 fs5 fc1 sc0 ls0 ws0">Całkowita cena realizacji<span class="ff1"> </span></div></div><div class="c xe0 y6ce w8c h18"><div class="t m0 x94 h9 yd8 ff1 fs5 fc1 sc0 ls0 ws0">15 <span class="ls7">000</span> </div></div><div class="c x78 y6ce w37 h18"><div class="t m0 x94 h9 yd8 ff1 fs5 fc1 sc0 ls7 ws0">11 000<span class="ls0"> </span></div></div><div class="c x2 y59a w6d h43"><div class="t m0 x0 h11 y6d2 ff3 fs5 fc1 sc0 ls0 ws0">Opcje przyznane </div><div class="t m0 x0 h11 y6d3 ff3 fs5 fc1 sc0 ls0 ws0">w okresie </div></div><div class="c xc5 y6d4 w8b h44"><div class="t m0 x0 h11 y6d5 ff4 fs5 fc1 sc0 ls0 ws0">Ilość<span class="ff3"> </span></div></div><div class="c xe0 y6d4 w8c h44"><div class="t m0 x8f h11 y6d5 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y6d4 w37 h44"><div class="t m0 x2e h11 y6d5 ff3 fs5 fc1 sc0 ls7 ws0">250 000<span class="ls0"> </span></div></div><div class="c xc5 y59a w8b h44"><div class="t m0 x0 h11 y6d5 ff4 fs5 fc1 sc0 ls0 ws0">Całkowita wartość wykonan<span class="_ _0"></span>ia opcji<span class="ff3"> </span></div></div><div class="c xe0 y59a w8c h44"><div class="t m0 x8f h11 y6d5 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y59a w37 h44"><div class="t m0 x94 h11 y6d5 ff3 fs5 fc1 sc0 ls7 ws0">12 500<span class="ls0"> </span></div></div><div class="c x2 y6d6 w6d h45"><div class="t m0 x0 h11 y6d2 ff4 fs5 fc1 sc0 ls0 ws0">Opcje wygasłe <span class="ff3"> </span></div><div class="t m0 x0 h11 y6d7 ff3 fs5 fc1 sc0 ls0 ws0">w okresie </div></div><div class="c xc5 y3b0 w8b h18"><div class="t m0 x0 h11 yd8 ff4 fs5 fc1 sc0 ls0 ws0">Ilość<span class="ff3"> </span></div></div><div class="c xe0 y3b0 w8c h18"><div class="t m0 x8f h11 yd8 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y3b0 w37 h18"><div class="t m0 x8f h11 yd8 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xc5 y6d6 w8b h18"><div class="t m0 x0 h11 yd8 ff4 fs5 fc1 sc0 ls0 ws0">Całkowita wartość <span class="ff3">wykonani<span class="_ _0"></span>a opcji </span></div></div><div class="c xe0 y6d6 w8c h18"><div class="t m0 x8f h11 yd8 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y6d6 w37 h18"><div class="t m0 x8f h11 yd8 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y6d8 w6d h46"><div class="t m0 x0 h11 y4c5 ff3 fs5 fc1 sc0 ls0 ws0">Opcje zrealizowan<span class="_ _0"></span>e  </div><div class="t m0 x0 h11 y4c7 ff3 fs5 fc1 sc0 ls0 ws0">w okresie *) </div></div><div class="c xc5 y4ee w8b h44"><div class="t m0 x0 h11 y6d5 ff4 fs5 fc1 sc0 ls0 ws0">Ilość<span class="ff3"> </span></div></div><div class="c xe0 y4ee w8c h44"><div class="t m0 x2e h11 y6d5 ff3 fs5 fc1 sc0 ls0 ws0">1<span class="ls7">00 000</span> </div></div><div class="c x78 y4ee w37 h44"><div class="t m0 x2e h11 y6d5 ff3 fs5 fc1 sc0 ls7 ws0">200 000<span class="ls0"> </span></div></div><div class="c xc5 y615 w8b h44"><div class="t m0 x0 h11 y6d5 ff4 fs5 fc1 sc0 ls0 ws0">Całkowita wartość wykonan<span class="_ _0"></span>ia opcji<span class="ff3"> </span></div></div><div class="c xe0 y615 w8c h44"><div class="t m0 x8c h11 y6d5 ff3 fs5 fc1 sc0 ls0 ws0">5 0<span class="ls7">00</span> </div></div><div class="c x78 y615 w37 h44"><div class="t m0 x8c h11 y6d5 ff3 fs5 fc1 sc0 ls7 ws0">8 500<span class="ls0"> </span></div></div><div class="c xc5 y6d8 w8b h30"><div class="t m0 x0 h11 ye7 ff4 fs5 fc1 sc0 ls0 ws0">Średnia ważona cena wyk<span class="_ _0"></span>onania opcji na jedną </div><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">akcj (PLN/akcja)<span class="ff3"> </span></div></div><div class="c xe0 y6d8 w8c h30"><div class="t m0 x8c h11 y3b3 ff3 fs5 fc1 sc0 ls7 ws0">50<span class="ls0">,00 </span></div></div><div class="c x78 y6d8 w37 h30"><div class="t m0 x8c h11 y3b3 ff3 fs5 fc1 sc0 ls0 ws0">42,50 </div></div><div class="c x2 y6d9 w6d h47"><div class="t m0 x0 h9 y6da ff1 fs5 fc1 sc0 ls0 ws0">Opcje niezrealizowane  </div><div class="t m0 x0 h9 y6d7 ff1 fs5 fc1 sc0 ls0 ws0">na koniec okresu </div></div><div class="c xc5 y6db w8b h18"><div class="t m0 x0 h9 yd8 ff2 fs5 fc1 sc0 ls0 ws0">Ilość<span class="ff1"> </span></div></div><div class="c xe0 y6db w8c h18"><div class="t m0 x2e h9 yd8 ff1 fs5 fc1 sc0 ls0 ws0">2<span class="ls7">00 000</span> </div></div><div class="c x78 y6db w37 h18"><div class="t m0 x2e h9 yd8 ff1 fs5 fc1 sc0 ls7 ws0">300 000<span class="ls0"> </span></div></div><div class="c xc5 y6d9 w8b h48"><div class="t m0 x0 h9 yd8 ff2 fs5 fc1 sc0 ls0 ws0">Całkowita cena realizacji<span class="ff1"> </span></div></div><div class="c xe0 y6d9 w8c h48"><div class="t m0 x94 h9 yd8 ff1 fs5 fc1 sc0 ls0 ws0">10 <span class="ls7">000</span> </div></div><div class="c x78 y6d9 w37 h48"><div class="t m0 x94 h9 yd8 ff1 fs5 fc1 sc0 ls7 ws0">15 000<span class="ls0"> </span></div></div><div class="c x2 y6dc w6d h42"><div class="t m0 x0 h11 y6cf ff4 fs5 fc1 sc0 ls0 ws0">Opcje możliwe d<span class="_ _0"></span>o zrealizowania <span class="ff3"> </span></div><div class="t m0 x0 h11 y6d0 ff4 fs5 fc1 sc0 ls0 ws0">na początek ok<span class="_ _0"></span>resu<span class="ff3"> </span></div></div><div class="c xc5 y6dd w8b h18"><div class="t m0 x0 h11 yd8 ff4 fs5 fc1 sc0 ls0 ws0">Ilość<span class="ff3"> </span></div></div><div class="c xe0 y6dd w8c h18"><div class="t m0 x2e h11 yd8 ff3 fs5 fc1 sc0 ls0 ws0">10<span class="ls7">0 000</span> </div></div><div class="c x78 y6dd w37 h18"><div class="t m0 x2e h11 yd8 ff3 fs5 fc1 sc0 ls7 ws0">150 000<span class="ls0"> </span></div></div><div class="c xc5 y6dc w8b h18"><div class="t m0 x0 h11 yd8 ff4 fs5 fc1 sc0 ls0 ws0">Całkowita cena realizacji<span class="ff3"> </span></div></div><div class="c xe0 y6dc w8c h18"><div class="t m0 x8c h11 yd8 ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls7">000</span> </div></div><div class="c x78 y6dc w37 h18"><div class="t m0 x8c h11 yd8 ff3 fs5 fc1 sc0 ls7 ws0">6 000<span class="ls0"> </span></div></div><div class="c x2 y6de w6d h42"><div class="t m0 x0 h11 y6cf ff4 fs5 fc1 sc0 ls0 ws0">Opcje możliwe d<span class="_ _0"></span>o zrealizowania<span class="ff3"> </span></div><div class="t m0 x0 h11 y6d0 ff3 fs5 fc1 sc0 ls0 ws0">na koniec okre<span class="_ _0"></span>su </div></div><div class="c xc5 y6b8 w8b h18"><div class="t m0 x0 h11 yd8 ff4 fs5 fc1 sc0 ls0 ws0">Ilość<span class="ff3"> </span></div></div><div class="c xe0 y6b8 w8c h18"><div class="t m0 x8f h11 yd8 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y6b8 w37 h18"><div class="t m0 x8f h11 yd8 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xc5 y6de w8b h18"><div class="t m0 x0 h11 yd8 ff4 fs5 fc1 sc0 ls0 ws0">Całkowita cena <span class="ff3">realizacji </span></div></div><div class="c xe0 y6de w8c h18"><div class="t m0 x8f h11 yd8 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y6de w37 h18"><div class="t m0 x8f h11 yd8 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y6df ff3 fs8 fc1 sc0 ls0 ws0">*) <span class="_ _9"></span>Opcje <span class="_ _9"></span>zrealizowania <span class="_ _15"></span>w <span class="_ _9"></span>okresie <span class="_ _9"></span><span class="ff4">dwunastu <span class="_ _9"></span>miesicy <span class="_ _9"></span>zakoczo<span class="_ _9"></span>nych 3 <span class="_ _15"></span>grudnia <span class="_ _9"></span>2022 <span class="_ _9"></span>r.<span class="_ _9"></span></span> <span class="_ _9"></span><span class="ff4">zawierają <span class="_ _9"></span>rwnież</span> <span class="_ _15"></span>opcje <span class="_ _9"></span><span class="ls11">na</span> <span class="_ _15"></span>50 <span class="_ _9"></span>000 <span class="_ _15"></span>akcji </div><div class="t m0 x2 hd y6e0 ff4 fs8 fc1 sc0 ls0 ws0">serii <span class="_ _0"></span>AG, ktre do <span class="_ _0"></span>dnia 3<span class="ff3">1 <span class="_ _0"></span><span class="ff4">grudnia 2022 <span class="_ _0"></span>roku nie <span class="_ _0"></span>były zarejes<span class="_ _0"></span>trowane przez S<span class="_ _0"></span>ąd Rejonowy dla <span class="_ _0"></span>m. st. <span class="_ _1b"></span>Warszawy w Warsza<span class="_ _0"></span>wie, XII </span></span></div><div class="t m0 x2 hd y427 ff4 fs8 fc1 sc0 ls0 ws0">Wydział <span class="_ _9"></span>Gospodarczy Krajo<span class="_ _9"></span>wego <span class="_ _9"></span>Rejestru Sądowego. <span class="_ _15"></span><span class="ff3"> <span class="_ _9"></span></span>Akcje <span class="_ _9"></span>serii <span class="_ _9"></span>AG <span class="_ _9"></span>zo<span class="_ _9"></span>stały z<span class="_ _9"></span>arejestrowane przez <span class="_ _9"></span>ww. <span class="_ _9"></span>sąd <span class="_ _9"></span>w <span class="_ _9"></span>dniu <span class="_ _9"></span>26 <span class="_ _9"></span>stycznia </div><div class="t m0 x2 hd y428 ff3 fs8 fc1 sc0 ls6 ws0">2023<span class="ls0"> <span class="ff4">r., co zostało opisane w nocie 7.15.</span> </span></div><div class="t m0 x2 hd y36c ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he y6e1 ff2 fs4 fc0 sc0 ls0 ws0">KOSZT OPCJI MENE<span class="_ _9"></span>DŻERSKICH ODNIESIONY <span class="_ _9"></span>DO RACHUNK<span class="_ _9"></span>U ZYSKÓW I STRAT <span class="_ _9"></span>I DO KAPITAŁÓ<span class="_ _9"></span>W WŁASNYCH<span class="_ _15"></span><span class="ff1"> </span></div><div class="t m0 x2 hd y6e2 ff4 fs8 fc1 sc0 ls0 ws0">W okre<span class="_ _0"></span>sach dwun<span class="_ _0"></span>astu miesicy <span class="_ _1b"></span>z<span class="_ _9"></span>akoczonych <span class="ff3">31 g<span class="_ _0"></span>rudnia <span class="_ _0"></span>2023 i <span class="_ _1b"></span>2<span class="_ _9"></span>022 <span class="ff4">roku <span class="_ _1b"></span>do rachunku <span class="_ _1b"></span>zyskw<span class="_ _9"></span> i <span class="_ _1b"></span>strat oraz n<span class="_ _0"></span>a kapitał <span class="_ _1b"></span>zapasowy </span></span></div><div class="t m0 x2 hd y326 ff3 fs8 fc1 sc0 ls0 ws0">odniesiono odpowiednio <span class="ls6">3 501</span> <span class="ff4">tys. zł. oraz <span class="_ _9"></span></span>5 <span class="ls6">393</span> <span class="ff4">tys. zł z tytułu przyznanych<span class="_ _0"></span> opcji menedżerskich.<span class="ff3"> </span></span></div><div class="t m0 x2 hd ye ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y6e3 ff1 fsa fc0 sc0 ls11 ws0">7.45<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">WYNAGRODZENIE OSÓB WCHODZĄCYCH W SKŁAD ORGANÓW </span></span></div><div class="t m0 x4 h29 y6e4 ff2 fsa fc1 sc0 ls0 ws0">ZARZĄDZAJĄCYCH I NADZORCZYCH SPÓŁKI<span class="ff1"> </span></div><div class="t m0 x2 hd y6e5 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c xaf y6e6 w69 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">WYNAGRODZENIA KLUCZOWE<span class="_ _0"></span>J KADRY MENEDŻERSKIEJ<span class="ff1"> </span></div></div><div class="c x81 y6e6 w65 h10"><div class="t m0 x2d h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023 </span></div></div><div class="c xc0 y6e6 w36 h10"><div class="t m0 x57 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022 </span></div></div><div class="c xaf y5ae w69 h16"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">ZARZĄD<span class="ff1"> </span></div></div><div class="c x81 y5ae w65 h16"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xc0 y5ae w36 h16"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xaf y4be w69 h12"><div class="t m0 x4a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Wynagrodzenie </div></div><div class="c x81 y4be w65 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">12<span class="ls0"> </span>660<span class="ls0"> </span></div></div><div class="c xc0 y4be w36 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">16<span class="ls0"> </span>613<span class="ls0"> </span></div></div><div class="c xaf y6e7 w69 h12"><div class="t m0 x4a h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Świadczenia pozap<span class="_ _0"></span>łacowe<span class="ff3"> </span></div></div><div class="c x81 y6e7 w65 h12"><div class="t m0 x27 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">183<span class="ls0"> </span></div></div><div class="c xc0 y6e7 w36 h12"><div class="t m0 x27 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">230<span class="ls0"> </span></div></div><div class="c xaf y6e8 w69 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Wynagrodzenie razem </div></div><div class="c x81 y6e8 w65 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">12<span class="ls0"> </span>843<span class="ls0"> </span></div></div><div class="c xc0 y6e8 w36 h10"><div class="t m0 x94 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">16<span class="ls0"> </span>843<span class="ls0"> </span></div></div><div class="c xaf y6e9 w69 h14"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">RADA NADZORCZA </div></div><div class="c x81 y6e9 w65 h14"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xc0 y6e9 w36 h14"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xaf y411 w69 h12"><div class="t m0 x4a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Wynagrodzenie </div></div><div class="c x81 y411 w65 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">384</span> </div></div><div class="c xc0 y411 w36 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">322</span> </div></div><div class="c xaf y6ea w69 h10"><div class="t m0 x4a h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Świadczenia pozap<span class="_ _0"></span>łacowe<span class="ff3"> </span></div></div><div class="c x81 y6ea w65 h10"><div class="t m0 x75 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">47<span class="ls0"> </span></div></div><div class="c xc0 y6ea w36 h10"><div class="t m0 x75 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">67<span class="ls0"> </span></div></div><div class="c xaf y6eb w69 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Wynagrodzenie razem </div></div><div class="c x81 y6eb w65 h12"><div class="t m0 x8c h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">431</span> </div></div><div class="c xc0 y6eb w36 h12"><div class="t m0 x8c h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">389</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y438 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y154 ff4 fs8 fc1 sc0 ls0 ws0">Powyższa <span class="_ _0"></span>tabela <span class="_ _1b"></span>nie u<span class="_ _0"></span>wzgldnia <span class="_ _0"></span>kosztu p<span class="_ _0"></span>rogramu <span class="_ _1b"></span>o<span class="_ _9"></span>pcji <span class="_ _1b"></span>me<span class="_ _9"></span>nadżerskich, <span class="_ _1b"></span>ktry w <span class="_ _1b"></span>latach <span class="_ _0"></span>zakoczonych <span class="ff3">31 <span class="_ _1b"></span>grudnia <span class="_ _0"></span>2023 <span class="_ _0"></span>r. <span class="_ _0"></span>i <span class="ls6">202</span>2 r. </span></div><div class="t m0 x2 hd y6ec ff4 fs8 fc1 sc0 ls0 ws0">wynisł <span class="ff3">odpowiednio 3 <span class="ls6">501 </span></span>tys. zł. oraz <span class="ff3">5 <span class="ls6">393</span> </span>tys. zł .<span class="ff3"> </span></div><div class="t m0 x2 hd y6ed ff4 fs8 fc1 sc0 ls0 ws0">Składy Zarządu i Rady Nadzorczej Spłki na dzie <span class="ff3">31 grudnia 2023 </span>r. przedstawione są w nocie 7.49.<span class="ff3"> </span></div><div class="t m0 x2 hd y6ee ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he y6ef ff2 fs4 fc0 sc0 ls0 ws0">UMOWY ZAWARTE M<span class="_ _9"></span>IĘDZY SPÓŁKĄ A O<span class="_ _9"></span>SOBAMI ZARZĄDZ<span class="_ _9"></span>AJĄCYMI, PRZEWIDUJĄCE<span class="_ _9"></span> REKOMPENSATĘ </div><div class="t m0 x2 he y3ca ff1 fs4 fc0 sc0 ls0 ws0">W PRZYPADKU ICH RE<span class="_ _9"></span>ZYGNACJI LUB Z<span class="_ _9"></span>WOLNIENIA Z ZAJM<span class="_ _9"></span>OWANEGO STAN<span class="_ _9"></span>OWISKA<span class="_ _15"></span> </div><div class="t m0 x2 hd y6f0 ff4 fs8 fc1 sc0 ls0 ws0">Członkowie Zarządu Spłki wynagradzani są na podstawie u<span class="_ _0"></span>chwał<span class="_ _9"></span> Rady Nadzorczej.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y6f1 ff4 fs8 fc1 sc0 ls0 ws0">Żadnemu <span class="_ _1b"></span>z członkw <span class="_ _0"></span>Zarządu <span class="_ _1b"></span>Spłki n<span class="_ _0"></span>ie p<span class="_ _0"></span>rzysługuje <span class="_ _0"></span>rekompensata w <span class="_ _1b"></span>przypadku <span class="_ _0"></span>rezygnacji <span class="_ _1b"></span>z zajmowanego <span class="_ _1b"></span>stanowiska. Zgodnie </div><div class="t m0 x2 hd y6f2 ff4 fs8 fc1 sc0 ls0 ws0">z uchwałami Rady <span class="_ _0"></span>Nadzorczej, Członkom Zarządu: <span class="_ _0"></span>Jarosławowi Szanajcy, Leszkowi Stankie<span class="_ _0"></span>wiczowi oraz Mikołajowi Konopce, w<span class="_ _0"></span> </div><div class="t m0 x2 hd y40 ff4 fs8 fc1 sc0 ls0 ws0">razie odwo<span class="_ _9"></span>łania <span class="_ _9"></span>z <span class="_ _9"></span>innych <span class="_ _9"></span>przyczyn niż<span class="_ _9"></span> <span class="_ _9"></span>naruszenie <span class="_ _9"></span>podstawowych <span class="_ _9"></span>obowiązkw <span class="_ _9"></span>albo <span class="_ _9"></span>niepowołania <span class="_ _9"></span>do <span class="_ _9"></span>pełnienia <span class="_ _9"></span>funkcji <span class="_ _9"></span>Członka </div><div class="t m0 x2 hd y6f3 ff4 fs8 fc1 sc0 ls0 ws0">Zarządu na kolejną kadencj, przysługuje<span class="_ _0"></span> świadczenie pieniżne w wysokości 6<span class="_ _9"></span><span class="ff3">-</span>krotności wynagrodzenia miesicznego. <span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf31" class="pf w0 h0" ><div class="pc pc31 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">49<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h29 y173 ff1 fsa fc0 sc0 ls11 ws0">7.46<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">ZOBOWIĄZANIA<span class="ff3"> <span class="ff1">WARUNKOWE </span> </span></span></span></div><div class="t m0 x4 hd y52c ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y6f4 w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">ZOBOWIĄZANIA <span class="ff1">WARUNKOWE </span></div></div><div class="c x77 y6f4 w36 h10"><div class="t m0 x88 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ff3 ls0"> </span></div></div><div class="c x78 y6f4 w37 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y6f5 w35 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Gwarancje </div></div><div class="c x77 y6f5 w36 h10"><div class="t m0 xac h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">17<span class="ls0"> </span>917<span class="ls0"> </span></div></div><div class="c x78 y6f5 w37 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">21<span class="ls0"> </span>359<span class="ls0"> </span></div></div><div class="c x2 y6f6 w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Porczenia<span class="ff3"> </span></div></div><div class="c x77 y6f6 w36 h12"><div class="t m0 xac h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">12<span class="ls0"> </span>651<span class="ls0"> </span></div></div><div class="c x78 y6f6 w37 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">6 <span class="ls7">571</span> </div></div><div class="c x2 y2f1 w35 h12"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x77 y2f1 w36 h12"><div class="t m0 xac h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">30<span class="ls0"> </span>568<span class="ls0"> </span></div></div><div class="c x78 y2f1 w37 h12"><div class="t m0 x94 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">27<span class="ls0"> </span>930<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y6f7 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y6f8 ff4 fs8 fc1 sc0 ls0 ws0">Ponadto niektre zobowiązania Spłki zabezpieczone są weks<span class="_ _0"></span>lami:<span class="_ _9"></span><span class="ff3"> </span></div></div><div class="c x2 y6f9 w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">ZABEZPIECZENIA ZOBOWIĄZAŃ S<span class="_ _0"></span>PÓŁKI<span class="ff1"> </span></div></div><div class="c x77 y6f9 w36 h10"><div class="t m0 x88 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x78 y6f9 w37 h10"><div class="t m0 x79 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x2 y6fa w35 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Weksle, w tym: </div></div><div class="c x77 y6fa w36 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x78 y6fa w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y365 w35 h12"><div class="t m0 x4a h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- <span class="ff4">weksle stanowiące p<span class="_ _0"></span>ozostałe zabezpiecze<span class="_ _0"></span>nia<span class="ff3"> </span></span></div></div><div class="c x77 y365 w36 h12"><div class="t m0 x90 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">900</span> </div></div><div class="c x78 y365 w37 h12"><div class="t m0 x8c h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">900</span> </div></div><div class="c x2 y6fb w35 h10"><div class="t m0 x4a h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- <span class="ff4">weksle stanowiące zab<span class="_ _0"></span>ezpieczenie umw leasing<span class="_ _0"></span>owych<span class="ff3"> </span></span></div></div><div class="c x77 y6fb w36 h10"><div class="t m0 x8e h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y6fb w37 h10"><div class="t m0 x8f h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y557 w35 h15"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x77 y557 w36 h15"><div class="t m0 x90 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">900</span> </div></div><div class="c x78 y557 w37 h15"><div class="t m0 x8c h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">3 <span class="ls7">900</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y6fc ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y600 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _9"></span>o<span class="_ _9"></span>kresie <span class="_ _9"></span>dwunastu <span class="_ _9"></span>mie<span class="_ _9"></span>sicy <span class="_ _9"></span>zakocz<span class="_ _9"></span>onym <span class="_ _9"></span>31 <span class="_ _15"></span>grudnia <span class="_ _9"></span>2023 <span class="_ _15"></span>roku, <span class="_ _15"></span>Spłka <span class="_ _15"></span>nie <span class="_ _9"></span>udzieliła <span class="_ _15"></span>porcze <span class="_ _15"></span>kredytw <span class="_ _9"></span>lub <span class="_ _15"></span>pożyczek <span class="_ _15"></span>oraz </div><div class="t m0 x2 hd y6fd ff4 fs8 fc1 sc0 ls0 ws0">nie udzieliła gwarancji łącz<span class="_ _9"></span>nie jednemu podmiotowi lub jednostce <span class="_ _9"></span>od niego zależnej, kt<span class="_ _9"></span>rych wartość <span class="_ _9"></span>dla Spłki byłaby istotna<span class="_ _15"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y6fe ff4 fs8 fc1 sc0 ls0 ws0">lub ktrych wartość stanowiłaby co najmniej 10% kapitałw własnych Sp<span class="_ _0"></span>łki.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y6ff ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y700 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y701 ff1 fsa fc0 sc0 ls11 ws0">7.47<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">ISTOTNE SPRAWY SĄDOWE NA DZIEŃ 31 GRUDNIA <span class="ff1">2023 <span class="ls11">R. <span class="_ _9"></span></span> </span></span></span></div><div class="t m0 x2 hd y702 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y6d ff4 fs8 fc1 sc0 ls0 ws0">Na dzie <span class="ff3">31 grudnia 2023 </span>roku Spłka nie była stroną istotnych postpowa sądowych.<span class="ff3"> </span></div><div class="t m0 x2 hd y703 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y704 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y705 ff1 fsa fc0 sc0 ls11 ws0">7.48<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">ZATWIERDZENIE SPRAWOZDAŃ FINANSOWYCH ZA ROK <span class="ff1">2022 </span></span></span></div><div class="t m0 x2 hd y32a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y82 ff3 fs8 fc1 sc0 ls0 ws0">Zwyczajne <span class="_ _9"></span>Walne <span class="_ _9"></span>Zgromadzenie <span class="_ _9"></span>Akcjonariuszy <span class="_ _9"></span>Dom <span class="_ _15"></span>Development <span class="_ _9"></span>S.A. <span class="_ _9"></span>w <span class="_ _9"></span>dniu <span class="_ _15"></span><span class="ls6">15</span> <span class="_ _15"></span>czerwca <span class="_ _9"></span><span class="ls6">202<span class="_ _9"></span></span>3 <span class="_ _9"></span><span class="ff4">r. <span class="_ _9"></span>zatwierdziło <span class="_ _9"></span>przedstawione  </span></div><div class="t m0 x2 hd y706 ff4 fs8 fc1 sc0 ls0 ws0">przez  Zarząd  sprawozdanie  finansowe  za  rok  zakoczo<span class="_ _9"></span>ny  dnia  31  grudnia <span class="_ _14"> </span><span class="ff3 ls6">202<span class="ls0">2  </span></span>r.,  sprawozdanie  Zarządu  z  działalności<span class="_ _9"></span> </div><div class="t m0 x2 hd y707 ff3 fs8 fc1 sc0 ls0 ws0">Dom Development S.A. <span class="_ _9"></span><span class="ff4">i <span class="_ _9"></span>jej <span class="_ _9"></span>Grupy <span class="_ _9"></span>Kapitałowej </span><span class="ls29">w <span class="_ _9"></span><span class="ls6">202</span></span>2 <span class="_ _9"></span><span class="ff4">roku <span class="_ _9"></span>oraz skonsolidowane <span class="_ _9"></span>sprawozdanie finansowe <span class="_ _9"></span>Grupy Kapitało<span class="_ _9"></span>wej </span></div><div class="t m0 x2 hd y708 ff3 fs8 fc1 sc0 ls0 ws0">Dom <span class="_ _9"></span>Development S.A. z<span class="_ _9"></span>a <span class="ff4">rok <span class="_ _9"></span>zakoczony <span class="_ _9"></span>dnia 31 <span class="_ _9"></span>grudnia <span class="_ _9"></span></span><span class="ls6">202</span>2 <span class="_ _9"></span><span class="ff4">roku. <span class="_ _9"></span>Zwyczajne <span class="_ _9"></span>Walne <span class="_ _9"></span>Zgromadzenie<span class="_ _0"></span> <span class="_ _9"></span>Akcjonariuszy <span class="_ _9"></span>udzieliło </span></div><div class="t m0 x2 hd y709 ff4 fs8 fc1 sc0 ls0 ws0">Zarządowi absolutorium za <span class="ff3 ls6">202<span class="ls0">2 rok. </span></span></div><div class="t m0 x1 hd y70a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hd y67a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y70b ff1 fsa fc0 sc0 ls11 ws0">7.49<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">ZMIANY W SKŁADZIE ZARZĄDU I RADY NADZORCZEJ SPÓŁKI<span class="_ _9"></span><span class="ff1"> </span></span></span></div><div class="t m0 x2 hd y70c ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he y70d ff2 fs4 fc0 sc0 ls0 ws0">ZARZĄD<span class="ff1"> </span></div><div class="t m0 x2 hd y70e ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _9"></span>dniu 15 <span class="_ _9"></span>wrześ<span class="_ _9"></span>nia 2023 <span class="_ _15"></span>roku d<span class="_ _9"></span>o <span class="_ _9"></span>Spłki wpłynło <span class="_ _9"></span>oświadczenie <span class="_ _9"></span>Pani <span class="_ _9"></span>Małgorzaty <span class="_ _9"></span>Kolarskiej <span class="_ _9"></span>o <span class="_ _9"></span>rezygnacji <span class="_ _9"></span>przez <span class="_ _9"></span>nią <span class="_ _9"></span>z <span class="_ _9"></span>powodw </div><div class="t m0 x2 hd y70f ff4 fs8 fc1 sc0 ls0 ws0">osobistych, z pełnienia funkcji Członka i Wicepre<span class="_ _0"></span>zes Zarządu Spłki, ze skutkiem na dzie 31 grudnia 2023 roku. <span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y710 ff4 fs8 fc1 sc0 ls0 ws0">W d<span class="_ _0"></span>niu 20 <span class="_ _1b"></span>wrześ<span class="_ _9"></span>nia <span class="_ _0"></span>2023 r. <span class="_ _0"></span>Rada Nadzorcza <span class="_ _0"></span>Spłki, d<span class="_ _0"></span>ziałając na <span class="_ _0"></span>podstawie p<span class="_ _0"></span>kt 6.2.2 <span class="_ _0"></span>Statutu Sp<span class="_ _0"></span>łki, powołała z <span class="_ _1b"></span>dniem 1<span class="ff3"> stycznia<span class="_ _9"></span> </span></div><div class="t m0 x2 hd y711 ff4 fs8 fc1 sc0 ls0 ws0">2024 <span class="_ _f"></span>roku, <span class="_ _e"></span>na <span class="_ _f"></span>wsplną <span class="_ _f"></span>trzyletnią <span class="_ _e"></span>kadencj, <span class="_ _f"></span>Panią <span class="_ _f"></span>Monik <span class="_ _e"></span>Perekitko <span class="_ _f"></span>na <span class="_ _f"></span>Członka <span class="_ _f"></span>Zarządu <span class="_ _e"></span>Spłki<span class="_ _9"></span><span class="ff3">.<span class="_ _9"></span> <span class="_ _f"></span>Pani <span class="_ _e"></span>Monika <span class="_ _f"></span>Perekitko <span class="_ _f"></span>jest </span></div><div class="t m0 x2 hd y712 ff4 fs8 fc1 sc0 ls0 ws0">związana z rynkie<span class="_ _0"></span>m nieruchomości od 2004 <span class="_ _0"></span>roku, a od 2011 roku wspłtworzyła i <span class="_ _1b"></span>była odpowiedzialna za działalność jednego <span class="_ _0"></span>z </div><div class="t m0 x2 hd y713 ff4 fs8 fc1 sc0 ls0 ws0">głwnych deweloperw działających na polski<span class="_ _0"></span>m rynku, pełniąc funkcj czło<span class="_ _9"></span>nka zarządu.<span class="ff3"> </span></div><div class="t m0 x2 hd y714 ff4 fs8 fc1 sc0 ls0 ws0">Na dzie 31 <span class="ff3">grudnia 2023 </span>roku Zarząd spłki Dom Development S.A. liczył 5 Członkw:<span class="ff3"> </span></div><div class="t m0 x2 hd y715 ff4 fs8 fc1 sc0 ls0 ws0">Jarosław Szanajca –<span class="ff3"> </span>Prezes Zarządu<span class="ff3"> </span></div><div class="t m0 x2 hd y716 ff4 fs8 fc1 sc0 ls0 ws0">Małgorzata Kolarska –<span class="ff3"> </span>Wiceprezes Zarządu<span class="ff3"> </span></div><div class="t m0 x2 hd y717 ff3 fs8 fc1 sc0 ls0 ws0">Leszek Stankiewicz <span class="ff4">–</span> <span class="ff4">Wiceprezes Zarządu</span> </div><div class="t m0 x2 hd y718 ff3 fs8 fc1 sc0 ls0 ws0">Terry Roydon <span class="ff4">–</span> <span class="ff4">Członek Zarządu</span> </div><div class="t m0 x2 hd y719 ff4 fs8 fc1 sc0 ls0 ws0">Mikołaj Konopka –<span class="ff3"> </span>Członek Zarządu<span class="ff3"> </span></div><div class="t m0 x2 hd y71a ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi x3 y11 w3 h4" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">50<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 he y22f ff1 fs4 fc0 sc0 ls0 ws0">RADA NADZORCZA<span class="_ _9"></span> </div><div class="t m0 x2 hd y54f ff3 fs8 fc1 sc0 ls0 ws0">W <span class="_ _e"></span>okres<span class="ls12">ie</span> <span class="_ _f"></span>dwunastu <span class="_ _e"></span><span class="ff4">miesicy <span class="_ _f"></span>zakoczonych <span class="_ _e"></span>3</span>1 <span class="_ _f"></span>grudn<span class="_ _0"></span>ia <span class="_ _e"></span><span class="ls6">2023<span class="_ _9"></span></span> <span class="_ _e"></span><span class="ff4">nastąpiły <span class="_ _f"></span>poniżej <span class="_ _e"></span>opisane <span class="_ _e"></span>zmiany <span class="_ _f"></span>w <span class="_ _e"></span>składzie <span class="_ _f"></span>Rady <span class="_ _e"></span>Nadzorczej </span></div><div class="t m0 x2 hd y15e ff4 fs8 fc1 sc0 ls0 ws0">Spłki.<span class="ff3"> </span></div><div class="t m0 x2 hd y71b ff3 fs8 fc1 sc0 ls0 ws0">Pan Marek Moczulski <span class="ff4">–</span> <span class="_ _9"></span><span class="ff4">Członek oraz<span class="_ _9"></span> Wiceprzewodniczący R<span class="_ _9"></span>ady Nadzorczej Spłki oraz Pan <span class="_ _9"></span>Krzysztof Grzyliski <span class="_ _9"></span></span>- <span class="_ _9"></span><span class="ff4">Członek Rady<span class="_ _9"></span> </span></div><div class="t m0 x2 hd y71c ff4 fs8 fc1 sc0 ls0 ws0">Nadzorczej <span class="_ _f"></span>Spłki, <span class="_ _e"></span>złożyli<span class="_ _9"></span><span class="ff3"> <span class="_ _f"></span>w <span class="_ _f"></span>dniu <span class="_ _e"></span>12 <span class="_ _f"></span>maja <span class="_ _f"></span>2023 <span class="_ _e"></span>r.,<span class="_ _9"></span> <span class="_ _f"></span>ze <span class="_ _f"></span>skutki<span class="_ _0"></span>em <span class="_ _f"></span>od <span class="_ _f"></span>dni<span class="_ _0"></span>a <span class="_ _f"></span>15 <span class="_ _f"></span>czerwca <span class="_ _f"></span>2023 <span class="_ _f"></span>r. <span class="_ _f"></span><span class="ff4">rezygnacje <span class="_ _e"></span>z <span class="_ _f"></span>pełnionych <span class="_ _e"></span>funkcji </span></span></div><div class="t m0 x2 hd y71d ff4 fs8 fc1 sc0 ls0 ws0">członkw Rady Nadzorczej.<span class="ff3"> </span></div><div class="t m0 x2 hd y2f2 ff3 fs8 fc1 sc0 ls0 ws0">Z <span class="ff4">dniem <span class="_ _e"></span>14 <span class="_ _f"></span>czerwca <span class="_ _e"></span>2023 <span class="_ _f"></span>roku <span class="_ _e"></span>Członek <span class="_ _f"></span>Rady <span class="_ _e"></span>Nadzorczej <span class="_ _f"></span>Spłki,<span class="_ _0"></span> <span class="_ _f"></span>Pan <span class="_ _e"></span>Markham <span class="_ _e"></span>Dumas, <span class="_ _f"></span>złożył <span class="_ _f"></span>rezygn<span class="_ _0"></span>acj <span class="_ _f"></span>z <span class="_ _e"></span>pełnionej <span class="_ _e"></span>funkcji<span class="_ _9"></span> </span></div><div class="t m0 x2 ha y71e ff3 fs8 fc1 sc0 ls0 ws0">C<span class="ff4">złonka Rady Nadzorczej Spłki</span><span class="fs6 ls30">. <span class="ls0"> </span></span></div><div class="t m0 x2 hd y71f ff4 fs8 fc1 sc0 ls0 ws0">Z <span class="_ _1b"></span>dniem <span class="_ _0"></span>15 <span class="_ _0"></span>czerwca 2023 <span class="_ _4"></span>ro<span class="_ _9"></span>ku <span class="_ _1b"></span>akcjonariusz p<span class="_ _0"></span>osiadający <span class="_ _0"></span>co n<span class="_ _0"></span>ajmniej <span class="_ _1b"></span>50,1 % <span class="_ _1b"></span>akcji <span class="_ _0"></span>Spłki <span class="_ _1b"></span>powołał, n<span class="_ _0"></span>a <span class="_ _0"></span>wsplną <span class="_ _1b"></span>trzyletnią kad<span class="_ _0"></span>encj<span class="_ _9"></span><span class="ff3 ls1">, </span></div><div class="t m0 x2 hd y720 ff4 fs8 fc1 sc0 ls0 ws0">Pana Philippe Bonavero na Członka Rady Nadzorczej Spłki.<span class="ff3"> </span></div><div class="t m0 x2 hd y721 ff3 fs8 fc1 sc0 ls0 ws0">W <span class="_ _9"></span>dniu <span class="ff4">15 <span class="_ _9"></span>cz<span class="_ _9"></span>erwca 2023 <span class="_ _9"></span>roku, <span class="_ _9"></span>Zwycz<span class="_ _9"></span>ajne Walne <span class="_ _9"></span>Zgromadzenie D<span class="_ _9"></span>om <span class="_ _9"></span>Development <span class="_ _9"></span>S.A. <span class="_ _9"></span>powołało <span class="_ _9"></span>Panią Edyt <span class="_ _9"></span>Wojtkiewicz <span class="_ _9"></span>oraz </span></div><div class="t m0 x2 hd y6db ff4 fs8 fc1 sc0 ls0 ws0">Panią Ann Mari Panasiuk w skład Rady Nadzorczej Spłki na wspln<span class="_ _0"></span>ą trzyletnią kadencj.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x2 hd y490 ff4 fs8 fc1 sc0 ls0 ws0">Ponadto, <span class="_ _20"> </span>w <span class="_ _20"> </span>dni<span class="_ _0"></span>u <span class="_ _20"> </span>15 <span class="_ _20"> </span>czerwca <span class="_ _20"> </span>2023 <span class="_ _19"> </span>roku <span class="_ _20"> </span>Rada <span class="_ _20"> </span>Nadzorcza <span class="_ _20"> </span>S<span class="_ _0"></span>płki <span class="_ _20"> </span>wybrała <span class="_ _20"> </span>na <span class="_ _20"> </span>Wiceprzew<span class="_ _0"></span>odniczącą <span class="_ _20"> </span>Rady <span class="_ _20"> </span>Nadzorczej<span class="_ _0"></span> </div><div class="t m0 x2 hd y722 ff4 fs8 fc1 sc0 ls0 ws0">dotychczasowego Członka Rady Nadzorczej, Panią Dorot Podedworną<span class="ff3">-</span>Tarnowską. <span class="ff3"> </span></div><div class="t m0 x2 hd y723 ff4 fs8 fc1 sc0 ls0 ws0">Na dzie <span class="ff3">31 grudnia 2023 </span>roku Rada Nadzorcza spłki Dom Development S.A. liczyła 7 Członkw:<span class="ff3"> </span></div><div class="t m0 x2 hd y724 ff4 fs8 fc1 sc0 ls0 ws0">Grzegorz Kiełpsz –<span class="ff3"> </span>Przewodniczący Rady Nadzorczej<span class="ff3"> </span></div><div class="t m0 x2 hd y4af ff3 fs8 fc1 sc0 ls0 ws0">Janusz Zalewski <span class="ff4">–</span> <span class="ff4">Wiceprzewodniczący Rady Nadzorczej</span> </div><div class="t m0 x2 hd y725 ff3 fs8 fc1 sc0 ls0 ws0">Dorota Podedworna-Tarnowska <span class="ff4">–</span> <span class="ff4">Wiceprzewodnicząc</span>a <span class="ff4">Rady Nadzorczej (Członek niezależny)</span> </div><div class="t m0 x2 hd y726 ff3 fs8 fc1 sc0 ls0 ws0">Mark Spiteri <span class="ff4">–</span> <span class="ff4">Członek Rady Nadzorczej</span> </div><div class="t m0 x2 hd y6bc ff3 fs8 fc1 sc0 ls0 ws0">Philippe Bonavero <span class="ff4">–</span> <span class="ff4">Członek Rady Nadzorczej</span>  </div><div class="t m0 x2 hd y6bd ff3 fs8 fc1 sc0 ls0 ws0">Edyta Wojtkiewicz <span class="ff4">–</span> <span class="ff4">Członek Rady Nadzorczej (Członek </span>n<span class="ff4">iezależny)</span> </div><div class="t m0 x2 hd y6be ff4 fs8 fc1 sc0 ls0 ws0">Ann Mari Panasiuk –<span class="ff3"> </span>Członek Rady Nadzorczej (Członek <span class="ff3">n</span>iezależny).<span class="ff3"> </span></div><div class="t m0 x2 hd y4b4 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y6bf ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y189 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y727 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y728 ff1 fsa fc0 sc0 ls11 ws0">7.50<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">DODA<span class="_ _9"></span>TKOWA INFORMACJA O DZIAŁALNOŚCI OPERACYJNEJ SPÓŁKI <span class="ff1"> </span></span></span></div><div class="t m0 x2 hd y625 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y729 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _15"></span>okresie <span class="_ _15"></span>dwunastu <span class="_ _15"></span>miesicy <span class="_ _9"></span>z<span class="_ _9"></span>akoczonym <span class="_ _e"></span><span class="ff3">31 <span class="_ _15"></span>grudnia <span class="_ _9"></span>2023 <span class="_ _e"></span></span>r. <span class="_ _15"></span>miały <span class="_ _15"></span>miejsce <span class="_ _15"></span>nastpujące <span class="_ _15"></span>istotne <span class="_ _15"></span>z<span class="_ _9"></span>miany <span class="_ _15"></span>dotyczące <span class="_ _15"></span>portfela </div><div class="t m0 x2 hd y24c ff4 fs8 fc1 sc0 ls0 ws0">realizowanych przez Spłk inwestycji dewel<span class="_ _0"></span>operskich na rynku warszawskim:<span class="_ _9"></span><span class="ff3"> </span></div></div><div class="c x2 y72a w8d h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">BUDOWY ROZPOCZĘTE W OKRESIE<span class="_ _0"></span> OD DNIA 1 STYCZNIA 202<span class="ff1">3 R. DO DNIA 31 GRUDNIA 2023 R.<span class="_ _0"></span>: </span></div></div><div class="c x2 y72b w8e h24"><div class="t m0 x0 h9 ye4 ff1 fs5 fc1 sc0 ls0 ws0">PROJEKT </div></div><div class="c xe1 y72b w37 h24"><div class="t m0 x0 h9 ye4 ff1 fs5 fc1 sc0 ls0 ws0">LOKALIZACJA </div></div><div class="c xe2 y72b w30 h24"><div class="t m0 x1e h9 y72c ff2 fs5 fc1 sc0 ls0 ws0">LICZBA MIESZKAŃ I </div><div class="t m0 x1e h9 y72d ff2 fs5 fc1 sc0 ls0 ws0">LOKALI USŁUGOWYCH<span class="ff1"> </span></div></div><div class="c x2 y72e w8e h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Osiedle Urbino<span class="_ _0"></span> etap 2 </div></div><div class="c xe1 y72e w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y72e w30 h10"><div class="t m0 xc8 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">180<span class="ls0"> </span></div></div><div class="c x2 y72f w8e h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Osiedle Jagi<span class="_ _0"></span>elloska etap 2<span class="ff3"> </span></div></div><div class="c xe1 y72f w37 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y72f w30 h12"><div class="t m0 xc8 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">137<span class="ls0"> </span></div></div><div class="c x2 y730 w8e h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Osiedle Jagi<span class="_ _0"></span>elloska etap 3<span class="ff3"> </span></div></div><div class="c xe1 y730 w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y730 w30 h10"><div class="t m0 xe3 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">45<span class="ls0"> </span></div></div><div class="c x2 y731 w8e h10"><div class="t m0 xe4 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">I KWARTAŁ 2023<span class="ff3"> </span></div></div><div class="c xe1 y731 w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xe2 y731 w30 h10"><div class="t m0 xc8 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">362<span class="ff3 ls0"> </span></div></div><div class="c x2 y732 w8e h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Osiedle Przystanek <span class="ff4">Mi<span class="_ _0"></span>dzylesie etap 2<span class="ff3"> </span></span></div></div><div class="c xe1 y732 w37 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y732 w30 h12"><div class="t m0 xc8 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">108<span class="ls0"> </span></div></div><div class="c x2 y733 w8e h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Apartamenty Białej Koniczyny e<span class="_ _0"></span>tap 2<span class="ff3"> </span></div></div><div class="c xe1 y733 w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y733 w30 h10"><div class="t m0 xe3 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">71<span class="ls0"> </span></div></div><div class="c x2 y734 w8e h13"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Osiedle Przy Ale<span class="_ _0"></span>jach etap 1 </div></div><div class="c xe1 y734 w37 h13"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y734 w30 h13"><div class="t m0 xc8 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">122<span class="ls0"> </span></div></div><div class="c x2 y45c w8e h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Osiedle Urbino<span class="_ _0"></span> etap 2 faza 1 </div></div><div class="c xe1 y45c w37 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y45c w30 h12"><div class="t m0 xc8 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">139<span class="ls0"> </span></div></div><div class="c x2 y735 w8e h10"><div class="t m0 xcf h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">II KWARTAŁ 2023<span class="ff3"> </span></div></div><div class="c xe1 y735 w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xe2 y735 w30 h10"><div class="t m0 xc8 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">440<span class="ff3 ls0"> </span></div></div><div class="c x2 y736 w8e h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dzielnica Mieszk<span class="_ _0"></span>aniowa Metro Zachd etap 11 faza 3<span class="ff3"> </span></div></div><div class="c xe1 y736 w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y736 w30 h10"><div class="t m0 xe3 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">89<span class="ls0"> </span></div></div><div class="c x2 y737 w8e h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Osiedle Przy Ryżowej faza 1<span class="ff3"> </span></div></div><div class="c xe1 y737 w37 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y737 w30 h12"><div class="t m0 xc8 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">151<span class="ls0"> </span></div></div><div class="c x2 y738 w8e h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Osiedle Wi<span class="_ _0"></span>lno VII faza 1 </div></div><div class="c xe1 y738 w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y738 w30 h10"><div class="t m0 xe3 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">60<span class="ls0"> </span></div></div><div class="c x2 y739 w8e h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Osiedle Wi<span class="_ _0"></span>lno VII faza 2 </div></div><div class="c xe1 y739 w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y739 w30 h10"><div class="t m0 xc8 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">126<span class="ls0"> </span></div></div><div class="c x2 y73a w8e h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Apartamenty Literacka faza 1<span class="_ _0"></span> </div></div><div class="c xe1 y73a w37 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y73a w30 h12"><div class="t m0 xc8 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">100<span class="ls0"> </span></div></div><div class="c x2 y73b w8e h10"><div class="t m0 xe5 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">III KWARTAŁ 2023<span class="ff1"> </span></div></div><div class="c xe1 y73b w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xe2 y73b w30 h10"><div class="t m0 xc8 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">526<span class="ls0"> </span></div></div><div class="c x2 y73c w8e h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Osiedle Przy Ryżowej faza 2<span class="ff3"> </span></div></div><div class="c xe1 y73c w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y73c w30 h10"><div class="t m0 xc8 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">257<span class="ls0"> </span></div></div><div class="c x2 y73d w8e h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Osiedle Harmon<span class="_ _0"></span>ia <span class="ff4">Mokotw faza 1</span> </div></div><div class="c xe1 y73d w37 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y73d w30 h12"><div class="t m0 xc8 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">157<span class="ls0"> </span></div></div><div class="c x2 y73e w8e h12"><div class="t m0 xe5 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">IV KWARTAŁ 2022<span class="ff1"> </span></div></div><div class="c xe1 y73e w37 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xe2 y73e w30 h12"><div class="t m0 xc8 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">414<span class="ls0"> </span></div></div><div class="c x2 y73f w8e h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">RAZEM </div></div><div class="c xe1 y73f w37 h10"><div class="t m0 x3 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xe2 y73f w30 h10"><div class="t m0 xe6 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">1 742<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y740 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y41c ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf33" class="pf w0 h0" ><div class="pc pc33 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">51<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y1a4 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y741 w8f h49"><div class="t m0 x0 h9 y742 ff1 fs5 fc1 sc0 ls0 ws0">BUDOWY <span class="ff2">ZAKOŃCZONE W OKR<span class="_ _0"></span>ESIE OD DNIA 1 STYCZNIA 202<span class="ff1">3 R. DO DNIA 31 GRUDN<span class="_ _0"></span>IA <span class="ls7">202</span>3 R.: </span></span></div></div><div class="c x2 y743 w90 h24"><div class="t m0 x0 h9 ye4 ff1 fs5 fc1 sc0 ls0 ws0">PROJEKT </div></div><div class="c xe1 y743 w37 h24"><div class="t m0 x0 h9 ye4 ff1 fs5 fc1 sc0 ls0 ws0">LOKALIZACJA </div></div><div class="c xe2 y743 w91 h24"><div class="t m0 x1e h9 y72c ff2 fs5 fc1 sc0 ls0 ws0">LICZBA MIESZKAŃ I </div><div class="t m0 x1e h9 y159 ff2 fs5 fc1 sc0 ls0 ws0">LOKALI USŁUGOWYCH<span class="ff1"> </span></div></div><div class="c x2 y744 w90 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Osiedle Bokse<span class="_ _0"></span>rska 71 </div></div><div class="c xe1 y744 w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y744 w91 h10"><div class="t m0 xc8 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">234<span class="ls0"> </span></div></div><div class="c x2 ydf w90 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Osiedle Ceramiczn<span class="_ _0"></span>a </div></div><div class="c xe1 ydf w37 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 ydf w91 h12"><div class="t m0 xc8 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">346<span class="ls0"> </span></div></div><div class="c x2 y745 w90 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dzielnica Mieszk<span class="_ _0"></span>aniowa Metro Zachd etap 11 faza 2<span class="ff3"> </span></div></div><div class="c xe1 y745 w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y745 w91 h10"><div class="t m0 xe3 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">88<span class="ls0"> </span></div></div><div class="c x2 y746 w90 h10"><div class="t m0 xe4 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">I KWARTAŁ 2023<span class="ff3"> </span></div></div><div class="c xe1 y746 w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xe2 y746 w91 h10"><div class="t m0 xc8 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">668<span class="ls0"> </span></div></div><div class="c x2 y747 w90 h10"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom na Służewcu (Kłobucka)<span class="ff1"> </span></div></div><div class="c xe1 y747 w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y747 w91 h10"><div class="t m0 xc8 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">108<span class="ls0"> </span></div></div><div class="c x2 y748 w90 h12"><div class="t m0 xcf h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">II KWARTAŁ 2023<span class="ff1"> </span></div></div><div class="c xe1 y748 w37 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xe2 y748 w91 h12"><div class="t m0 xc8 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">108<span class="ls0"> </span></div></div><div class="c x2 y749 w90 h12"><div class="t m0 x0 h9 y8e ff3 fs5 fc1 sc0 ls0 ws0">Brak<span class="ff1"> </span></div></div><div class="c xe1 y749 w37 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y749 w91 h12"><div class="t m0 xe7 h9 y8e ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x2 y74a w90 h10"><div class="t m0 xe5 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">III KWARTAŁ 2023<span class="ff1"> </span></div></div><div class="c xe1 y74a w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xe2 y74a w91 h10"><div class="t m0 xe7 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y74b w90 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Apartamenty Ludwiki faza 1 </div></div><div class="c xe1 y74b w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y74b w91 h10"><div class="t m0 xc8 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">105<span class="ls0"> </span></div></div><div class="c x2 y4a8 w90 h13"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Apartamenty Ludwiki faza 2 </div></div><div class="c xe1 y4a8 w37 h13"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y4a8 w91 h13"><div class="t m0 xc8 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">327<span class="ls0"> </span></div></div><div class="c x2 y4aa w90 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Apartamenty Solipska faza 1 </div></div><div class="c xe1 y4aa w37 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y4aa w91 h12"><div class="t m0 xe3 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">96<span class="ls0"> </span></div></div><div class="c x2 y74c w90 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Apartamenty Solipska faza 2 </div></div><div class="c xe1 y74c w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y74c w91 h10"><div class="t m0 xe3 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">91<span class="ls0"> </span></div></div><div class="c x2 y4ac w90 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Metro Zachd 4 faza 1<span class="ff3"> </span></div></div><div class="c xe1 y4ac w37 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y4ac w91 h12"><div class="t m0 xc8 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">110<span class="ls0"> </span></div></div><div class="c x2 y74d w90 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Metro Zachd 4 faza 2<span class="ff3"> </span></div></div><div class="c xe1 y74d w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y74d w91 h10"><div class="t m0 xc8 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">172<span class="ls0"> </span></div></div><div class="c x2 y5b6 w90 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Metro Zachd 11 faza 1<span class="ff3"> </span></div></div><div class="c xe1 y5b6 w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y5b6 w91 h10"><div class="t m0 xc8 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">148<span class="ls0"> </span></div></div><div class="c x2 y74e w90 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Osiedle Przystanek Mi<span class="_ _0"></span>dzylesie faza 1<span class="ff3"> </span></div></div><div class="c xe1 y74e w37 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xe2 y74e w91 h12"><div class="t m0 xc8 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">110<span class="ls0"> </span></div></div><div class="c x2 y241 w90 h10"><div class="t m0 xe5 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">IV KWARTAŁ 2023<span class="ff1"> </span></div></div><div class="c xe1 y241 w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xe2 y241 w91 h10"><div class="t m0 xe6 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">1 159<span class="ls0"> </span></div></div><div class="c x2 y74f w90 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">RAZEM </div></div><div class="c xe1 y74f w37 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xe2 y74f w91 h10"><div class="t m0 xe6 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">1 935<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y750 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y751 ff4 fs8 fc1 sc0 ls0 ws0">Ponadto, w o<span class="_ _9"></span>kresie dwunastu<span class="_ _0"></span> mi<span class="_ _9"></span>esicy zakoczonym <span class="_ _9"></span><span class="ff3">31 grudnia 2023 <span class="_ _9"></span></span>r. w <span class="_ _9"></span>ramach Grupy Kapitałowej Dom <span class="_ _9"></span>Development S.A., </div><div class="t m0 x2 hd y752 ff4 fs8 fc1 sc0 ls0 ws0">poprzez podmioty zależne prowadzono projekty dewelope<span class="_ _0"></span>rskie na rynku wrocław<span class="_ _9"></span>skim, trjmiejskim oraz krakowskim.<span class="ff3"> </span></div><div class="t m0 x2 hd y753 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y623 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he y3e1 ff2 fs4 fc0 sc0 ls0 ws0">INFORMACJA NA TEM<span class="_ _9"></span>AT PRZEKAZAŃ LO<span class="_ _9"></span>KALI MIESZKALNYCH I LO<span class="_ _9"></span>KALI USŁUGOWYC<span class="_ _9"></span>H <span class="_ _15"></span><span class="ff1"> </span></div><div class="t m0 x2 hd y297 ff3 fs8 fc1 sc0 ls0 ws0">Liczba <span class="_ _15"></span><span class="ff4">lokali <span class="_ _15"></span>mieszkalnych <span class="_ _15"></span>i <span class="_ _15"></span>lokali <span class="_ _15"></span>usługowych <span class="_ _15"></span>przekazanych <span class="_ _15"></span>klientom <span class="_ _e"></span>w <span class="_ _15"></span>okresie <span class="_ _9"></span>dwunastu <span class="_ _15"></span>miesicy <span class="_ _e"></span>zakoczonym <span class="_ _e"></span></span>31 <span class="_ _e"></span>grudnia </div><div class="t m0 x2 hd y754 ff3 fs8 fc1 sc0 ls6 ws0">2023<span class="ls0"> <span class="ff4">r. przedstawia poniższa tabela:</span> </span></div></div><div class="c x2 y755 w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">LICZBA PRZEKAZANYCH MI<span class="_ _0"></span>ESZKAŃ I LOKALI USŁUGOWYCH<span class="ff1"> <span class="_ _19"> </span> </span></div></div><div class="c x77 y755 w36 h10"><div class="t m0 x74 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">202<span class="ls0">3 </span></div></div><div class="c x78 y755 w37 h10"><div class="t m0 x4b h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">202<span class="ls0">2 </span></div></div><div class="c x2 y3e6 w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">I kwartał <span class="ff3"> </span></div></div><div class="c x77 y3e6 w36 h10"><div class="t m0 xb h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">907<span class="ls0"> </span></div></div><div class="c x78 y3e6 w37 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">829<span class="ls0"> </span></div></div><div class="c x2 y707 w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">II kwartał<span class="ff3"> </span></div></div><div class="c x77 y707 w36 h12"><div class="t m0 xb h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">181<span class="ls0"> </span></div></div><div class="c x78 y707 w37 h12"><div class="t m0 x27 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">465<span class="ls0"> </span></div></div><div class="c x2 y708 w35 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls31 ws0">III <span class="ff4 ls0">kwartał<span class="ff3"> </span></span></div></div><div class="c x77 y708 w36 h12"><div class="t m0 xb h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">136<span class="ls0"> </span></div></div><div class="c x78 y708 w37 h12"><div class="t m0 x27 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">241<span class="ls0"> </span></div></div><div class="c x2 y6c1 w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">IV kwartał<span class="ff3"> </span></div></div><div class="c x77 y6c1 w36 h10"><div class="t m0 xb h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">704<span class="ls0"> </span></div></div><div class="c x78 y6c1 w37 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">386<span class="ls0"> </span></div></div><div class="c x2 y27c w35 h10"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem  </div></div><div class="c x77 y27c w36 h10"><div class="t m0 x90 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">1 928<span class="ls0"> </span></div></div><div class="c x78 y27c w37 h10"><div class="t m0 x8c h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">1 921<span class="ls0"> </span></div></div><div class="c x2 y756 w35 h34"><div class="t m0 x0 h9 y307 ff1 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h9 y2ad ff1 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x77 y756 w36 h34"><div class="t m0 x28 h9 y307 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x78 y756 w37 h34"><div class="t m0 xe h9 y307 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h29 y757 ff1 fsa fc0 sc0 ls11 ws0">7.51<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff1 fc1">ISTOTNE ZDARZENIA PO DACIE BILANSOWEJ </span></span></div><div class="t m0 x2 he y758 ff2 fs4 fc0 sc0 ls0 ws0">REALIZACJA OPCJI NA A<span class="_ _9"></span>KCJE SPÓŁKI<span class="_ _9"></span><span class="ff1"> </span></div><div class="t m0 x2 hd y759 ff3 fs8 fc1 sc0 ls0 ws0">W <span class="_ _15"></span>dniu <span class="_ _e"></span><span class="ls6">24</span> <span class="_ _15"></span>stycz<span class="_ _9"></span>nia <span class="_ _15"></span><span class="ls6">202</span>4 <span class="_ _e"></span><span class="ff4">roku <span class="_ _e"></span>Zarząd</span> <span class="_ _e"></span><span class="ff4">podjął <span class="_ _e"></span>uchwał <span class="_ _e"></span>w <span class="_ _e"></span>sprawie</span> <span class="_ _15"></span><span class="ff4">podwyższ<span class="_ _9"></span></span>enia <span class="_ _15"></span><span class="ff4">kapitał</span>u <span class="_ _e"></span><span class="ff4">zakładow</span><span class="ls21">ego<span class="_ _9"></span></span> <span class="_ _e"></span><span class="ff4">Spłki <span class="_ _15"></span>w <span class="_ _e"></span>drodze <span class="_ _e"></span>emisji </span></div><div class="t m0 x2 hd y75a ff3 fs8 fc1 sc0 ls0 ws0">50 <span class="ff4">000 <span class="_ _9"></span>sztuk <span class="_ _9"></span>akcji <span class="_ _9"></span>zwykłyc<span class="_ _9"></span>h <span class="_ _9"></span>na <span class="_ _9"></span>okaziciela serii <span class="_ _9"></span>A<span class="_ _9"></span></span>J<span class="ff4">, <span class="_ _9"></span>o <span class="_ _15"></span>wartości <span class="_ _9"></span>nominalnej 1,00 <span class="_ _15"></span>zł <span class="_ _15"></span>każda, <span class="_ _9"></span>oraz <span class="_ _9"></span>emisji <span class="_ _15"></span></span>5<span class="ff4">0 <span class="_ _9"></span>000 <span class="_ _9"></span>sztuk <span class="_ _9"></span>akcj<span class="_ _9"></span>i z<span class="_ _9"></span>wykłych </span></div><div class="t m0 x2 hd y75b ff3 fs8 fc1 sc0 ls0 ws0">na okaziciela <span class="_ _0"></span>serii A<span class="_ _0"></span>K<span class="ff4">, o wartości <span class="_ _0"></span>nominalnej 1,00 <span class="_ _0"></span>zł każda.<span class="ff3"> Cena e<span class="_ _0"></span>misyjna akcji s<span class="_ _0"></span>erii AJ <span class="_ _0"></span>i AK <span class="_ _0"></span><span class="ff4">została ustalona na <span class="_ _1b"></span>5<span class="_ _9"></span><span class="ff3">0</span>,00 zł za <span class="_ _0"></span>jedną </span></span></span></div><div class="t m0 x2 hd y75c ff4 fs8 fc1 sc0 ls0 ws0">akcj. <span class="_ _9"></span><span class="ff3">E<span class="_ _9"></span>misja <span class="_ _9"></span>akcji <span class="_ _15"></span>serii <span class="_ _9"></span>AJ<span class="_ _9"></span> <span class="_ _9"></span>o<span class="_ _9"></span>raz <span class="_ _15"></span>serii <span class="_ _9"></span>AK <span class="_ _e"></span></span>nastąpi <span class="_ _9"></span>w<span class="_ _9"></span> <span class="_ _9"></span>drodze <span class="_ _15"></span>subskrypcji <span class="_ _15"></span>prywatnej, <span class="_ _15"></span>ktrej <span class="_ _9"></span>c<span class="_ _9"></span>elem <span class="_ _15"></span>w <span class="_ _15"></span>ramach <span class="_ _9"></span>kapitału <span class="_ _15"></span>docelowego </div><div class="t m0 x2 hd y1cb ff4 fs8 fc1 sc0 ls0 ws0">jest umożliwienie Spłce wywiązywania si ze zobowiąza wynikających z<span class="ff3">: </span></div><div class="t m0 xe8 hd y75d ff7 fs8 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _8"> </span><span class="ff4">Programu <span class="_ _1a"> </span>V <span class="_ _16"> </span>Opcji <span class="_ _16"> </span>Menedżerskich <span class="_ _1a"> </span>dla <span class="_ _16"> </span>Mikołaja <span class="_ _16"> </span>Konopki, <span class="_ _16"> </span>Członka <span class="_ _1a"> </span>Zarządu, <span class="_ _16"> </span>dotyczącego <span class="_ _16"> </span>250 <span class="_ _16"> </span>000 <span class="_ _16"> </span>Akcji <span class="_ _1a"> </span>Dom </span></span></div><div class="t m0 xe9 hd y75e ff3 fs8 fc1 sc0 ls0 ws0">Development S.A.  (patrz nota 7.44).  </div><div class="t m0 xe8 hd y53c ff7 fs8 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _8"> </span><span class="ff3">Programu V<span class="_ _9"></span><span class="ls16">II</span> <span class="_ _15"></span><span class="ff4">Opcji <span class="_ _15"></span>Menedżerskich <span class="_ _9"></span></span>dla <span class="_ _15"></span>Leszka <span class="_ _15"></span>Stankiewicza<span class="_ _9"></span><span class="ls1">, <span class="_ _9"></span></span>Wiceprezesa <span class="_ _15"></span><span class="ff4">Zarządu, <span class="_ _15"></span></span>d<span class="ff4">otycząc<span class="_ _9"></span></span><span class="ls21">ego</span> <span class="_ _15"></span>250 <span class="_ _15"></span>000 <span class="_ _15"></span>Akcji <span class="_ _9"></span>Dom </span></span></div><div class="t m0 xe9 hd y75f ff3 fs8 fc1 sc0 ls0 ws0">Development S.A.  (patrz nota 7.44).  </div><div class="t m0 x2 hd y73e ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _9"></span>dniu <span class="_ _9"></span>8 <span class="_ _9"></span>lutego <span class="_ _9"></span>2024 <span class="_ _15"></span>Zarząd <span class="_ _9"></span>podjął <span class="_ _9"></span>uchwał <span class="_ _15"></span>w <span class="_ _9"></span>sprawie <span class="_ _9"></span>przydzielenia now<span class="_ _9"></span>ych <span class="_ _9"></span>akcji <span class="_ _9"></span>Pa<span class="_ _9"></span>nu <span class="_ _9"></span>Leszkowi Stankiewiczowi <span class="_ _9"></span>w <span class="_ _15"></span>procesie </div><div class="t m0 x2 hd y760 ff3 fs8 fc1 sc0 ls0 ws0">realizacji 50 <span class="ff4">000 <span class="_ _9"></span>opcji <span class="_ _9"></span>na <span class="_ _9"></span>akcje oraz<span class="_ _9"></span> <span class="_ _9"></span>przydzielenia nowych akcj<span class="_ _9"></span>i Panu <span class="_ _9"></span>Mikołajowi <span class="_ _9"></span>Konopce w<span class="_ _9"></span> procesie realizacji <span class="_ _9"></span>50<span class="_ _15"></span></span> 000 <span class="_ _9"></span>opcji <span class="_ _9"></span>na </div><div class="t m0 x2 hd y740 ff3 fs8 fc1 sc0 ls0 ws0">akcje.  A<span class="_ _0"></span>k<span class="ff4">cje  te<span class="_ _0"></span>  zostały <span class="_ _13"> </span>zarejestrowane <span class="_ _13"> </span>przez <span class="_ _13"> </span>Sąd  Re<span class="_ _0"></span>jonowy  dla<span class="_ _0"></span>  m. <span class="_ _10"> </span>st.  Warszawy <span class="_ _10"> </span>w<span class="_ _9"></span>  Warsza<span class="_ _0"></span>wie,  XII <span class="_ _10"> </span>Wydział  Gospodarczy<span class="_ _0"></span> </span></div><div class="t m0 x2 hd y761 ff4 fs8 fc1 sc0 ls0 ws0">Krajowego Rejestru Sądowego w dniu<span class="_ _0"></span> 13 lutego 2024 roku, czyli po dniu bilansowym.<span class="_ _9"></span><span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf34" class="pf w0 h0" ><div class="pc pc34 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">52<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y1a4 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y41d ff1 fsa fc0 sc0 ls11 ws0">7.52<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff1 fc1">PROGNOZY </span></span></div><div class="t m0 x2 hd y175 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y6af ff4 fs8 fc1 sc0 ls0 ws0">Zarząd <span class="_ _15"></span>Dom <span class="_ _e"></span>Development <span class="_ _e"></span>S.A. <span class="_ _e"></span>nie <span class="_ _e"></span>publikuje <span class="_ _e"></span>prognoz <span class="_ _e"></span>finansowych <span class="_ _e"></span>zarwno <span class="_ _e"></span>w <span class="_ _e"></span>odniesieniu <span class="_ _15"></span>do <span class="_ _e"></span>podmiotu <span class="_ _e"></span>dominującego, <span class="_ _e"></span>jak <span class="_ _e"></span>i </div><div class="t m0 x2 hd y762 ff3 fs8 fc1 sc0 ls0 ws0">Grupy. </div><div class="t m0 x2 hd y763 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y764 ff1 fsa fc0 sc0 ls11 ws0">7.53<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff2 fc1">INFORMACJE O WYNAGRODZENIU BIEGŁEGO REWIDENTA LUB PODMIOTU </span></span></div><div class="t m0 x4 h29 y765 ff2 fsa fc1 sc0 ls0 ws0">UPRAWNIONEGO DO BADANIA SPRAWOZDAŃ FINANSOWYCH<span class="ff3"> </span></div><div class="t m0 x2 hd y766 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y48e ff4 fs8 fc1 sc0 ls0 ws0">Poniższa <span class="_ _20"> </span>tabel<span class="_ _0"></span>a <span class="_ _20"> </span>przedstawia <span class="_ _19"> </span>wynagrodzenie <span class="_ _20"> </span>podmiotu <span class="_ _19"> </span>uprawnionego <span class="_ _20"> </span>do <span class="_ _19"> </span>badania <span class="_ _20"> </span>sprawozda <span class="_ _20"> </span>finans<span class="_ _0"></span>owych <span class="_ _20"> </span>(w <span class="_ _20"> </span>ty<span class="_ _0"></span>m </div><div class="t m0 x2 hd y767 ff4 fs8 fc1 sc0 ls0 ws0">skonsolidowanych sprawozda finansowych) Spłki.<span class="ff3"> </span></div><div class="t m0 x2 hd y63b ff3 fs8 fc1 sc0 ls0 ws0">Sprawozdania <span class="_ _1b"></span>finansowe <span class="_ _1b"></span>za <span class="_ _0"></span>rok <span class="_ _0"></span>2023 <span class="_ _0"></span>oraz <span class="_ _1b"></span>za rok <span class="_ _4"></span><span class="ls6">202<span class="ls0">2 <span class="_ _0"></span><span class="ff4">zostały <span class="_ _0"></span>zbadane <span class="_ _1b"></span>przez <span class="_ _0"></span>firm <span class="_ _1b"></span>PricewaterhouseCo<span class="_ _9"></span>opers <span class="_ _1b"></span>Polska <span class="_ _1b"></span>spł<span class="_ _9"></span>ka <span class="_ _1b"></span>z<span class="_ _9"></span><span class="ff3"> o.o<span class="_ _9"></span>. </span></span></span></span></div><div class="t m0 x2 hd y768 ff4 fs8 fc1 sc0 ls0 ws0">Audyt sp.k. oraz inne jednostki powiązane z PricewaterhouseCoopers<span class="_ _0"></span> Polska spłka z o<span class="_ _9"></span>.o. Audyt sp.k.. <span class="ff3"> </span></div><div class="t m0 x2 hd y769 ff4 fs8 fc1 sc0 ls0 ws0">Wypłacone lub <span class="_ _1b"></span>należne wynagrodzenie za <span class="_ _0"></span>rok zakoczony dn<span class="_ _0"></span>ia <span class="ff3">31 grudnia 2023 <span class="_ _0"></span>roku i <span class="_ _0"></span>dnia 31 <span class="_ _0"></span>grudnia 2022 roku <span class="_ _0"></span>w podziale n<span class="_ _0"></span>a </span></div><div class="t m0 x2 hd y76a ff4 fs8 fc1 sc0 ls0 ws0">rodzaje usług:<span class="ff3"> </span></div></div><div class="c x2 y76b w35 h10"><div class="t m0 x2b h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Opis </div></div><div class="c x77 y76b w36 h10"><div class="t m0 x1b h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023<span class="ff3"> </span></span></div></div><div class="c x78 y76b w37 h10"><div class="t m0 x15 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022 </span></div></div><div class="c x2 y184 w35 h10"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Podmiot dominujący<span class="ff1"> </span></div></div><div class="c x77 y184 w36 h10"><div class="t m0 xb h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">542<span class="ls0"> </span></div></div><div class="c x78 y184 w37 h10"><div class="t m0 x27 h9 y8b ff1 fs5 fc1 sc0 ls7 ws0">420<span class="ls0"> </span></div></div><div class="c x2 y308 w35 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- <span class="ff4">Badanie sprawozda finan<span class="_ _0"></span>sowych<span class="ff3"> </span></span></div></div><div class="c x77 y308 w36 h12"><div class="t m0 xb h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">417<span class="ls0"> </span></div></div><div class="c x78 y308 w37 h12"><div class="t m0 x27 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">260<span class="ls0"> </span></div></div><div class="c x2 y292 w35 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- <span class="ff4">Przegląd płrocznych<span class="_ _0"></span> sprawozda finansowych<span class="ff3"> </span></span></div></div><div class="c x77 y292 w36 h12"><div class="t m0 x98 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">91<span class="ls0"> </span></div></div><div class="c x78 y292 w37 h12"><div class="t m0 x27 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">130<span class="ls0"> </span></div></div><div class="c x2 y76c w35 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- <span class="ff4">Ocena sprawozdania o<span class="_ _0"></span> wynagrodzeniach zarządu i rady<span class="_ _0"></span> nadzorczej za lata 2021<span class="ff3">-<span class="ls7">2022</span> </span></span></div></div><div class="c x77 y76c w36 h10"><div class="t m0 x98 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">34<span class="ls0"> </span></div></div><div class="c x78 y76c w37 h10"><div class="t m0 x75 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">30<span class="ls0"> </span></div></div><div class="c x2 y30a w35 h12"><div class="t m0 x0 h9 y8e ff2 fs5 fc1 sc0 ls0 ws0">Jednostki zależne Grupy Kapi<span class="_ _0"></span>tałowej<span class="ff1"> </span></div></div><div class="c x77 y30a w36 h12"><div class="t m0 xb h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">504<span class="ls0"> </span></div></div><div class="c x78 y30a w37 h12"><div class="t m0 x27 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">523<span class="ls0"> </span></div></div><div class="c x2 y4fb w35 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- <span class="ff4">Badanie sprawozda finan<span class="_ _0"></span>sowych <span class="ff3"> </span></span></div></div><div class="c x77 y4fb w36 h10"><div class="t m0 xb h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">401<span class="ls0"> </span></div></div><div class="c x78 y4fb w37 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">423<span class="ls0"> </span></div></div><div class="c x2 y30c w35 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">- <span class="ff4">Przegląd płrocznych<span class="_ _0"></span> sprawozda finansowych<span class="ff3"> </span></span></div></div><div class="c x77 y30c w36 h10"><div class="t m0 xb h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">103<span class="ls0"> </span></div></div><div class="c x78 y30c w37 h10"><div class="t m0 x27 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">100<span class="ls0"> </span></div></div><div class="c x2 y2b w35 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- <span class="ff4">Pozostałe usługi</span> </div></div><div class="c x77 y2b w36 h12"><div class="t m0 x8e h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x78 y2b w37 h12"><div class="t m0 x8f h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y76d w35 h13"><div class="t m0 x0 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x77 y76d w36 h13"><div class="t m0 x90 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls7">046</span> </div></div><div class="c x78 y76d w37 h13"><div class="t m0 x27 h9 y8e ff1 fs5 fc1 sc0 ls7 ws0">943<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y76e ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y42d ff4 fs8 fc1 sc0 ls0 ws0">Wynagrodzenie za badanie spraw<span class="_ _9"></span>ozda finansowych w <span class="_ _9"></span>roku 2023 <span class="_ _9"></span>zawiera rwnież <span class="_ _15"></span><span class="ff3">wynagrodzenie za <span class="_ _9"></span>badanie jednostkowego </span></div><div class="t m0 x2 hd y42e ff4 fs8 fc1 sc0 ls0 ws0">skrconego sprawozdania <span class="_ _1b"></span>finan<span class="_ _9"></span>sowego Spłki za okre<span class="_ _0"></span>s sześciu <span class="_ _1b"></span>mi<span class="_ _9"></span>esicy zakoczonych 30 <span class="_ _0"></span>czerwca 2023 <span class="_ _0"></span>roku w kwocie 125 <span class="_ _1b"></span>tys. </div><div class="t m0 x2 hd y76f ff4 fs8 fc1 sc0 ls0 ws0">zł. <span class="ff3">  </span></div><div class="t m0 x2 hd y473 ff3 fs8 fc1 sc0 ls0 ws0">PricewaterhouseCoopers Polska <span class="ff4">spłka</span> z <span class="ls1c">o.</span> <span class="ls1c">o.</span> Au<span class="_ _0"></span>dyt <span class="ff4">sp.k. <span class="_ _18"> </span>świadcz<span class="_ _9"></span>y <span class="_ _18"> </span>także <span class="_ _18"> </span>usług <span class="_ _18"> </span>badania <span class="_ _18"> </span>pakietu <span class="_ _18"> </span>ko<span class="_ _9"></span>nsolidacyjnego </span></div><div class="t m0 x2 hd y497 ff4 fs8 fc1 sc0 ls0 ws0">sporządzanego <span class="_ _f"></span>na <span class="_ _f"></span>cele <span class="_ _f"></span>konsolidacji <span class="_ _f"> </span>jednostki <span class="_ _f"></span>dominującej <span class="_ _f"> </span>Groupe <span class="_ _f"> </span>Belleforêt <span class="_ _10"> </span>S.à <span class="_ _f"></span>r.l.. <span class="_ _f"> </span>Wynagrodzenie <span class="_ _f"> </span>usta<span class="_ _9"></span>lone <span class="_ _f"></span>za <span class="_ _f"></span>tą <span class="_ _f"> </span>usług </div><div class="t m0 x2 hd y27b ff3 fs8 fc1 sc0 ls0 ws0">wynosi <span class="_ _9"></span>7 <span class="_ _15"></span><span class="ls6">00</span>0 <span class="_ _15"></span>EUR <span class="_ _15"></span><span class="ff4">rocznie, <span class="_ _15"></span>i <span class="_ _9"></span>stan<span class="_ _9"></span>owi <span class="_ _15"></span>koszt <span class="_ _15"></span>ponoszony <span class="_ _9"></span>przez <span class="_ _15"></span>Groupe <span class="_ _9"></span>Belleforêt <span class="_ _15"></span>S.à <span class="_ _15"></span>r.l., <span class="_ _9"></span>ktry <span class="_ _15"></span>nie <span class="_ _15"></span>jest <span class="_ _15"></span>ujmowany <span class="_ _15"></span>w <span class="_ _15"></span>powyższym </span></div><div class="t m0 x2 hd y432 ff3 fs8 fc1 sc0 ls0 ws0">zestawieniu. </div><div class="t m0 x2 hd y770 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y771 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y772 ff1 fsa fc0 sc0 ls11 ws0">7.54<span class="ff5 ls0"> <span class="_ _16"> </span><span class="ff1 fc1">WYBRANE DANE FINANSOWE PRZELICZONE NA EURO<span class="_ _9"></span> </span></span></div><div class="t m0 x2 hd y773 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y774 ff4 fs8 fc1 sc0 ls0 ws0">Zgodnie z wymogami sprawozdawczymi nastpujące dane fin<span class="_ _0"></span>anso<span class="_ _9"></span>we Spłki zostały przeliczone na EURO:<span class="ff3"> </span></div></div><div class="c x2 y775 w35 h30"><div class="t m0 x0 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">WYBRANE DANE Z BILANSU<span class="_ _0"></span> </div></div><div class="c x77 y775 w36 h30"><div class="t m0 x88 h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">31.12.202<span class="ls0">3<span class="ff3"> </span></span></div><div class="t m0 x2e h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">tys. EURO </div></div><div class="c x78 y775 w37 h30"><div class="t m0 x79 h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">31.12.202<span class="ls0">2<span class="ff3"> </span></span></div><div class="t m0 x23 h9 y8e ff1 fs5 fc1 sc0 ls0 ws0">tys. EURO </div></div><div class="c x2 y776 w35 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Aktywa obrotowe razem </div></div><div class="c x77 y776 w36 h12"><div class="t m0 x31 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">5<span class="ls7">27 817</span> </div></div><div class="c x78 y776 w37 h12"><div class="t m0 xb8 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls7">473 102</span> </div></div><div class="c x2 y777 w35 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Aktywa razem </div></div><div class="c x77 y777 w36 h10"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">7<span class="ls7">58</span> 3<span class="ls7">16</span> </div></div><div class="c x78 y777 w37 h10"><div class="t m0 x2e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">663 560<span class="ls0"> </span></div></div><div class="c x2 y778 w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Kapitał własny razem<span class="ff3"> </span></div></div><div class="c x77 y778 w36 h10"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">314 665<span class="ls0"> </span></div></div><div class="c x78 y778 w37 h10"><div class="t m0 x2e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">288 073<span class="ls0"> </span></div></div><div class="c x2 y5ca w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a długoterminowe <span class="ff3"> </span></div></div><div class="c x77 y5ca w36 h12"><div class="t m0 x31 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">126 695<span class="ls0"> </span></div></div><div class="c x78 y5ca w37 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">72 977<span class="ls0"> </span></div></div><div class="c x2 y53c w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a krtkoterminowe <span class="ff3"> </span></div></div><div class="c x77 y53c w36 h10"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">3<span class="ls7">16</span> 9<span class="ls7">55</span> </div></div><div class="c x78 y53c w37 h10"><div class="t m0 x2e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">302 510<span class="ls0"> </span></div></div><div class="c x2 y202 w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a razem<span class="ff3"> </span></div></div><div class="c x77 y202 w36 h10"><div class="t m0 x31 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">4<span class="ls7">43</span> 6<span class="ls7">51</span> </div></div><div class="c x78 y202 w37 h10"><div class="t m0 x2e h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">375 487<span class="ls0"> </span></div></div><div class="c x2 y779 w35 h10"><div class="t m0 x0 h4a y8b ffb fs5 fc1 sc0 ls0 ws0">Kurs PLN/EURO na dzień bil<span class="_ _0"></span>ansowy <span class="ffc"> </span></div></div><div class="c x77 y779 w36 h10"><div class="t m0 x4b h4a y8b ffc fs5 fc1 sc0 ls0 ws0">4,3480 </div></div><div class="c x78 y779 w37 h10"><div class="t m0 x1d h4a y8b ffc fs5 fc1 sc0 ls0 ws0">4,6899 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y204 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y740 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y41c ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf35" class="pf w0 h0" ><div class="pc pc35 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>3 ROKU </div></div><div class="c x6 y16 w2f h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls10 ws0">53<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y1a4 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y77a w35 h30"><div class="t m0 x0 h9 ye7 ff2 fs5 fc1 sc0 ls0 ws0">WYBRANE DANE Z RACHUNKU ZY<span class="_ _0"></span>SKÓW I STRAT<span class="ff1"> </span></div></div><div class="c x77 y77a w36 h30"><div class="t m0 x2d h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2023<span class="ff3"> </span></span></div><div class="t m0 x2e h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">tys. EURO </div></div><div class="c x78 y77a w37 h30"><div class="t m0 x57 h9 ye7 ff1 fs5 fc1 sc0 ls7 ws0">01.01<span class="ls0">-31.12.2022<span class="ff3"> </span></span></div><div class="t m0 x23 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">tys. EURO </div></div><div class="c x2 y77b w35 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Przychody ze <span class="ff4">sprzed<span class="_ _0"></span>aży<span class="ff3"> </span></span></div></div><div class="c x77 y77b w36 h12"><div class="t m0 x31 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">328 55<span class="ls0">3 </span></div></div><div class="c x78 y77b w37 h12"><div class="t m0 x2e h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">301 753<span class="ls0"> </span></div></div><div class="c x2 y77c w35 h12"><div class="t m0 x0 h11 y8e ff4 fs5 fc1 sc0 ls0 ws0">Zysk brutto ze sprzedaży<span class="ff3"> </span></div></div><div class="c x77 y77c w36 h12"><div class="t m0 x31 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">107 83<span class="ls0">6 </span></div></div><div class="c x78 y77c w37 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">98 607<span class="ls0"> </span></div></div><div class="c x2 y77d w35 h10"><div class="t m0 x0 h11 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zysk na działalno<span class="_ _0"></span>ści operacyjnej<span class="ff3"> </span></div></div><div class="c x77 y77d w36 h10"><div class="t m0 xac h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">73 738<span class="ls0"> </span></div></div><div class="c x78 y77d w37 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">65 983<span class="ls0"> </span></div></div><div class="c x2 y77e w35 h12"><div class="t m0 x0 h11 y8e ff3 fs5 fc1 sc0 ls0 ws0">Zysk brutto </div></div><div class="c x77 y77e w36 h12"><div class="t m0 x31 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">112 61<span class="ls0">8 </span></div></div><div class="c x78 y77e w37 h12"><div class="t m0 x94 h11 y8e ff3 fs5 fc1 sc0 ls7 ws0">93 146<span class="ls0"> </span></div></div><div class="c x2 y77f w35 h10"><div class="t m0 x0 h11 y8b ff3 fs5 fc1 sc0 ls0 ws0">Zysk netto </div></div><div class="c x77 y77f w36 h10"><div class="t m0 xac h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">97 411<span class="ls0"> </span></div></div><div class="c x78 y77f w37 h10"><div class="t m0 x94 h11 y8b ff3 fs5 fc1 sc0 ls7 ws0">79 706<span class="ls0"> </span></div></div><div class="c x2 y780 w35 h10"><div class="t m0 x0 h4a y8b ffb fs5 fc1 sc0 ls0 ws0">Kurs PLN/EURO średni za okres spr<span class="_ _0"></span>awozdawczy <span class="ffc"> </span></div></div><div class="c x77 y780 w36 h10"><div class="t m0 x4b h4a y8b ffc fs5 fc1 sc0 ls0 ws0">4,5284 </div></div><div class="c x78 y780 w37 h10"><div class="t m0 x1d h4a y8b ffc fs5 fc1 sc0 ls0 ws0">4,6883 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd y781 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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